Tennis (2_087)

Grundkompetenz: AG 2.1, FA 1.5, WS 1.1
Im Rahmen der Nachwuchsförderung wurden die Leistungen der Teilnehmer eines Tennisturniers genauer beobachtet.
a)
Für die Auswertung der Daten der Aufschlaggeschwindigkeit der Teilnehmer wurde der nachstehende Boxplot erstellt.[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnoAAAErCAYAAABJkC7DAAAgAElEQVR4AeydCdweVXX/cenfblZtbe2iuEBYBIPEIFQgiKitIlAQwipQoIKAuFS7qFWrtrbahVrXmsaEJCwmBAhZCTH7QkIiafYQSKAsKotVUGppmf/nO3jmOTM88zwz984c3vd9zvl83neeuTP3nnt/98yd39x7z717JS6OgCPgCDgCjoAj4Ag4AiMSgb1GZKm8UI6AI+AIOAKOgCPgCDgCiRM9NwJHwBFwBBwBR8ARcARGKAJO9EZoxXqxHAFHwBFwBBwBR8ARcKLnNuAIOAKOgCPgCDgCjsAIRcCJ3gitWC+WI+AIOAKOgCPgCDgCTvTcBhwBR8ARcAQcAUfAERihCDjRG6EV68VyBBwBR8ARcAQcAUfAiZ7bgCPgCDgCjoAj4Ag4AiMUASd6I7RivViOgCPgCDgCjoAj4Ag40XMbcAQcAUfAEXAEHAFHYIQi4ERvhFasF8sRcAQcAUfAEXAEHAEnem4DjoAj4Ag4Ao6AI+AIjFAEnOiN0Ir1YjkCjoAj4Ag4Ao6AI+BEz23AEXAEHAFHwBFwBByBEYqAE70RWrFeLEfAEXAEHAFHwBFwBJzouQ04Ao6AI+AIOAKOgCMwQhFwotdQxf7Hf/xHcvvttzeUWu9k7r777mTJkiW9b2ro6kMPPZTcfPPNDaXWO5n//u//Tq6++ureNzV4ddq0acnPfvazBlMsT+qmm25KHn744fIbGrzyne98J9mzZ0+DKZYntXbt2mTTpk3lNzR4Zdu2bcnq1asbTLE8qf/8z/9MbrnllvIbGrzyX//1X8nMmTMbTLE8qf/93/9NJk+eXH5Dw1e+/e1vJ48//njDqXZPbu7cucn3vve97hcbDl2+fHly5513Npxq9+S++93vJhs2bOh+seFQyrRs2bKGU+2eHHU1Z86c7hc9tFEEnOg1BKcTvXggnejFY0gKTvTicXSiF48hKTjRi8fRiV48hoOeghO9hiyAXrYdO3Y0lFrvZB588MHkjjvu6H1TQ1fpbbDqRfmf//mfZNGiRQ3lvH8y6EKnhaxatSr50Y9+ZKEq4cVg1bOxffv2ZPfu3Sbluueee5KtW7ea6KIn26qHnh4veogs5P/+7//MeiopDyMPTzzxhEXRkttuuy159NFHTXTRi33fffeZ6Nq1a5dZ7+H999+f0GlhIdQVdebSPgJO9NrH2DU4Ao6AI+AIOAKOgCPwrCDgRO9Zgd2VOgKOgCPgCDgCjoAj0D4CTvQawvj73/9+8sADDzSUWu9kfvjDH5pNtv/JT36S7Ny5s3eGGrrKRPHNmzc3lFr/ZBh+QaeFMKz/05/+1EJVOpTKkLuFYPM/+MEPLFSlzixWw2UMszMdw0KYm4qjiYU89dRTycaNGy1UpToYareaHsEQp5Xjx7333ps88sgjJjgyDYPpOhbCcCpTJCyEurJyaLEoz1DW4USvodpxZ4x4IN0ZIx5DUnBnjHgc3RkjHkNScGeMeBzdGSMew0FPwYleQxbgRC8eSCd68RiSghO9eByd6MVjSApO9OJxdKIXj+Ggp+BEryELYBhw/fr1DaXWOxm8HJcuXdr7poau4n04e/bs2qkxTFl3yAaid80119TWFRqBNfus1tFjLUKroZ7FixebDb/gLTpjxozUCxxP8Db/0PPNb36zVR2S/wULFiRf//rXTXSBIeWyELxup0yZYqEq1TF9+nSz4dT58+ebeZvjsW813C42aVFpDH9beYAz3WnevHkWxRp4HU70Bt4E2gHgyCOPTD7/+c+3k7inOmQQOOWUU5K99trL/yIxeOELX1j7w2jIGMEAZmTcuHHJ5z73uQEsuRd5OCLgRG841towyPNrX/va5MMf/vAwyKlnMQaBt7zlLcmBBx6YsENG23+jR49Onve857Wup+1yFNP/0Ic+lBJlHJ9chgcCr3vd65IPfOADwyOznsuBR8CJXkMmgAfRY4891lBqvZNhAVIrr0qGX0OGHEOIHsNKVh6cIMzQATothO3P6g5lh+YLr2yrRWrp2Rg/fnxoVmvFO++885KxY8fWihN6M9MIrBbfZSiVXlELoofXLXZvJTzPVp7ttFNWUzFo3y677DITGHmvWL1bmHJj9W6hrkLeLSagjzAlTvQaqlB3xsgDGUL03Bkjj2HomaUzBsTrne98Z2hWa8V797vfnRx00EG14oTebOmMMWHCBDOi53vdhlpEPt5rXvOahA8PC3FnDAuUR7YOJ3oN1a8TvTyQTvTyeNx0003pOnD50HbOnOjF4+pELx5DUhipXrdO9OLtg/UB58yZE5+Qp9AXASd6fSGqdoMTvTxOTvTyeDjRy+MRcuY9eiGo5eN4j14ej9AzJ3qhyHXiOdHrYNH2Lyd6DSHsc/TyQIYQPes5eswfspqjx1wUqzl6zLFhGNxCrOfoHXbYYRbFSud6MdfRQqZOnWo2dGs9R4/lmazm6DGnciTO0ePdwp+FMLeXXWEshPbQah6sRXmGsg4nekO5doZx3kKI3jAu7sBmHa/bs846y6T8F154YXLEEUeY6LJUwnqOVs4YluUaybrc63Yk1+7IK5sTvZFXp0OiRE70hkQ1tJ4JJ3rxEDvRi8fQOgUnetaIu74YBJzoxaCn4jJHz2pnDDZbX7JkidLe3s/QnTFCiJ71zhjTpk0zG+qZNWuW2VIC7owR/zzcd999ycKFC+MTqpCCpdctUxWuuuqqCrlq5hZLZwx2WWDel4VYztFjZww8by3EemeMuXPnWhRr4HU40WvIBNwZIw9kKNGjd8NKLImeO2PE16o7Y8Rj6M4Y8RiSgiXR8+VVmqmzQU7FiV5Dte9ELw+kE708Hk708niEnDnRC0EtH8eJXh6P0DMneqHIdeK5120Hi7Z/OdFrCGFWm3/ggQcaSq13MngD7tmzp/dNDV1ltf6dO3fWTi2E6PES2rx5c21doRHQZeURCIasOm8h2IbV6vbsacx+txZy9tlnJ2PGjLFQlXoeMkXCQiZPnmzmjIHXLR+lVrJ161Yzb3OGHa28U/fff//k4osvNoERQmQ1JI0X7L333mtSLurqzjvvNNE16Eqc6A26BbRU/hCi11JWPNkWEXBnjHhw3RkjHkPrFNwZwxpx1xeDgBO9CPRuv/32ZPXq1enf7t27s5TovZFw/fX84IMPZuFcl94kvmzkfo56/S42QJdr99xzT6Zj27ZtWbjuBbv//vuzcOKJ/PjHP86F67WS1qxZk11jErrIli1bsnC+zEXYNUDydNttt0lw2osk4a961auSyy+/PL3GBHAJ56h7Pjdt2pRd27FjR5YWvVISZ926dVk4X5wSzlF6yZ588slcuP4C3rhxY3ZNf0HSYyNpaUca9qWVcI6yJh1rdOlwvS8v82jk2l133ZXll14GCdcTqokr4RxljT3WsdLh5EWEPMq1MnujrCJl9kYvraTDUa9lVWZv27dvz+Joe6NH7+1vf3t2jR4jhL05tY4ye8OWRLAxidPN3k444YTcFmj0Wsr9HGU/UPKgw8vsjTKJ8GxJnF72JvvR8uzK/RzL7E33hpfZ2ze+8Y20R2/x4sVpmrJPsdvb020rbYQIdalxL7M33aOt27c69oYe4opoe9tnn32S973vfemlWHvjmRMptm9l9sazLaLbtyr2VmzfYuyNtk7qo1f7JusbVm3fdG+6fp/q9o1nTnRzlPep2ITg48ckcaIXYQWQBggXfxs2bEiEqECWJFwbLA+xhHOUxXoxfh0uLyyyRppyTYgFD/nSpUuzcD2My0Ms93MUgRDpcGlAuK7DNbHg5Ue58IzS3fl44koc/bKEsEo4DeEVV1yRqufBk3COeiNr8i7X+L1o0aI0DkPhEq4bL7CRcI5CwnjIdbgmL9SBXIMIi7D9DqSFa5oAQkrkfo5CwiCTOly/TGjw5JpuhHkxES66RDdx5X6OpI3QIOpwTZC0vWliUbQ36ozrTdkb+eIFKfnS9sYCxm9961uza1K+XvaGzUha2JII9ibh+qNG7O1d73pXcuCBB8rt6TCd3M9RSH9Ve9Mv/aK98azxIdekvVEnkl9tb1/72tdSoke9cb2uvWkiK/ZGOvqDQ+yNj7eZM2c2am9SId3sDfIquqXsun3j2ZZwad9Ir8zeaDvkfo7yUqfu8brlY4hwPYQbam+kU9a+vfrVr07OP//8tOhN2Jtg2M3esBX9HiBfVdq3Mnsrtm9CwuRjmTYYHWXtWx17Ix3+urVv1NWyZcuk6GkbLPfr9o02W8KrvE+zBP1HhoATvQyKuB/ujJHHL2ToFtLmXrd5HEPOfHmVENTycSAat9xySz6wpTPL5VX4IGJOoJVYLq/CB6kmCG2W0Z0x4tGlrnyv23gcq6TgRK8KShXucaKXB8mJXh4P97rN4xFy5l63Iajl4zjRy+MReuZELxS5Tjwneh0s2v7lRK8hhOlS1kOMDSXbNRmGBvVcha43NRRI972ep1I12RCix5AVvVFWwhCFDCm0rZM5JHoYtk19LLDKUKSFsCXZiSeeaKEqOf3005PRo0eb6GK4WM/bbFPpxIkTzbxumS5itRA0mDHFROaAtYkhaTPXTQ9ptqlv1KhRCVvyWQjzfPmzEIZJ9ZzINnVSV3p+Ypu6Bj1tJ3qDbgEtlT+E6LWUFU+2RQTc6zYeXPe6jcfQOgX3urVG3PXFIOBELwY9j1uKgBO9UmhG1AUnevHV6UQvHkPrFJzoWSPu+mIQcKIXg56Ka7lgMl3e2vNRZaPxn3jnijdxncRDiB7zh6yGDSgL8yrRaSFgKF6hbetjGoH2mGtTn/WCyYceemibxcnSZphde61mF1r4MWnSJLOhWzxEGdq3ErzaxYu4bZ14p2qP3jb1WS6YzFQd7cnfZrnwatYe723qwjPaarpTm+UYDmk70WuoltwZIw9kCNFzr9s8hqFn7nUbilwnnnvddrCI+eVetzHoPR3X97qNx3DQU3Ci15AFONHLA+lEL4+He93m8Qg5c6/bENTycdzrNo9H6Jl73YYi14nnXrcdLNr+5USvIYQZcrTy0mNXBLzZLIQFlEPWOgoletdee61FsVId11xzTbpAsYXC2bNn5xaKblPnkiVLzIZfxo4dmxx//PFtFidLG6J38MEHZ+dt/mARalm8u009pG25jh5et1OnTm27SFn6M2bMyC1enF1o4cf8+fPNvM0tiR4rLFgNtzNdYcWKFS3UzjOTZLoTdebSPgJO9NrHeCA1hBC9gQRqmBfanTHiK9CdMeIxtE7BnTGsEXd9MQg40YtBz+OWIuBErxSaEXXBiV58dTrRi8fQOgUnetaIu74YBJzoxaCn4uLt9eMf/1iFtPeTBUh/+MMftqdApYzHnN7/Vl3q+TOE6DGsZLXQL5lnjojsN9yzMA1cBEMr70O8sq0WqR03blwyfvz4BhDqn8R5552XMFRsITgGWS2+O2XKFFOvWysPTuqJ59nKsx2PUdm3tW0boX277LLL2laTps+7xcqbmJUBrDz2qauQd4sJ6CNMiRO9hirUnTHyQIYQPfe6zWMYeuZet6HIdeK5120Hi5hf7nUbg97Tcd3rNh7DQU/BiV5DFuBELw+kE708Hu51m8cj5My9bkNQy8dxr9s8HqFnls4YTvRCa8njCQJO9ASJyKMTvTyATvTyeDjRy+MRcuZELwS1fBwnenk8Qs+c6IUi14nny6t0sGj7lxO9hhBmBwlW+rYQ5l+xcr+FMK8sZK5SCNFjvhybyVsJuqzm6IHhk08+aVI05tgwDG4h1nP0DjvsMItipXO9rOYqsdzJXnvtldCGtC3sjPGDH/ygbTVZ+szBspqjx7xlq3mwtG9Wc/R4r4zUd4vVXPPMIAf0hxO9Aa34tosdQvTazpOn3zwC7nUbj6l73cZjaJ2Ce91aI+76YhBwoheDnsctRcCJXik0I+qCE7346nSiF4+hdQpO9KwRd30xCDjRi0FPxfU5egqMJElCiJ573eYxDD1zr9tQ5Drx3Ou2g0XML/e6jUHv6bjujBGP4aCn4ESvIQtwopcH0oleHg93xsjjEXLmzhghqOXjuDNGHo/QM3fGCEWuE8+dMTpYtP3LiV5DCDvRywPpRC+PhxO9PB4hZ070QlDLx3Gil8cj9MyJXihynXhO9DpYtP3LiV5DCOPJZrXiPN6A99xzT0M5750MK6XfeeedvW/qcjWE6PES2rp1a5fU2gnasmWLmUcgGIKlhWAbVh6jRx55ZHLKKadYFCs5++yzkzFjxpjoYpeb3bt3m+iaPHmyqdftpk2bTMqFkm3btpl5wt51111m3qkHHHBAcvHFF5vgyO4iVjsGsToA0xYsBE9i6sylfQSc6LWP8UBqCCF6AwnUMC+0O2PEV6A7Y8RjaJ2CO2NYI+76YhBwoheDnsctRcCJXik0I+qCE7346nSiF4+hdQpO9KwRd30xCDjRi0FPxaULevv27SqkvZ8PPPBAgieWhTAEuGrVqtqqQogei50uXLiwtq7QCOiyWmB1xYoVZotcb9iwwWwaweGHH56ceOKJoVVQK97pp5+ejB49ulac0JuZirFu3brQ6LXiTZw40WzolgXC58+fXyt/MTfjAc4C7xayZs2a5JFHHrFQley7777JhRdeaKKLaR87d+400XXfffclGzduNNHFMPHq1atNdA26Eid6DVmAO2PkgQwher68Sh7D0DNfXiUUuU48X16lg0XML19eJQa9p+P68irxGA56Ck70GrIAJ3p5IJ3o5fFwr9s8HiFn7nUbglo+jnvd5vEIPXOv21DkOvHc67aDRdu/nOhFIHzrrbcms2fPTv+WL1+eda+vX78+Fy4q9uzZk4UTj0YXYd9aSYej3otywYIF2TUZGsa7d+7cuVm4HlplCFmnJbrpJtfheohDp6U9bBkKgaBce+21yW233SZJJTt27MjSmjdvXhbO3rGi4xWveEW2FyTDRRLO8e67787irFy5Mru2du3aZPHixek1vG8lzi233JLdj/eZhHN87LHH0msMwepw7ZW8bNmy7Joe8r7xxhuTm2++Ob22aNGiTAdD4zot8ZZlCEqHa+808i3XIP0iDIMQDoZ6WJq4cj9H2ZsWTzQdTl5EtL3hMSzCUK3EwQ7vuOOO1EuvaG+y127R3rRHXzd7Qw/DmKJD2xtesEcffXR2jb1UkaK9seepiLY3PSSFvYkOfotwD+HHHXdcMmrUKAlOSFPu5yj7ZhbtTXv2aXvTQ7N4h0pa2Bu2DK5Fe8MbFynaG1iLaHsjDZHNmzdnOrS9XXnllenQ7YwZM9LrsudtVXvTQ21ib5RlyZIlojr1pJTyMSewrr2Rd5GivUl4N3sDC90ukAdtb2At+aIORMrsrdi+ib1R99ddd13aXpGetjfaKNFRx96Io9s3bW977713cu6556bZJQ+SPkdtbzwrcq2XvUm5u9kb6ek2l/S0vfHMi44ye6PtECm2b2Jv2MQNN9yQTJ8+PU1Pt2/Ykugoszdpu9FT1r6hS9Lh3aLj8EzItTJ7w55Eutkb18Qm5D4/JokTvQgr4MHnweRPCAfJ8SKVcF54IhAGCecoBskLWIf/7Gc/kyhpIynX9MbWzJ2TcK2DB0nCOYrwYtLhWgfEUq5pHTSeEi4vUdLjHgnXpJQ0JXy//fZLPvCBD6TqKaeEc5SGhYvkXa7pJUHAU8J5UYjQGEk4RyEvvNx1uJAz4kFq5Rp1I8JLW8L1i4EXrIRzFEJe1KHnHmkdQgbQo21Bk+uiDtJG0KV1ywuZa1XsTeuItTdt02X2dswxx6TLq0ie00L8nAhJGMcm7O2ss85K3vCGN4iKNE2tQ8+31OEx9qZtmjRj7E3btLa3SZMmpUSP5VzQ4faWpMsDSR0OxfbtwAMPTC6//PLMFiWvHIe6vRXb0Bh7022obnuqtm+6DY1t36QNzSrFf2QIONHLoPAfTSIQMnTbpH5PywYB97qNx9m9buMxtE7BvW6tEXd9MQg40YtBT8VlvsH999+vQtr7yReuHv5sT9PTvXcyZFxHTwjRo7dEDwvU0RdyL7rkazYkfp04DEvpL/06cevey1CP7oGtG7/O/ZYLJtOjd+ihh9bJXvC99MTu2rUrOH6diNKjZ2Ef9Hro6Qt18hlyL4sz697ckDSqxmFYVvdCV40Xct/+++9vtmAyU3X0FI6Q/FaNQ6+cHhauGi/kPuqKIWmX9hFwotcQxu6MkQcyhOgxpEDvhpVMmzbN7CXkzhjxterOGPEY8mHDThxW4l638Ui71208hoOeghO9hizAiV4eSCd6eTyc6OXxCDlzoheCWj6OE708HqFn7nUbilwnnnvddrBo+5cTvYYQxktIezw1lGzXZOha195HXW9qKJAJsnhJ1pVQokcPgJXgCWs1rDRnzhyzxVzxkNNex23iedhhhyXHH398myqytE899dTk4IMPzs7b/MHCsdoztk1dEyZMMF0wmZ5sK7n++uvNpizgMY4zhIVA9M4//3wLVel0FqspLUz7wDPdQqgry8W7Lco0VHU40RuqNTPM8xVC9IZ5kQcy++6MEV/t7owRj6F1Cu6MYY2464tBwIleDHoetxQBJ3ql0IyoC0704qvTiV48htYpONGzRtz1xSDgRC8GPRUXDyK9Rpu61PhP1kfTa0s1rkAlyNpkeh07dannzxCih0cgHmZWgi6rtZdYb1Cv89ZmGbENvT5Vm7rGjRuXnHbaaW2qyNJmgdqxY8dm523+AD+9LlibuqZMmWI2dMuallYenGDG8JyVZzvTTKymYtC+XXbZZW2aRZY2a9XptTmzCy384N1i5bFPXen1JFsojif5cwSc6DVkCu6MkQcyhOi5120ew9Az3+s2FLlOPFb21zuydK40/8tyjp47YzRTf+6MEY+jO2PEY1g1BSd6VZHqc58TvTxATvTyeLjXbR6PkDP3ug1BLR/HiV4ej9AzJ3qhyHXiOdHrYNH2Lyd6DSHsRC8PpBO9PB5O9PJ4hJw50QtBLR/HiV4ej9AzJ3qhyHXiOdHrYNH2Lyd6DSHM3Aa9T2xDyXZNhiFOqzkb7FYRMmcjhOgxX85yzga6rObogaHsk9q1UhsMZK6o1Vwl9rodP358g7kvT+q8885LWM7FQsDPas7t1KlTTefoWT5jzHO0esbYj9lqHiztm9UcPXZMsdg1heeKualW7xbqSu9vbvFcD6oOJ3qDWvMtlzuE6LWcJU++BQTc6zYeVPe6jcfQOgX3urVG3PXFIOBELwY9FRdvNv4sxFIX5Qn5Ig8leiG6QjEfqbos7ePYY49NzjzzzNAqqBXvggsuSA4//PBacUJvtsTQmuiNVLu3LBcLd19xxRWh5lUrnqUtWuoCBMs6qwX6CLvZiV5DFepz9PJAhhA997rNYxh65l63och14rnXbQeLmF++120Mek/H9b1u4zEc9BSc6DVkAU708kA60cvj4c4YeTxCztwZIwS1fBx3xsjjEXrmzhihyHXiuTNGB4u2fznRawhhJ3p5IJ3o5fFwopfHI+TMiV4Iavk4TvTyeISeOdELRa4Tz4leB4u2fznRawhhdj7AcC0ET6V7773XQlWCNzEbXdeVEKLHS2jbtm11VQXfv3XrVrNV+3ft2pViGZzZGhHvueceM4/RI488MjnllFNq5C781nPOOScZM2ZMeAI1YuJ5uGfPnhoxwm+dPHmyqdft5s2bwzNbM+b27dvNPGHvvvtus5UPDjjggOTiiy+uiUbY7ewuwp+FsDoA0xYshFUqqDOX9hFwotc+xgOpIYToDSRQw7zQ7nUbX4HWzhjxOfYU3OvWbWA4IeBEbzjV1jDKqxO9YVRZEVl1ohcB3s+jOtGLx9A6BSd61oi7vhgEnOjFoKfiMjTHMIWFsCn5hg0bLFSlC1quWLGitq4QoscCmlb7i1IgdFktsLp8+XKz4dT169cnDz74YO06C4nAcicnnnhiSNTacViYefTo0bXjhURgKsbatWtDotaOM3HiRLOhW5azmDdvXu08hkZYtGhRughvaPw68VavXp2wQLOF7LvvvgnL/VjIzp07E/4s5L777kvuuOMOC1VpXVFnLu0j4ESvIYzdGSMPZAjR8+VV8hiGnvnyKqHIdeL58iodLGJ++fIqMeg9HdeXV4nHcNBTcKLXkAU40csD6UQvj4d73ebxCDlzr9sQ1PJx3Os2j0fomXvdhiLXiedetx0s2v7lRK8hhPHQu/POOxtKrXcyPCCbNm3qfVNDV9nvM2QIK4ToMYy6dOnShnLeP5klS5aY7T972223me0huXHjRjMvvSOOOCI56aST+oPdwB1nnHFGcsghhzSQUv8k2A+WnhQLsR66pcfXSpiywP6pFnL77bcH7csdkrdRo0YlF110UUjU2nHwTA1Z+aC2oiRJmBZk5ZWNh++6detCsulxaiLgRK8mYH57NQRCiF61lP2uoYSAO2PE14Y7Y8RjaJ2CO2NYI+76YhBwoheDnsctRcCJXik0I+qCE7346nSiF4+hdQpO9KwRd30xCDjRi0FPxcXLEY8lC3n00UfNFppkUcuQRYxf+cpXJu94xzsSFiWu+sc8x5kzZ1a+v2q6ZfehiyHwsutNht98880J3rBNplmW1oIFC5I1a9aY6HrZy16WnHDCCRZmn5x11lnJoYceaqKLRcmtpmJMmjQp9bpl6LGsTpsKZ1huxowZreuR/N54442pF6ect3mcO3duOhTYpg5J+/nPf77Z0C3DqfxZCFMWdu/ebaEqeeyxx5IdO3aY6Bp0JU70IiyABvOqq65K/2hkaKgR5plJ+Jw5czINLL8i4RyffPLJ9BrETYdrwnjttddm12RJFeZs4M0mcebPn5/poCGXcI4iLBehw/UuHlOnTs2uQbZEWH6EOLyIbr31VglOG25Ji94IEciuhO+1117py8uPg4GD1PtTTz2VmkMve5s2bVpmJ9reFi5cmIXzW4Q5h6Q/bty4ZJ999pHgdAkZ0cvxoYceSq+xhIgO5+UswtIick/rsqIAACAASURBVG3x4sUSnJJwCb/uuuvS3QGwf7xvJZwj84qQn/3sZ7lw/cKaPXt2do05aiLMdZW0rr/+eglOzjvvPH9WhmF78dznPjetQ2xe6pXjli1bsrqtam8SgbZfp8W7gbmizGXT4TH2xnxynRaEC2EXJHZp4Y/rLBkmAmGXOKtWrZLghN8Szj0izCmUcI6kjaBLh/OxLcIzIdf0vHCeIQnn2RIBAwnnKEtlSRsk9/kxSZzoRVgBHmyQNf54GQnR40Uj4dwjosOF5HENw5T7OWpD1TqIj0D0eElJnDZ0oId0IYSzZs3KbRWmy6F163K89KUvTVhjbeXKlekf5Ff+eHAlfNmyZVk4a259+tOfTq9xj9zPPXI/a/pJOEfO5ZoOL9Ohwz/5yU8m6CSe1qF1x+qQtD7/+c8nNFKSVwmXPEt4r/JprHQ5dFrc86UvfSmh0dTh6InRoXVrrF7wghckb33rWzNbTA00wKbF3nrZNFutHXTQQaKi53Mj6XCU56aKDu7HpmV5FW3TXNPPZhUdWnfZc/PNb34zJXp8sDVlb6Sj60lsgXbj4x//eJQtSFplOgjnD3v77Gc/m0DaJYyjfma1XZGu2KgO71YOSU/uJ80vfvGLCWSjSR1at342+YA9++yzM1usYgu6rSyzhW72JsurVNFRxd666ZCC0BkhTmo6LfIu+nV4WTl0OPFEtO77778/bRPlWlM6JD0/dhBwotfBIuoXPWnS4xaVUIXIfJHRKFoIXfkhC6yGzNFjHb3p06dbFCvVQa8oPTMWQs+u1WKuvOis9kI+7LDDkuOPP94CwuTUU09NDj74YBNdvISsvFMnTJiQEr2f/OQnrZeNF7DuhW9bIT02FuWiHPTAWu0Jy/Iq559/ftvwpenT601HgoXQE6d77NrUSa8/00xc2kfAiV77GA+khhCiN5BADfNCuzNGfAW6M0Y8htYpuDOGNeKuLwYBJ3ox6HncUgSc6JVCM6IuONGLr04nevEYWqfgRM8acdcXg4ATvRj0VNwf//jHZnuZMrHVahiQoU262OtKCNFjWMnKu4zyoAudFsKQkkwWblsftiGTn9vWhYPEaaed1raaNP1zzz03GTt2rIkuFvll2oKFTJkyxWzoljlSDEtbCQ5aem5am3pxxrGaikH7dumll7ZZnCxtFq3nz0IYZscBxEJC3y0WeRtpOpzoNVSjzKMQZ4yGkixNBmcMJsxaCI0nS4PUlRCi53vd1kW5+/2+1213XOqEijNGnTih91rO0YN04VVpJb7XbTzS4owRn1L/FFhSCAcUC/Et0CxQflqHE72GsHailwfSiV4eD9/rNo9HyJnvdRuCWj6OE708HqFnvtdtKHKdeE70Oli0/cuJXkMIO9HLA+lEL4+HE708HiFnTvRCUMvHcaKXxyP0zIleKHKdeE70Oli0/cuJXkMIMyfKahkB5jYwJ9BCWAOJXQLqSgjRY76c1dxDyoMu5ixZCBjq9aTa1IltWM1VOuaYY5Lx48e3WZwsbRYWZjkXCwE/q3lRLFjOumwW7Qf2bvmMMd/Lah4s9WU1D5b27bLLLrMwxXS+rYVtUBimz8gCym0XjroKebe0na+RmL4TvZFYq0OgTCFEbwhk27NQEwH3uq0JWJfb3eu2CyhDPMi9bod4BXn2cgg40cvBEX7CV6vVlytf5UNdVyjRs/LQo6YtdVFfVr2HlrqOPfbY5Mwzzwx/cGrEvOCCC9LdVmpECb7V8hljSzirHj0AsbR7S12Wds/C3VdccUWwfdWJSLn4sxBLu7fUZYHdUNbhRK+h2vE5enkgQ4iee93mMQw9c6/bUOQ68dzrtoNFzC/3uo1B7+m47nUbj+Ggp+BEryELcKKXB9KJXh4Pd8bI4xFy5s4YIajl49DD5sur5DEJOXNnjBDU8nHcGSOPR5tnTvQaQteJXh5IJ3p5PJzo5fEIOXOiF4JaPo4TvTweoWdO9EKR68RzotfBou1fTvQaQpiFhTFcC8FTiaElC8GbmI2u60oI0eMltG3btrqqgu9Hl9UcIjBktwULuffee808Ro866qgEAmYh55xzTjJmzBgLVann4T333GOiix42qzl6zIvaunWrSblQsmPHDjNP2N27d5t4LlOuAw44ILnkkktMcGRnopDdiUIy98Mf/jC57777QqLWjoMnMYv/u7SPgBO99jEeSA0hRG8ggRrmhXav2/gKdK/beAytU3CvW2vEXV8MAk70YtDzuKUIONErhWZEXXCiF1+dTvTiMbROwYmeNeKuLwYBJ3ox6Km4u3btMht2fOCBB5L169cr7e39pCt/xYoVtRWEED0Wqb3llltq6wqNMH/+fLNhpeXLl5stDsqey2wmbyGHH354cuKJJ1qoShdmHj16tImu73//+8natWtNdE2cONFs6JZlOubOnWtSLpTceuutZlMWVq1aZbYY9L777puw3I+F7Ny5Mx0Ct9DFlKA77rjDQlVaV9SZS/sIONFrCGN3xsgDGUL0fHmVPIahZ768SihynXi+vEoHi5hfvrxKDHpPx/XlVeIxHPQUnOg1ZAFO9PJAOtHL4+Fet3k8Qs7c6zYEtXwc97rN4xF65l63och14rnXbQeLtn850WsI4T179iQM31oIw0qbNm2yUJV6b65bt662rhCix96Hy5Ytq60rNMLSpUvN9p9lGNBqf2I+Oqy89I444ojkpJNOCq2CWvHOOOOM5JBDDqkVJ/Tmhx9+2GwI61vf+pbp0O3ixYtDYakdj2kfVt7mTGdhqomFjBo1KrnooossVKWeqVbeqUz52LJli0m5qCurKUgmBRrCSpzoDeHKGc5ZCyF6w7m8g5p3d8aIr3l3xojH0DoFd8awRtz1xSDgRC8GPY9bioATvVJoRtQFJ3rx1elELx5D6xSc6Fkj7vpiEHCiF4OeikuXt9VCk4888kjQIsYqu5V/Pv7440ELrIYQvSeffDJh4rGVoMtqwWQWqWWBUAthCsGjjz5qoSp505velJx88skmus4666zk0EMPNdHFouR4O1rIpEmTTIduLYfLNm7cmOBNbyHbt29PF7q20LX//vsn733vey1UJayycP/995voYsqC1TDxY489llBnLu0j4ESvIYzdGSMPZAjRc6/bPIahZ+51G4pcJ5573XawiPnlXrcx6D0d171u4zEc9BSc6DVkAU708kA60cvj4V63eTxCztzrNgS1fBz3us3jEXrmXrehyHXiuddtB4u2fznRawhhPJWsFprEwzdkEeOQotKVz8LCdSWE6DHEM2PGjLqqgu+fPn262bDSvHnzzIZT8Vxmv1sLOeyww5Ljjz/eQlVy6qmnJgcffLCJLobKrLxTJ0yYYDp0e+2115pgiJIbb7zRbMrCwoULzbzN99lnn+T88883wZEVFuhIsBCGba0WMWZlAOrMpX0EnOhFYPyjH/0odefHTfynP/1plhLz2gjjj3kIIgxNSjhHNhhH+MrW4SwzIsJcIbmmlymoqkPSYf6bpMORc5EyHeRd4qBPhHxIOHFFtA7msHzwgx+US9n9xAMHkTId4Ck6wFkEbCSco8yxA0sdrucFsayJXNPz5KrqYDcBhKOkw1HrKLMF9EkcvbwKcSWcY5kObQtlOrQtaB0W9vbmN785JWBSFqmnok03YW/nnHNOMnbsWFGR2rDo5Si2wA06vK69aZu2sLerrroqJXqQS/JdZgtDxd6q2rRl+xZrb7qdrtK+8SH7/ve/P7PFuvZWpsPC3oo6qthbWRuqbUG30022b1qHbt+KOsTeskrxHxkCTvQyKOr/YCuhmTNnpn/6i4s10ySc+VIid911VxbOdXn58WKR+znSpS1y8803Z9f0+kZ8dUkc1oMTYQK5hHMUwYFDhz/00ENyKf3qlmt6cizbdkn4ypUrs/txLJBwhiRF+EKT8Je//OXJpZdeml6iIZFwjnfeeadESZYsWZJdW7NmTRbOV6zEmT17dhaO04uEc5TGhcZLh+sJxYsWLcqu6TUB6YGVOLrXkvlZEs6Rhgahcdbh99xzT5Yvtm6Taxs2bMjCmfgu4frrlV5ZCecoZIQXjg7XDj70Cso1JrmLxNqb3i4NrEXH5s2bRUWyevXqLFzbG+voHX300dk1aWx72Rs2Izq0vdFLLeG6x3rbtm1p+HHHHZfst99+WZ60vRFPHFCq2htlEqGsotvC3qhLkS9/+csp0bvmmmvSPMhHVay96e0EsVUpH0fSRtClw9uwN55RrSPG3ortW5m96XUktb1hSyL97I08l7Vve++9d3LxxRenSZEHXT7txMOzIteatDfeJSK8Y0QHbYEIbYSEa3ujjiWcY4y90dZJWhb2RlsuQhsvujnyDkDEJuQ+PyaJE72GrIAvDd0T0FCyXZOBePAitRC+mligua6EDN3ygrbyLqM86JKv2brlq3s/GOoembrx69zPcLvuYa4Tt+6948aNS0477bS60YLuP/fcc3M9ekGJVIwEEdIfQxWjBd0mPXryQRGUSMVIvAQ1masYLfg2PEZ1T2twQhUiQu7kg6nC7VG3HHjggdmHbFRCFSJDlOWDtsLtUbdA+qzeLdSVJuRRGffIPRFwotcTnuoX3Rkjj1UI0ePBZ00xK5k2bZoZ+aJnAAJmIe51G4+ye93GY0gK7nUbj6N73cZjOOgpONFryAKc6OWBdKKXx8OJXh6PkDP3ug1BLR+H3rXJkyfnA1s8c6IXD64TvXgMBz0FJ3oNWYATvTyQTvTyeDjRy+MRcuZELwS1fBwnenk8Qs98eZVQ5DrxfHmVDhZt/3Ki1xDCzImymhfFXC/tJdZQEbomg8NIyPyQEKLHfDmZUN81Mw0Hostq4i7zN63mKmEbVvMBjznmmOT0009vuGa6J3feeeclLOdiIUzs1h5+beqcOnWq2fIq2LvlM6a9iNvEkLRpp2RCftu6DjrooOSyyy5rW02avuW7hekz4pzRduGoq5B3S9v5GonpO9EbibU6BMoUQvSGQLY9CzUR8L1uawLW5Xbf67YLKEM8yPe6HeIV5NnLIeBELwdH+Am9UVYenOix6h2iByBEVyjRkyVnwmuiekxLXWBo1XuILitbPPbYY5MzzzyzOugRd15wwQXJ4YcfHpFC9aiWzxhOQXvttVe2jE/1XIbdaWn36LK0eytdLNx9xRVXhFVAzVjYotXzbGn3oe+WmvD57Ykvr9KYEfgcvTyUIUTPvW7zGIaeuddtKHKdeO5128Ei5pc7Y8Sg93Rcd8aIx3DQU/AevYYswIleHkgnenk83Bkjj0fImTtjhKCWj0Nvr3vd5jEJOXNnjBDU8nHcGSOPR5tnTvQaQteJXh5IJ3p5PJzo5fEIOXOiF4JaPo4TvTweoWdO9EKR68RzotfBou1fTvQaQpjFcEN2kAhRj6eS1er2eHzp7cSq5jeE6PES2rFjR1UV0fex/RY6LQQMZduptvUx7GjlzXbUUUclEDALYa/bMWPGWKhKvdr1FndtKrXeGUNvA9ZmuUib7cCsPGHZVtBidxHKdcABBySXXHJJ2/Cl6bN7hNUOEqwOYLU7EXW1e/duEwwHXYkTvUG3gJbKH0L0WsqKJ9siAu51Gw+ue93GY2idgnvdWiPu+mIQcKIXg57HLUXAiV4pNCPqghO9+Op0ohePoXUKTvSsEXd9MQg40YtBT8W98847E6shEbrW169fr7S395MFT5cvX15bQQjRY5Hf+fPn19YVGmHevHlmw0pLly5NGBaxkHXr1iVsJm8hLHdy4oknWqhKxo8fn4wePdpEF9Mw1qxZY6Jr4sSJZsursHzGnDlzTMqFkoULF5otJL9q1arkkUceMSnbvvvum7Dcj4UwncVqSgvTPvDytRDqauXKlRaqBl6HE72GTMCdMfJAhhA9X14lj2HomS+vEopcJ54vr9LBIuaXL68Sg97TcX15lXgMBz0FJ3oNWYATvTyQTvTyeLjXbR6PkDP3ug1BLR/HvW7zeISeuddtKHKdeO5128Gi7V9O9BpCGI+vu+66q6HUeifDsNLmzZt739TQVbw3GQqsKyFED++8kGHiunmT+5ctW5ZY7RIAhlZ7p27atMnMS++II45ITjrpJIG01eMZZ5yRHHLIIa3qkMTxot+4caOctnr81re+ZTp0u2TJklbLoxNnaI6eegvZsGFDwlQTCxk1alRy0UUXWahKPVNDVj4IydyDDz6YbN26NSRq7ThMZbGaglQ7cyMsghO9EVahQ6U4IURvqOTd81EdAXfGqI5V2Z3ujFGGzNANd2eMoVs3nrNnIuBE75mYeEgDCDjRawDEYZCEE734SnKiF4+hdQpO9KwRd30xCDjRi0FPxcXLkQncFoK30q5duyxUJY8//niyZcuW2rpCiB7DqAy/WAm6rBZMZqjdajFXPMAfffRRExjf9KY3JSeffLKJrrPOOis59NBDTXQxrGTl6Thp0iTTodvbb7/dBEOU3HHHHQne9BbCqgdW0yP233//5L3vfa9FsdIFjK0WyGfKgtUw8WOPPWa2UoVJRQ1hJU70Gqocd8bIAxlC9NzrNo9h6Jl73YYi14nnXrcdLGJ+uddtDHpPx3Wv23gMBz0FJ3oNWYATvTyQTvTyeLjXbR6PkDP3ug1BLR/HvW7zeISeuddtKHKdeO5128Gi7V9O9BpCGE8lhikshD04rRaaZJh4wYIFtYsVQvQY4rn++utr6wqNMGPGDLMFk1kI2mo4Fc9lq2kEhx12WHL88ceHVkGteKeeempy8MEH14oTejNTMay8UydMmGA6dHvdddeFwlI73o033mg2ZeHWW2818zbfZ599kvPPP782HiER8KLnz0IYtl29erWFqrSuWFDbpX0EnOi1j/FAagghegMJ1DAvtDtjxFegO2PEY2idgjtjWCPu+mIQcKIXg57HLUXAiV4pNCPqghO9+Op0ohePoXUKTvSsEXd9MQg40YtBT8VlYWGrvUzx3sQ7ykIYTmUuRV0JIXrsw2nlXUZ50IVOC2EhUivvw4ceeshsf9Gjjz46Oe200ywgTM4999xk7NixJrqeeOIJs2HAq666ymzo9qmnnjIb1qei2JfbyrOdheStFmc+8MADk0svvdTEFnmvWL1bWGXBar9g6oo6c2kfASd6DWHszhh5IEOInnvd5jEMPXOv21DkOvHc67aDRcwv97qNQe/puO51G4/hoKfgRC/CAmTbM7Y+W7NmTSLrU9EDRhh/elI8X2USzlF6k+jp0eF6vbXdu3dn1+RLiwmzTO6XOHw1i7AFkIRzFKGHQof/9Kc/lUu5cO0wwIR0HExwWuC3CPdIWnrNJdKU8H333Te54oor0ij0Ikg4R/11Sq+aXLv33nsThrEQeiwlHAxE+OKUcI7SSwaWOpweVhHqQK7pL8gpU6aka6VxDQcXEdZ3kvs5sjUbwjp/Olyv2UV8ufaDH/xAkkp7hQjnhafXIySu3M9Rej3QpcMpr4i2N92jW7Q3IXpN2Rv66ZGUfOle1zFjxiTHHXdcdk3y2svesBlJq2hvEt7N3nD6OOCAA0RF2msp93NEJ1LV3iiTSNHehOg1aW/0tEp+qUuRr3zlK2mPHmstcl3sDZuQ+zlqe+NZkWvd7I1r3CMi9sYai6zbV2Zv2L5Imb3xDIlu3b7xzEk4R55J7L7YJvVr39BfZm/FtKhrhLqfOXNmug4nunX7FmpvpFPWvr3qVa9K3vOe96S6i/amt2HT7Zu2N9pywUq3b2Aj4Rxp3yB6bBWmw6u0b2X2Vta+YRM4+c2ZMyfV1YS9SZ672RvrmM6aNSvFkH/a3si7SB17kzh+zCPgRC+PR60zvJOWLl2a/i1evDgjenjgSrjeyw9CJuEcxfh58HS4EDoyw4Mn16TR4chyHRKuvX1p3CWcowgNgw7XZIs9X+WaJjzs9XnLLbek5IseSxEeSLlf703LS1vCX/nKVyaXX355GoUGX8I56pcDjZhcQ58QPRoICV+1apWoTgmghHMUIgQJ0+GaKEDA5RqLqopA9Kg3rkHURXhxyv0chUDQ6OpwPaS9du3a7NrOnTslqZRIEodygbMIjb5OSwgrLygdrl/i2t70gtlFexOiV2ZvYKZ19LM38gwJkTja3l7/+tcn48aNy67Ji7dob/rlh81IWkV7k/Bu9va2t70t2W+//QTClEDI/RzlxUQedHiZven9onmmJA72JkQPbCScYxV745mXONreIFkSru3tyiuvTIke3u1cr2tvemFnfosObFIEWyUcT2KIXhV7I4+SFnkXKdqbhHezN4he8Xmqa2+0ESLUi+SJo7a3a665Jl0hgPAye9MEm/ZG0tL7Gpe1b6Qp9++9997J2WefnWYr1t70Cgrd7I3y6zaMPOiP+7r2VqwPbW+zZ89OP+zRUda+1bE3wUvsDV0Shr3jlS1SZm88QxJHv09p4yWco+xbLjYh6foxSZzoNWQFGLD+imwo2a7J8NDIC6frDQ0GQkblBVon2ZChWwihJqB19IXciy6rRgEMhdiH5LVOHGxDeoXqxAu595hjjklOP/30kKi147CcBcu5WAj46d6tNnVOnTrVdI6eJkFtlou0ecZ4ri2E+pKXfdv6DjrooOxDtm1dvFuEjLWty/LdQl1ZPWNt4zbU03eiN9RraJjmL4ToDdOiDnS23es2vvrd6zYeQ+sU3OvWGnHXF4OAE70Y9FRcemusemz4Qrb6cqXHK6R3KJTohehS1VDrp7Uuq95DbMOqF+XYY49NzjjjjFq4h958wQUXJIcffnho9FrxLJ+xadOmmfXoAYLbfS1T6HozC3fLHOSuNzQYaP1uGYnvsQarY1gm5USvoWpzr9s8kCFEz71u8xiGnskcvdD4deKx3Mk73/nOOlGC7/Ut0IKhyyLyEp88eXJ23vYP97qNR5g5ejguWAhzMfVc4jZ1MgcQxw+X9hFwotcQxk708kA60cvj4Xvd5vEIOXOiF4JaPo4TvTweoWe+120ocp14TvQ6WLT9y4leQwg70csD6UQvj4cTvTweIWdO9EJQy8dxopfHI/TMiV4ocp14TvQ6WLT9y4leQwizDpdeCqOhZLsmw9IVei2zrjc1FIgnsV7nqWqyIUSPl5BemqSqrtD7WCYAnRbC8h1WnnPYRoindAgORx11VAIBs5BzzjknYd0+C8EbUK9D16ZO650xtm/f3mZxcmkzFGg1J5BlUfQafbmMNHzCeo6XXHJJw6l2T4415fS6ct3vaiYUL2m9NFUzqXZPhbrSy910v8tDm0DAiV4TKHoaz0AghOg9IxEPGPIIuNdtfBW51208htYpuNetNeKuLwYBJ3ox6HncUgSc6JVCM6IuONGLr04nevEYWqfgRM8acdcXg4ATvRj0VFyGHFkx3kIYmpPt1trWJ6vB19UTQvRYrHPevHl1VQXfP3fuXLNhJXYksFoMmh0RrIZf3vjGNyYnnHBCcB3UiTh+/Phk9OjRdaIE38u2S3r3iuCEKkScOHGi2fIqLBtz8803V8hVM7ews47VQvIrVqxId85pJue9U2GLR5b7sRCmmFgNtzNdwcrDl11AqDOX9hFwotcQxu6MkQcyhOj58ip5DEPPfHmVUOQ68WQLtE5Ie78mTJhgRvTcGaOZenRnjHgc3RkjHsOqKTjRq4pUn/uc6OUBcqKXx8O9bvN4hJy5120Iavk4TvTyeISeOdELRa4Tz4leB4u2fznRawhhNme/6667GkqtdzIMK23ZsqX3TQ1dxcNXbyRdNdkQood3nmVX/vLly812GFm3bp3Zvo6bN2828wA/4ogjkte//vWptzTTF9r8Y1eMF7/4xa3qkPwz/D1r1iwTXR//+MfNevQYumUDeCtZtWpVQk+9hbCwsNX0iFGjRiUXXXSRRbHSVQ9CVj4IydyDDz6YbNu2LSRq7TjUldUwce3MjbAITvRGWIUOleIceeSRyac+9amhkh3PR0sI0Mu21157+V8kBs95znMS5qi6DA8Exo0bl3ziE58YHpn1XA48Ak70Bt4E2gGAibZW68a1UwJPtQoCrB1JD5HFH84zDIFb6LLWwTqLLsMHAW/fhk9deU6TxIleQ1aAlyMTuC2ERoaFSC3k8ccfTxgKtJAnn3wyaJg4NG8MSVstmAyGYGkhDD8++uijFqoSpiww3GMhTFmwWmCVYSW8HS2ED6KNGzdaqEoYumUagZUwnGrVU8mqB1YLhTNNx2oRY1ZZsFognzJZTUGirqxWqrCy96Gqx4leQzXjzhjxQLrXbTyGpGDpdctctk2bNjWT8T6pMHdo9erVfe5q5rKl1y2kcubMmc1kvE8q7ozRB6CKl5nfa/WxDVm2mstGmZYtW1YRhbjb3BkjDr86sZ3o1UGrx71O9HqAU/GSE72KQPW5zYleH4AqXHaiVwGkCrd8+9vfNuvJZmgf8mAhTvTiUXaiF49h1RSc6FVFqs99dEFbDb8wXIY3m4UwTMyipxbCEI9Vzwbluf76680WTJ4/f77ZcCqey1bTCOhtsPLSo7fBaqFwpmIwT89C8GyfM2eOhap06BbyZSXMqbTaf3bRokVm3uYspm01r5JpH1a95nj3Wi0UzvzeW2+91coUB1qPE72Brn4vvCPgCDgCjoAj4AiMZASc6I3k2vWyOQKOgCPgCDgCjsBAI+BEr6HqZ/iFfWEtBO9NK48vhlOtvCrxCLQacqSe0IVOCwFDK+9DhkSshsvw7sX2LQQvPaYSWAj7s+LlayEsFG61N/FTTz2VekpblAsdeItaebYz58tqSaeHH37YbO4hzjr8WQjvFspmIczJtppTaVGeoazDiV5DtePOGPFAujNGPIak4M4Y8Ti6M0Y8hqTgzhjxOLrXbTyGg56CE72GLMCJXjyQTvTiMSQFJ3rxODrRi8eQFJzoxePoRC8ew0FPwYleQxbgRC8eSCd68RiSghO9eByd6MVjSApO9OJxdKIXj+Ggp+BEryELgKRYzQ9hTo/VHCzm1zz22GMNodQ7lJ1U9AAAIABJREFUGeYPWc33IifoQqeFgKHVXCXm2WAjFoLNY/sWwhxH5s5ZCPhZ7WSCXVjt6AB2VvO90MUzZjUPlmeM3XUshPbXas4tz5jVu4UyWb1bqCurd4uFTQxlHU70hnLteN4cAUfAEXAEHAFHwBGIQMCJXgR4d9xxR7pvJHtHstCkfE3u2rUrC9+yZUumAS8+7pU/+dLlC0rCOOovbra+kWuy3yHxWKRWwvWCtXh3SjhHEb6cdLjuQWARWrmmvf+2b9+esMUVC2jqfT/Jh9zPfrEifL1LOEfpESG/Olx7WrHQtFxjj1b5SmboTMIZuhDBs1nCOUoPD70iOhzPUxEWHJVreh9Hfku4Xuwaz04J5yg9VuRNh2vvNIbu5Rq2IMKiqoSDIfeI4DUt93OUHji+3HW43rNW2xuLZovocmBvpAXmRXuTHkUw0zrK7I06EKFuJI62N2zhtttuy65JD2mIvWFjokPb2/3335+Gix7JU5m9kQdJh6P2Gtf2prew0vbGMwd+4FjV3rSHbpm9UWeSr6K9YR9yTewN/RLGUdsbC+jKNW1v/JZwvciutjd0ldmb9mquam9SH93sTXqIJE8cq9gbdSNxtL0V2zexN9oaykV7RTxsQ0S3b9iSSD97Ix29QLe2N2xRdPSyN91O97I3yRPYSLk58qzy3BbbHm1vPPMSR7dv2t6oS5Gy9g2boFzynOmVHeraG7YqeeIo9oZtSzh1pcvBMyHXyto3ni2RbvbGNbEJuc+PSeJEL8IKeIh5APhbuXJl1ijce++9Wbh+uDF+uZ8jLxOEl7sO1ySMF5NcE4IEeWAlfQnXDzcPp4RzFIFM6nAhYVyXlde5rgkSemg8mWejXyY8YJKWJrK83CWco5AwHjwdrhsQ8i7XIMhXX311mmUadAkHAxEaVwnnKEMaNIY6XL+wqAO5psnLlClTEhpArkFqRWhs5X6OQj5prHS4Xk6Hl4ZcE0JOevwm/LrrrsvtVwmBk/s5ykcCunS4filqe9OEvGhvMkcPDHRaofZGOfbs2ZOlpe2N3SMWLlyYXRMMq9qbbuixN8lvN3tj5wO9g0SsvemXSdHesBN2hOFZlDxxjLE36kzS0vaGrmuuuSa7VmZvmvT3szf0QM5FxN54mU6aNKmSvZFHyW8vexMd3eyNtqMYXta+aUJeZm/F9k1e6tjb9OnT0x2DyHNZ+6btDRuT8nWzN65pYkGacv+sWbMSafuqtm+USaRobxLezd740IVwim6OZe0bbYFImb2VtW+0QYsXL04oGzq0vWFLor9b+8Y1/XEm9iZxurVv7O7EzikisfYmH7KSnh87CDjR62AR9cudMaLgSyPztSdELz61/ilMmzYtI3H97467gwZN98jEpdY7thC93nc1c5WvchpzC4Horl692kJVusai1dZ/vHittv7jZTh58mQTDFHizhjxULszRjyGg56CE72GLMCJXjyQTvTiMSQFJ3rxOEqPXnxK/VNwotcfoyp3zJ0712wB3uXLlyd6tKZK/kLvcaIXipzHEwSc6AkSkUe60vWwZ2RyPaMzfKmHUnreHHmRoSo95BCZXM/o9DZYNZ5kBF1W3f1gKMN+PUFo4CJDKwxrWgg2r4eR2tTJULkeemtTF8N0epi/TV0M1TJsbSEMM+ohtrZ1Mswv87Pa1sVQvEwXaVsXQ696WkWb+hgJsBoNsHy3UFd6+kSbGA562k70Bt0CvPyOgCPgCDgCjoAjMGIRcKI3YqvWC+YIOAKOgCPgCDgCg46AE72GLACvJPHCaijJ0mQYmsMN3ULwnsKz0kIYwmKejZXgwWk1rLRkyRKzoR4cJKyG9vFKtBpuZ3hTL0vSpp0wRGzl+MEw+6233tpmcbK08bzGq9JKFixYYDacyrw5qyFOlpXSHq5t4ok3Ko5IFkKZ9JJZbeqkrqgzl/YRcKLXEMbujBEPpDtjxGNICu6MEY+jO2PEY0gK7nUbj6M7Y8RjOOgpONFryAKc6MUD6UQvHkNScKIXj6MTvXgMScGJXjyOTvTiMRz0FJzoNWQBeA9Zec7h6agXEW6oCF2TYQFPq658hlFZeNpKVqxYkS0c27ZOFjy18oRlOFUvSt1m2fCqtPJOZVcDvQhwm+XCk5iPNwthsV+G2y2Eodtly5ZZqEp1MPzNB5yFsPi5lScsQ6mygH3bZcNjXy/o3KY+ymQ1TExdQWJd2kfAiV77GLsGR8ARcAQcAUfAEXAEnhUEnOg9K7C7UkfAEXAEHAFHwBFwBNpHwIleQxgzrGS1+CPeSlZDWLKfaEMw9UyG/RD1JuI9b27gIp7LVgsms02Y3n+zgeyXJoFtWC1ijM1befgyrGQ1hMXizFZDWCwcqzedL63YBi4wdMum9VayYcMGs20GWfWABX8thH25rRbIZ5UFq+kRTPmgbBbCtCCrlSosyjOUdTjRa6h23BkjHkh3xojHkBTcGSMeR3fGiMeQFNwZIx5Hd8aIx3DQU3Ci15AFONGLB9KJXjyGpOBELx5HJ3rxGJKCE714HJ3oxWM46Ck40WvIAhjmsVrMleGyVatWNZTz3skwBLhw4cLeNzV0lQWTb7jhhoZS65/MzJkzzRZMvuWWWxIWn7YQvImthnoYcmRBVwthYWYrD3CGo60WCme40WqhcIZup0+fblFdqY6bb745wavYQvjAsRpOZfjbahoBXvT8WQhlWrNmjYWqdGWARYsWmegadCVO9AbdArz8joAj4Ag4Ao6AIzBiEXCiN2Kr1gvmCDgCjoAj4Ag4AoOOgBO9hiyAxR+thubw3rQaomDenJVXJcNKVvtHUu0MgaPTQsCQoWkLwTashsuweStPR7z0rLyJ8YRlv1sLYaFwPCst5KmnnkpYgNdKmEKAN72FPPjgg8kTTzxhoSoddrRaAB0PcP4shDJZLbZOXVFnLu0j4ESvIYzdGSMeSHfGiMeQFNwZIx5Hd8aIx5AU3BkjHkd3xojHcNBTcKLXkAU40YsH0olePIak4EQvHkcnevEYkoITvXgcnejFYzjoKTjRa8gCnOjFA+lELx5DUnCiF4+jE714DEnBiV48jk704jEc9BSc6DVkAZAUq/khzOlhDpGFsHOE1Y4OzB9iHpaVoAudFgKGVrtwMD8PG7EQbN5q7iF6rJ4x5pVZzXNknqjVfC9swmpOJbool9U8WMtnjPbX6hnj3cKfhYzUd4sFdkNZhxO9oVw7njdHwBFwBBwBR8ARcAQiEHCiFwGejkoPgJV3GT1DVl+TfI1b9djQu2b15UrdocuqRw8MrXo2sA2r3kO3e90KhP22fMbIoVWvqD9jYfZQjOXPWBERP6+LgBO9uoiV3O9z9EqAqREM8br66qtrxIi7ddq0aWYk9qabbkoefvjhuAxXjO1z9CoC1eM2n6PXA5wal3yOXg2wSm71OXolwHhwZQSc6FWGqveNTvR641PlqhO9Kij1v8eJXn+M+t3hRK8fQtWuO9GrhlOvu5zo9ULHr1VBwIleFZQq3ONErwJIfW5xotcHoIqXnehVBKrHbU70eoBT45ITvRpgldzqRK8EGA+ujIATvcpQPfPGxYsXJ/Pnz0//br/99mxFcTZ6l/BVq1ZlEdmJQcI5yjwqvD91uF6ZnE2f5drOnTvTtLifDdclnA22Re6+++4snOsirKwu93PUOwwsWLAgu3bXXXdJlGTt2rXpZus33nhjQvlE2Fxe0lq4cKEEp0OTEs6R3UIQ5iDpcL0ZOBtoyzU2rN+1a1caZ8eOHVk4xEWEXR/kfo7irci8NB2ud9hYuXJldm3jxo2SVA7DJUuWZOGs1q7TEg9n5jbp8Pvvvz+Ls2zZsuya3oB806ZNaTgYah3shKDTknmQeHrqcL1yPPHl2rZt2zLdRXtjFw5wqWpvepeVbvaGIupGdOtNz8Fz9uzZ2TWZ89jL3m655ZbsfqlvdKxbty4L57cI96AbPfyJYMOSJ45ib+RBh5fZ24YNGySpRNsbGODBSR01aW9bt27N8qVtAVKJfUiexd748JEwjnr3jOXLl2fXutkb93OPiLa3G264IZuy0IS9iY6ivTG3jPakaAtl9kYdiFA3UnZtb9SlhHMUe6PumR4xd+7c9Lpu30LtjfSJK6LtbdasWVl9NGFvoqNob7T1TPlglxZdbrAW4R0j13T7VmZvxfZNvMuxN54vykZ6VewN2xPdZfbGddJGtL1RVzq/un0j7yLcIzpoy0Vo4yWco8yRF5uQ+/yYJE70Iqzge9/7Xro9GC9WvWQB20IRxp8mbbw8JJyjGCQkRYfrydI8lHJN66DRkXA994sXvIRzFIFI6HAhFlzX4UKcCCdduaYbThofCddEhIdZwjmKwwjl1OHgIAI+ck1vIUdZJVzrABsJ5ygPN2RSh2sdNJ5yTevg5SDhersrXrQSzlEIOUcdLi9kykJ8uSaEg3BechKuX3A0eBLOURw1KI8O17ZQxd60jqK9iY6Ram9i00V70zat7U3bdFV7E5seDvambbpob2LTRXurYtO6fRuq9ibEgmdQP0/aFnT7VqUNLbZvYm9VdQw3exMCWGzfaNNEdPum7a3JNrSuvUne/NhBwIleBwv/5Qg4Ao6AI+AIOAKOwIhCwIleQ9XJsKoeQmko2a7J0KXOsKqF8DWlh5na1MkX8pw5c9pUkUubYQrpocldaOGE4Wfd09eCiixJhvL1sHJ2oYUfDE0zlG8hTEvQQz1t6qT3VE+7aFMXvUx6CkSbuuiJZIjTShhS072Ebepl6FD3zLWpi6kMevi0TV1M09BTNdrURZkom4VQV0x5cWkfASd6DWHszhjxQDI04surxOPozhjxGLozRjyGpODOGPE4ujNGPIaDnoITvYYswIlePJBO9OIxJAUnevE4OtGLx5AUnOjF4+hELx7DQU/BiV5DFoAHEENLFsIEaKuufBwvtHdim+VjGNVquIxyoEucOdosF2mDoZ4I3qY+PNa0E1CbuvCqhBRZCJPqrYaJmTjPsLSFMLSpvYzb1MnQrfaObFMXaeMxqx0j2tTHsL7V9Ag8hBnetxCGU/fs2WOhKnUq2759u4ku6ooVA1zaR8CJXvsYuwZHwBFwBBwBR8ARcASeFQSc6D0rsLtSR8ARcAQcAUfAEXAE2kfAiV5DGOMJa+WFhbeSLJ7cUPZLk2G40WoIi2FUqyEsCoznsqwnVgpAQxcYVtJr+zWUbNdkGFbSa3Z1vamhQIaUGFK1ENZTtJoewfpgVtMjGLplHpaFMHSrFyBuWycenHq9uTb1seqBXmu0TV1MIdBrCLapi6kRVtMjKJPV9AjqymqlijbrZzik7USvoVpyZ4x4IN0ZIx5DUnBnjHgc3RkjHkNScGeMeBzdGSMew0FPwYleQxbgRC8eSCd68RiSghO9eByd6MVjSApO9OJxdKIXj+Ggp+BEryELYJgHsmchePiuXr3aQlU6BGi1mCtDPOz5aSXs+Wm1YDJ7Zurt19osI/tB6n0q29SF15zeo7RNXex5a7WYK8PEVou54tk+b968NqHL0mbodsaMGdl52z9uvvlmswWT+cCxGk5l2ofeQ7lNHLds2WI2xMlUDL13epvlYmUA6sylfQSc6LWPsWtwBBwBR8ARcAQcAUfgWUHAid6zArsrdQQcAUfAEXAEHAFHoH0EnOg1hDGLP1p5OuK9+f3vf7+hnPdOhnlzVvum4gFr5blMqRmmYCjLQhhKtfI+xDasPHyxeatFavHSs9rLFE9Yhm8thOkDVl6VTz31lNmQI9gxzcRqUXK8v5944gmLKkuHiK0WQGfKh9W0D8pkNfxNXVl57JsYxRBW4kSvocpxZ4x4IN0ZIx5DUnBnjHgcrZ0xpkyZkrCjScjHAESROX7Mb+1H8PmYmjx58jMA4uOg10cWO6Cw5ExdGQrOGJBbsP3JT35SN/u5+yFBsuQOu4vUXYaEJbGYj4kwv6/q7jUzZ85MmHdbV/gwqroMF/UPKadMdeemoiNkWRt2FpkzZ84zisWcRP740LL6AHpGJkZYgBO9hirUiV48kE704jEkBSd68ThaE713vvOdyV577ZVMnDixduZPPfXU5EUvelEyZsyYvj0/ZUTv4x//ePKOd7yjVPdBBx2UTJgwofR62YWhQPTotQfb2O0Vcaj65V/+5bSoIUTv937v9zJns6OOOir5u7/7uzLYcuG/8Au/kHzjG9/IhVU5wenmt3/7t9NbweDP//zPS9dE/bM/+7Pkj/7oj4KIHuW67rrrqmQpd08Z0Tv55JMTnHiuuOKK5LTTTsvF8ZMwBJzoheH2jFhO9J4BSe0AJ3q1IesawYleV1hqBVoSPV54v/Irv5JA2A477LBa+eTml7zkJekyJlUiOtGrglL3exg+lZ61WKLHAupVe6tCiR49hrI4Nj3FkN2yfctZiJxetJAevSaJHr3TL33pS9N9wZ3odbfDkFAneiGodYnDgwRRsRAeBuYQWQgvhtghj6r5ZIjFat4LeUIXOi2EITWwtBBsw2peFDYfMtwYggN6rOZggZ/VM3bNNdckv/Vbv5UOnT73uc9Nbr/99hw8//qv/5ojBQwffutb30rnl1555ZXJC17wguSSSy5Je0GISM/TBz/4weQDH/hAcv311+fmoTLH8TOf+Uxy+eWXJ1/84hezoV7p0WPZJuL+xV/8RW7YT/fo8cwsWbIkoRfofe97X9ozpecMY+fkDx3/8A//kA53ci7CvM6/+Zu/Sa/Pnj07HSpcvHixXE7nbf3t3/5tcumll6bp6Don/+QbvZ/97Gdz8w1ppxYsWJB86EMfSv70T/80G4KUHj2u/cu//Ety2WWXpT2n5JPnEgz1/Gp6VfXyVQxlzp8/P62fL3/5y2k+md/71a9+NZ0r/elPfzp5//vf/4xhSJYDAkfywzJEukePnk69CxD6uO9jH/tYOnf4a1/7Wja0+//+3/9L9aOYNutLX/pStgQKdUF9Q4qoD/SIQNr+7d/+LT0lrxC9j3zkIwkksygQV3rReLesWLEi1Uda5ImewF47WGiiR3vwla98JbUPdGC7zPH++7//+7S+0UGeGY6mfglHp8jSpUuTY489Nj0VokcYv7FRqyVtJD8j5ehEb6TUpJfDEXAEhiUCb3/729MXKpn/gz/4g+Siiy7KlQMiB7ESmTZtWrLPPvukHw5/+Zd/mUAETj/99IR5flOnTk1JI0Tp85//fPr7U5/6VBoVhyCG8v7wD/8w+ed//ueE4UOGe3k58xJ98YtfnBx66KEpEXzb296W/Nqv/Vrm/KKJHsToN37jN1Ki9Y//+I/J61//+uTAAw/MPprOOOOMZN99902+8IUvJBdccEGah9e85jVpHiBUr3zlK9M8QNiOPPLI5Dd/8zdTEsANbLdIPt7znvck//RP/5QcfvjhyZve9KaU4EO+0fPud787JWeUmd5MIZmf/OQn0/NPfOITCX8Ms1599dUp0YXkUHYIImTqhS98YQJ2kA7yA24IjgjPec5zEoYPRY4++ugE4qWHbiHjv/qrv5occMABKRG6+OKLE0g6BA6BJHGduoTM7L///skv/uIvdh26hehzjfz89V//dfKKV7wioRdPCBn1Ty89pPSYY45JsZOPEAjQ7/zO7yTUN4SMOsM+ED10C7kHgz/+4z/OevnSm37+T4ZuOWVI+dWvfnVar9gO9kKPc1kPpBA9CNtJJ52U/P7v/37moEW5KDvkGuJPHrBx6hCb+/Vf//W03JIXMAAvhLJRv2984xtTmxw3blxqK5adAZKv4X50otdQDdII6S+ThpLtmgxfola9KHwNW/VU0ujqr/euhW8wEF3otBAwBEsLwTaseg+xeavew5H4jOEAwctPFqmFmEBQtCdzGdETW+LlTm8VcvbZZycXXnihXEoJ4r//+7+n5x/+8IfTl7D00HOESEGueOnSqygEAnslXVnAXBM9Xtr0FIrQ20MZIFwMDZJfnDcQnjHInhC9z33ucym5FJtBH9cgAQhzsiAjIuTjVa96VXLttdcm9JChh940hGcXYkQ4PX3Pf/7zs15NrtPzBVmQHj2IpwhkYvTo0ekpvXHnnntu+hvSBYmGYPAMQUxJl14pTfTogSMv9PSJQF7OP//89BSyS12I4AzyvOc9L8NT5uhRBspHL5gImJO2ED2IPGFvectbkhNOOCFrj8EYUioOIsSH7EMUSVcTPdoE0iwbuhWiR5mpI4idOI5QVxAyIZCSTzlC9CDKlB8yJvG4DtGjjkQgzRBH8ke9/NVf/VUaR67zoSG9ktTd3nvvnb1XIboQ4FtvvVVu92NFBJzoVQSq320+R68fQv2v06jzorMSGi4rwnzTTTdlvSNtl8/n6MUjbDVHj5cgvWMM8fEyh2jQMwRJEalD9Hi58/Knp47eERwQeKkiRxxxRMIwYzevW4gevXha6NWR51ETPe5hNxSeH/JPDw0kgh5DevsOPvjgLBl6uCABQvTQAanQAhEUoodTCY4p4CF/o0aNSv7kT/4kJV5jx45NHU8ghBBYGXKF6IIbnqNFEaKnvUmvuuqqtNeRe9n5h94+cIJk0pNIPtiFhTLSo4RooodjCmXWvUuUAYKHQFD0cDVhlEOIsxA9IfqQVRHaJEihED3Izcte9rJnELWvf/3ryS/90i9lOIHXe9/73vQ+PGFDiB7DvfROYita6JWTDwYdzm+IHuQSPMBIC0RP7/py4oknJh/96EfTW5ibSn752EA4/93f/d3MXiF6umeVe5i/N2vWrPR+/1cdASd61bHqeacTvZ7wVLroRK8STH1vcqLXF6K+N1gQPQgIvTn77bdfOiRJbwd/EKzXvva12QsPoqfnsNFrQ6+TiO7RI4weOoYnIUWQvlNOOSVNi94ShvjKiF7R6xZy1o3o8aJmWBIvTQgihEOIHr1m0lNGXiB69MYJ0Xvzm9+cDjFK3jnysheiR+/VWWedlQ7VMdwof8zpQughpPwQKggyvZ8yvwxy1G3tQyF62uuWNBheRiBWYEhPEqSFHkrKxtDymWeemWLGfd2IHm2WCD2DQvQYTkWHlte97nXPIHrSSyk9oNxPfiGtmugdd9xxKS7UqfSGMvxOT5tgpI+Qphiihx1qYYi6F9EjfwyLQ2alx5j4EL1FixZlSTG0ywcIUiR6kO/zzjsvuxeiV/S6ZZjfiV4GUeUfTvQqQ9X7Rid6vfGpctWJXhWU+t/jRK8/Rv3usCB6vAAhYgzrCZEhX0zShzgxCR2BzMydOzfLMnPvyojepEmTMs9QIhCPtBhWhUAxrKuJ3vHHH58OP0LYqhA90iE9GSpGBz1lhIEZeYY0yQK/ED1e7EL0mEdGD6AIvWj0mAnRY74f5dPC0iI4COAZClEVYdoAhIQeKIgSedB7IbNGG8SiH9EjPQgahFN69nC6oPeR+YJ4oyJ1iB5z6SDbIhBUSFmxR4+hUsiLHgqHcFIWTfTAgOFp7hUMJD96DTtw4DptaTeip/GRvHGUoVvp0atL9FhehaFVPlJw4BCpQ/SwT3q0RZzoCRLxRyd68RimKdCw8SBaCMMF3b5c29BNA9VtOKQNXTR6+su2DR06TXTxErAQhmj013+bOlltXg8ptamLJRzkpd6mHtJm3prVqv28tNreEYYXG2SCHiWZd0Y5IT/0iknvEL04zGtiLha9GTgPlBE9vG+J+93vfjfNP71vMs+JXkF6zPA8ZZiVHiuIDMOfVYkepIKhRLxmwQhSQv4gJgwX8gwzGZ8eHobsmMzP8KIQPcgajhDkC7IoTgxC9PASZX4YxBf88RZFH2QSIknvJvnm2tq1a5OXv/zl6T3ghmMHPYaQFT68GULGKaMK0aPnkrl4Mq9u+/btaZnooZKhbyFW6CLvlFk/07pHD0IHQWfKBnXLkDD3F4keaeH8wPxISA7305uriZ7M0eNeekc5p9eWnj162iDoYM8HAwRNSJomemBAjydD7d3aWCF61C+2IGmgE+nXoyfr6DEMTm8kxBzpRfSYn0l+GLrFbsBAv0OrED16ROl1tZqCkxZqGP5zojcMK82z7Ag4AsMbAV5MkKEbbriha0HodYO0MAwGmaKHiN4ceuB4geshLciiOHNwP2QPMsiLExIA6RFBHy9W5joxuV/i0WOEs4YW1vWD3CAQIBkyg6wwZ4v8kAYEknl19CQjvKzpuWNiPsN5kEK8ZUXIzznnnJOWCacIhklZDgWBVDH/jWFm0ueoezPRAbGkbAy9ssSKfKzxwYE+5nkxJE5PIr1+XMdzF3IkghPF+PHj5TTd9YN7pGeVfFAmvIpFwIryIpBu7tcEg7l9eP6KMHQLTgzj4nSAJ7HME6SOZGgXXSzp8ta3vjVhDhtLkED0IJsIdiBL7nAvcVk6B4H8MscRHcyTY+hT5i1SLzhviDA/E+IK0S8KziDM8UPIFzhqgUyRr25Cr6l2kIA04pRCXnXeiYtd4MEsQo8v8y/5MMFetDA0DVHXQp0wVC8CQWRqAnUpdiDX/NhBwIleBwv/5Qg4Ao6AIxCBAL1FECxewCL0EEFqEciiHjqGDEDmIEmDKpBA7TkLqaP3LWTLuUHEkF5V7IveYZfuCDjR645L7VC80HotKlk7wR4R+Ipj2MJC+ErWE8Hb1MnXMQuoWoksEGqhj54Iq4ab1fDbHnYUzOglYdjIQiAR9G5ZCBPFZReEtvUxzC49Z23rotdDhg/b0EWPIr1t9OgwFMmRoVvRSY8Ww3nMw+M6Q5rMXQPvWCFtPfQXm16v+JCxXnsD94pbvEYvHGQXZwQcHhgmlWVauBcSyLCshVAm6T1sWx91JfNQY3XxDLGrjPRKxqY30uI70atYo8xlKf4xB0P+aLxo0LgHjzQJZ76JxGNuioRzxIWfa0xe1uGcSxwdTnzCSZO5KnKtlw5Jp64O0UOZmBMSo4NySl45SjlEh77GfBzCNYZcLyuHYFhVB+lKWuiifKSvy1fEKkaHlAMMxT7QX2YLxXKU2YIuh+iQcmAbhJUvqjBxAAAfmElEQVTpKJavTIeup6IOwRC750/qULAK0UEdSDq6PqQc6KFsortMRxFDXQ6towxD8sA1dBV1SPlidejyoQv7kLK3oUMwxAax+zIdZbZQhpUuh9bBfDf0MF9LyqWPlJfr3CfPoK4n9Mn93XTINSkH+SZNscWycmgd2hZ66ehmb9L+ci3WFigL+RY8tC1QDvARjKTcZeUoqyfidSsH4YIhR3nGCK+roxeGWoeUAV2UVfKl66OsHL10EAcM2Y3FJY+AE708HqVnzHso/uEQwcR3/vDYYvI09/B1KuHcI/GYSC7hHCWcCe06nHO5pnXg8UY4X8NMPJY46JP7Q3RIOhyJL2mRLl/deFJpHeRDx5H7e5VD36916PLhZUYjQHpah8awqIOvQu7nWEWHLgcNDfOFiKd1FDGsq0PqiXyhj/SZEM/cKsGqqo5+tqB1SDmYg8XcoqIO0V3EsK4OjSGLpDJnSLCvokPu5ahtQbAiXOuQcjCHjDlqbego2htzlvAALcMqxN6KOqQcTGBnnTTBpQl7I61uNk2vKOSrTEddW+imQ8pB+XiJ08MsYRzr6uhmC5KeYEiazIdj7bqiDrmXYx17k3hah4SxTRfz8eSahFfVUWYL3eyN3j0WdC7TQR3INY1VVR3aFhhGZl5dsRxlOvQz28sWtA7JKx7iLC0kGGod5F3Cq+jAYZAdZmiPmA7gkkfAiV4ej+Azuox54VkInml44VkIw7Z4gVkIDzRfkVYCqaQBshAaNPFEa1sf81VoRC2ELZ6KE6bb0suyEeIV2ZYOSRcvQj6mLIThaD4ELAQveuZ/WQkOFXox4Db1Fh032tSFA4Je1LpNXbJvcZs6JG32pqVsFoJDDB9TsQKxw9HlXe96V7bGYGyaIy2+E72GapQ5FLLuUUNJlibD14vV/CG+qqzmDzFHT7zeSgvf4AXWrrLato5GzWqOHoSSeZwWgreceAe2rY9lM6zmD9Hr0NT8oX64sGUUa75ZCHP08HS0EpYLkW3V2tbJuoT0iFkIvZS7d++2UJXO/dYew20qpUyUzUKoK+2tG6oTD2SWg7Gys9B8PpvxnOg9m+i7bkfAEXAEHAFHwBEIQgAnSLZr03tDByU0wiM50WuoglmAVC962lCyXZNhuBEDtxC8max6KlkA1MqbGOxYF0svA9EmnmDIArMWQg+b1ZA0Nm/l4cscnm6LvbaBKd7mVp6O9ESUbTbfdNno0Vu9enXTyZamRw+sXmuu9MYGLrDqgd4looEkS5Ogd5n5fhZC77zVovWUibJZCHXVRE+lz8nrX1tO9PpjFHQHXxiQMb1yelBCP4/Ew47re3FRSBpR5sA08WKH9HT7k3wzzImuJodHwAdi0m0nB8JYuqMpgsT8JOqkW3osC4GubvmQ8lc5Uu/ddopgKBCS0q1R4iOBIZNu13rppKEsq3eGibvlA1LG7gR1dYFLtxcbYWAq+2/q/Aoxq6uLumAydlF6Ycj92Gbx+SimUTzHJshnmXQbnpOXYV1d2HpdUkz9YpchHyRMu+jW04Fd8DIvtk3UE4QihFQU7a1bO0KYtgXaND4UdFhZPehw7J6yFYU5vmXPWKjdM6zerb3DZsqe2RC7pzy0g91IcS97o8zYfR0MqSuWbCnWv+DZ61nHburYPfaHLp6zomCHZWUGc3SF2H1Rj58niRO9QCtgax9WL9d/vKAQ1kNipfI3vOEN6SRrWX0+RBUPJXtDsrI8q5qzMrsQFRo11lwaM2ZMqk/2QAzRQxxdFvnN6u8IjT9bCqGLCdZ4Z8UKa+axtyQ6OOoV05kXyAbj7IPJKv6x6+vJdkCsqo8XMXUkwlwsVpVHFxulT58+XS7VOtKY4Y3HLgMiNIqXXnppagd4BeIRKwQMcoQ3HflhSyviSt1K/LIjLwQccrotNEsPEXNW9CbkNJh4hrNjAo4hYN6NBHTTRz5PPvnk5HOf+1x2mbKycwLpsX4VdSXzbSgz82bAFPsE8zJCmiX48x/EZWsw2ficYPLO6v84LPBMHXLIIVnvOS84HKHYCgunIbb/6kXctD7i4kwiuwzoa/xmWyyeAy1s2cTOC2xQzzNZdS01dLGlE/q0UC551jiyppzIF77whVQX5WUXiDo9LbysqRe2zBIhD+xaQJ1h6+Apa39Sn+wwgB6u491cRgQkPTl2szd269Dlkt/YNx+M1DHbovHHjhDSdkqaZUfyRNo4DYhgHzjpkG8cMminZHRFbIedMigbzwXkrYqQT3aWYIsyEfSzugI2gC6eI5kPi+1edtll2bMOxvKsS/ziUfKH/XI/7w29722ZvVGX7CZCPOwQp4ZuH0daH3Foi3hWaYdoc6dOnapvST/YsIPPfOYzWTjxaO+JB7YHHXRQuoVedkOXH5I/cBJd7HiCgBOLG5N3uabtlPcY8XiWaav4MHWJQyDfisWlNVCx8UyCmNBwyR/GzdcX6/nIRth4P/JS4FqI8ECwqCjxaXhoWOTljpeRPJB8sULAYrrCpRwc6UWg0ZHFkk8//fRsMUrKyLXYYVYaZnG+IN+sTUXDCImhEWLZCYQ8sAhrt6/CKpjSA8D6S7KFDy9n0qcBoaElH0waR5iIzMu2bs8eeFE3eDRqoifbRYEpDRyLo8qm3+wQAHHh5UE+IFNsU9RPyDekEF1iCxKH3jXmrHBNEz2ILg00L1TywYuRl34/geBDKElPEz1snz1NhQywDA/EgbTZsoqXKhhit5AbXoD9BBtmCyh0aaLHy4i8QygQiBledggknRcGH0TogkzpxWbTm7r846XItkno6kb0sBFebBAUEewdO6S3AV0QTL2NltxXPEJyIfToKhI9yAJ2qZ894tN+vOQlL0mXueCcrb4gX1UE8ka66NMvUGwAUiAEX+9viwcp26xB6mln8NxmC6p+gr3xskaXtjeeVSkTzx9LdsjHIS984vCcY/e0Y2yT1k/ouWKbLHRpogd+2JuQRdpMCDSCXUIYyA+2SX197GMf66cqJYoQSnRponfllVem7TllQiDjbOGG0IbwMaefdTxme4nUibQ3tHksSYOt97I3Pqogr+QDW2TLMrYS6yU8lxBrqf9Vq1al7aKUhWedLfMos7xXSI/7aO/pdUQXBLOf9zvPJc+P9IYyNYG1ADlndxQ6LUQv97LaAhjggc7HNj2VCEvYCL69yubXeiPQacV63+dXCwjwUsPjkN4DTUDoKeJLWoTGjEVBaaTqCg+VEBKJy8PGFymNGotD6nT50uSF0ITwUvnIRz6SJkXDz1Ikes/MCy+8MPcyDtEJIRYvSh7y5zznOWkDywr3kFbKLwIZkx4jCat6xOOV+Fr4amVhTfSTD14CIrwMZV9PCet35GXCHpLgpokexE6v1k4ZJC80YKyJKMKXPOn0E+yLjd3pUSsSPXq1vvzlL6cNtn7x0oOil0Fhw3lejv2EFysED6KiiR6YChEnDYgRpIhngReO3jeV+uRF0U94sdKw86LWRI8eE14AIhAQ9rxEIGncL0J98qLU9SnX9BFCSb0Qv0j0iAuRhsxqogdBEIJJWgxJsRYjz0cv4SMJPNjnUxM92gYWjOXDiWFpzkUgPtioCPjyAhYyI+HdjvQOf/Ob30x7rzTRI+9f//rXsyikhW6E8n71q1/NrmE7xb1Hs4vqh9gbow7a3tQt6XMB8YTUITwjelFb8sgHTz9hNAF754NIEz0+pvm4EWH/XMgjArGjV0yE55rnu5/w0cazyXOjiR7p8uyJUG+077RffGBQxyJ4AfOe6CU8G/KRyX3UCTYH6epmb5Al7I0Pp8svvzxLmnmXjHzoNjO7+PMf3AOxFKE+sCmGTxF6O3l/0LGgid5HP/rRjDhzH+8BPpylPiU9feQ5hGSLkC/irF+/Pl0xQj7wuU55KDMjVHzo8ryI8H7jPaffsXLNj9URcKJXHavsTsgWhklPHV8t9ADxckVoVNiwWwsvVF6MdYXGHYLFCwfCxwuMhoQXET1INDD6hcYXM8QiVmig+KqSIQ56WiivfhHR+EE0YoRy8QKgceGlIi9cerqOOuqoXNIM73B/iLDcCD0xeh4ZQ+B8mTJMywtECyRAb2aur5X9lp4thno00aNcLOIqIoQILBmS0w0eDSgNeT8RXTSIRaIn1yBC+sVL75tsok76NKDUqbafbnolPXpINNEr3kvvoBAD6kpjwMcQuujp6CWi6/3vf3+O6EkcXkg8Xwx1y5qE1JXGgF4CdAmBkbjFo+jieRK7k3t4kTPMzcuWtETY2F1jgD1xvds8PonDUXTx8tREDwcderEZ3maoikWTZekT7tNklxcl98pIgU6/+Fv0UR+a6DEMBsGi3YKggp0M99E7xHMvUpWciy56fbW9STr0HtEzSa+NCORQetcJ4+XPDhD9RHSxKK4metgVPYZ8jPAxQ3tLLxRSHL6GnNNu9hPRBTnWRI+PaabtiOCwIzZAj+jEiRPlUmY/ut3MLpb8oIcQfKjvXvbG860xoNeYfNCzXVV4Z/EsCWGTMvOhpoke7TzkWQTShS7mFlcV2kBsvBsW9JLSw0dbxPuLjz0RwiCj9By7hCPQacXC0xi4mHx58MDzIkBoxPgyZ8iErzB6u7Qw7KQbNn2t128adXq5TjvttPQlyQuFrndeogx1QgK18BLiCzRW+LrXDzZDhTzY+muRl2vMwpqkxcuML2d6L/jK52uZRoQFoRk60kLDFrpAKQ0ZDQlfqrwAKBsvFl7wDAvq3gB00rDpxl3no9/vItFjiGratGlZNIYkwJIvd17weu4hRKbKS0gS60b05FqR6EFmhURwD71k5KNfb5Sk14vo0RMESZHeZXoGNLmVD6OqL6Eyosdzxhc/PTLSS0NPErtYiPCyolx8nFSRItGj55AXLT00RaJHDxsvYi3sMsFHVxUpEj2G5ugFkvmL1A9kDpIKwSgO4zO8pXs2++ksEj1etNgczzP2R3kgTQg9rkKeOWdeMT1EVaWM6DHfCuKvhR7HBQsWZEG0ZVU+cCRCkejx3EBi6eUCM551+aihh/yGG26QqGnZi21ZdrHLjyLRY/iTemD+5vLly9P5ghAR5k/Sjug5b/Ks9/vAEbX0gEGKGSlCqB/de0iY2BvtI+2kCPZKufp94Mj9YCK7lkiYHItEjzZND+NDvtDV7wNH0mP0AF1LliyRoOxIDyNlXrduXRrGe7U4jM9HSZUPnCxR//EMBJzoPQOSsAC+5ngYMFK+xLTwtRwy7Ci9Lvprhp4mSBGNNQ2M7qWiB6BIMnU+qvyGAJCuzJEgjjRYvBxEIJU8lKHCvDvIgTSCNB7sRABpoLGkB0oLX+wymVeHV/1NTxrYQEJ4+bCLCXOUaPCKw6WQJIZhQ6RI9Og5ZBhNhI8EGknKy3CVJl/MY6nSsyFp1SF6lFvvlsHLkXrW5F3S7XbsRvQg0PSKYt96KRJe+pp8CamUHoNu6euwMqIn98iHBz0KxZehkMp+k+AlrSLRwxYYZqWnV4Zu+U16RfJVt2ejSPQkD/pIDwv6sE89hxKs+QjQbYGO1+13keiRtow8cD8Eiw9UbIBeML0w+ne+853UmaZbut3CyogepFkP4RG3SL4gldoJpVv6OqxI9Pgw072f9BAyTMg8N9oR/aFFmSEOVaVI9IgHOWGaAR+mfHxQL/RaF8mX2Kn0mJXpBH/eG4za6HnP6JYPGuJqe6M3lp4wEWmjIXy9BF18pDM1RhN7HadI9IrkS0ilfkfo+Po3zxCjQ7q3mOvkg48mRlr0cj+00bTLInyI0tkBli7hCDjRC8COYY3ilz0eUww58qXKkJwIRIavsKqegBKPIw0EXzt6HTuGXpijAlHgAdIvWOZ86WEsnVbV35CS4tZPPJRMeJf5dKRFz2HMfEBeZkWCRe8Gw8+QEL4A0YtwLDYIVcvDfTSQ9KhKeoQxpIOjBL02NPyaMBeHseroKhI9XtZ6vho9eDJHiLlluiHvRnB76a5D9HAAgdSIdCO4cq3bsUj0sD9sALsvNvgMn+n5QzwTVeYDit4i0eO50j0l0vgzDAdpJ28ivLzoudJ1Lde6HYtEj95zni/+6C2ElPObjy7IP5iLQMx5PsGiihSJHvPF9EcAeSbvvBQJx5ZEIHj04Hcb+pJ7isci0YMQ6R4i2hUIEUK5NHGAqEPeqko3oifzCmXSvaRFfVFvIvT+kteqUiR6fAR2691iWBo71MSBD6sq8wElL0WiRz3o9hhiRttI3WFL4mhFfP2sS3rFI/FwIKJNKPaQ9bI3bInpBSJ8OPebD8i9zEvlWezVC10kerxz9HQkiHlxDrXkQx/JI/ORu/XG8YFIL6yMAkg8iCHPmwijZPSg6vZZrvmxOgJO9Kpjld0JuWKoAcLHg8oXI6SLr36+dhjyYO4VLwAaGYZCQ4WHGQIHYYQs8pCyDyfCUCQPID0lNDg8EDKcHKoPsqW/jiUdhkV4UfCVTENHz1OvxkLilR3peSG/ED4wJE0wpByc473Gi4ffDFUz3NPvy7hMF8QA4sg2U6RHzxZLf0gPE8OavHioLwgF8y6rDmkWdRaJHsSDnkuwAjt6foUgMwxE48xSEMyHZBkSPe+mmHbxvA7RY9iE4TkaVnpmmQNZZ3i6SPSoG0gOmPIcyB8NsrwIZP0sejr0vJtiOYrnRaJHDwr1BXGgjnih8jFFXTKvkd4g7AcSRC8LL5GqUiR6Ol5x6JY6xI4YZqKckEK8HatKkejhzELeeZlRFqYUYOfYHmV90YtelPa6YPfMXWIOWh0pEj2eNT5i6B0h/zgqyJxBhiIZ1sW5gGcT4qGXIOqntxvRoyevOP+VdHA+YAoK+EICWRpEO4n001UkeoykMNeXvGMftF9MmUDAGCJGmWlDGV6tM/+2SPT46MD2yDfzD7FteZ7ZlpJnHTLIx6V+1svKxLuDdwmOWPIMcaSt6GZvsp86w7u0l9gOdg/+2umrmz4+7ujB5f2hdRV7AYtEj+eYZ50PG2wTIsYz2kv4uKOnkyF0rQvcZIoC9qivUT+QXeye1Q+wez4mY0epeuVzUK450QusaR4W5t7xsPFFKXMMSA7jpeGB8DF0V2fSajE7vJT5KqVbn699PMF4KSDMeaJbHT0My9T1FC3q4pxeJj2BW+6BiNDo8SXHVxoPaaww7MHQCmmCpR5ioQFjuJGyQYC6fRXW0U+d8CKD7PACpNdQhIaZekIXLx2ZIyPX6xxpAIvY8JXKC5Zy0lBrEsnXMiSGaxCUOmQWb7iylzHEXDt6UAaG7ag7dHG9zlcyRE33mmB39MgW/8SBhx4pbBJdkIk6PVHYuB46x97pQYcUQ4z48IEIiYABBAld2CgvyaoCSdDzUXU8PqyKvc489/REYCsQ7eJLUscv/obMFOfd0XPGxxvtCCRVfzzR4wzhQhcvV1kWo5hu2TkfgsyP0sLUCLAiTZbIkHmTYEzvMm0Mvec4HEg7o+OX/YbwFu0NUlR0dCE+6YI5BIw6g2xD0KoKPeQQUxGeGUYCsA/KxXA+0wVE+CjhGrrIT51njDnX2smEfKJf2mOu6/SoY3nWaUv1sy750UdwKz5DnIt9i72R96K90RMqds8HOuSyl9Db2E2XbguJjx0UiTd4M/eRfDA1SU/j6aYTXLrpYo4pPZjdrknvHqSXthpdkHppU7rp8bBqCDjRq4aT3+UIOAKOgCPgCDgCjsCwQ8CJ3rCrMs+wI+AIOAKOgCPgCDgC1RBwolcNJ7/LEXAEHAFHwBFwBByBYYeAE71hV2WeYUfAEXAEHAFHwBFwBKoh4ESvGk5978L7Ty8/0jdCxA14kHVbfDIiydKo7E0YsthzaYI9LuAFqydZ97i1kUs4f9RxEohRiqehLIwbk06VuKyBJpu6V7k/5h68pFmbzELw/tNrbrWpk8n8el25NnXhZFF0ZGhLH44DOElYCR6WeFNaCF7sxaV+2tLLYskskmwhOIfh8WohlAnHNQuhrvDad2kfASd6DWHM0ipWL3I8/ULW5QspKp5c2oMtJI2qcXgJWS6Mia463n5Vy9HtPpaSkOVcul1vMgzbqOMNGqMbmxfPzZh0qsSFEFVd+b9Ker3uwauQ5ToshI8N8bJsWx8eryzabSV8cNTx7o7JF6sb1PG4jtHFGn1W3qAsd8OfhVAm2RavbX3UVcyKFG3nbySl70RvJNWml8URcAQcAUfAEXAEHAGFgBM9BYb/dAQcAUfAEXAEHAFHYCQh4ESvodpk0V2ruUoMpbL7gIUwJM2cLwthCMtqPiDlYYHpfguaNlVutrWyGuJkHpvVkAhzU/Uiv03h1S0dhhxjFrPulmZZGMPfZXuBlsUJDWe4zGo+IFMV2CHBSpg3ZzWcygLszCm2EBbIt5oHy05MeqvLNsvHFAK9+H+bupj2YTXXvM1yDIe0neg1VEvujBEPpDtjxGNICu6MEY+jO2PEY0gK7owRj6M7Y8RjOOgpONFryAKc6MUD6UQvHkNScKIXj6MTvXgMScGJXjyOTvTiMRz0FJzoNWQBvBisuvIZnijuT9hQMZ6RDN6b7E9oIQyjspm1laDLyiMQDK08YVmGxMoDnE3IrYaJ8YK18hhlykLs/spV7ZihzfXr11e9Peo+hm5XrVoVlUadyAwDWnmbM3XmRz/6UZ3sBd/LdAUr71Q89q28simT1VQM6ooOEpf2EXCiF4Ex60Px8uZPN2YsSSLhen4KREbCOcqm4TS+Olxvkq116DXfynRwj05LikeaOlzr0OFaB3mXa7ocWodeI6uqDj0vTuvQm3KX6YCYSZ44yvIoYKnDtQ6WypBrWgd1JuG6HGU6ivVUpqPMFvRG4FVtQRNRbQtN6tC2oHVoWxgq9kZ9ibi99W57hqq9ldn0SLE3XY7h1L6FtKG6XRgq9ibtgx87CDjR62BR+xeOA9OnT0//dK8Xk+ElfOHChVm6LEYp4RylwWOSvg7Xa+TdeOON2TXt7MFEcYmjnSXo6ZNwjiL08OhwvR7ZjBkzsmt60i+TmyWOXkRz8+bNWbhe6JWvQbmfI70iCARJh+O4IoKTglzTPQ0bN27MwllsWIReHbmfo3zB07jqcN3zw0R3uaZ7DFmEVMJnz54tKhK+oCWco5BAGm0drntw582bl13TC2fToyFx5s+fn+mgJ0zCOQoBhcjocHqKRbS9aaeEuvbGenRah14vrq69UZc6Lfl46WVv119/fRanzN6wPRF61kRHL3uTtcZ62RvPiqS1cuVKUZHUtTeIuqTDcdeuXVlade2NOtZpib1hEzq8zN705Hltb9ikSIi98UyIfm1vPEMSrts3MJBwjvIhVNXedO9OWftWZm/Uvdate9vq2hs2KWkRV6TYvom9YfNyP0fdvml70849lFXi8MyJFNs3sEN62Rt1IGlVad+q2hs2I6Lbtyr2hq1KnjhK+4Zt63Ddvml70wtEa3vTTktl9iZtkOTdj0niRK8hK8BgdUPcULJdk2HoVjcmXW9qKBDiwUvQQiC+uqFqWye6hGy3rYsPAXmBt61rpA7d8gGkCXybOPrQbTPoQgp073MzqXZPxYduu+NSJ9SHbuugNXzudaLXUF25M0Y8kLwQfAu0eBzdGSMeQz7cdO9BfIrlKdBro3sqy++Mv8Jwt2+BFo+jb4EWj6FvgRaPYdUUnOhVRarPfU70+gBU4bITvQogVbjFiV4FkPrc4kSvD0AVL7vXbUWgetzmXrc9wPFLlRBwolcJpv43MTdOz6HrHyP8Dl5CVkOcI3nBZOb+yTyi8NqoFtMXTK6GU6+7RvKCyQsWLOhV9Mau/f/27iC1YRiIAuj9L5mzlF8oeJGEwsgfLL0skzKOnsb1RJbkzF+0YfKcM7ekW1N1MmfwOpd1/u0/R7Bh8mebJ3+i0Hty7/nuBAgQIECAAIEvAgq9Lzg+IkCAAAECBAg8WUCht6j3couztUltVsJmImvjlWXxuVXceGWi+Ov1ahzq9xg5Vm5lNV4xbK0+zOrU1grf5HzrGb5ZtHDdFujOfsueYNdtZ+48VrYGam2Im60nWiuXY5bbm62V7dm4+7rf5519ltWpeUZx45VtXP62crn7eGnTdWuaO4+Xa0trs/U72/GE2Aq9Rb1kMcYc0mKMuWEiWIwxd7QYY26YCBZjzB0txpgbnh5BobcoAxR6c0iF3twwERR6c0eF3twwERR6c0eF3tzw9AgKvUUZoNCbQyr05oaJoNCbOyr05oaJoNCbOyr05oanR1DoLcqAbNNxfcbhorBvw2TOS2u+V+aw/T2+5u2XWfhm5g9dn5e4MPTbUDlW63E5MWzNB0xuXJ9f+7bxi95Mzre2qGmeY/Fr5X3yojW3LN3ePMfSruY51sz71tzD5H3rHGteW5rn2KJ/d48No9B7bNf54gQIECBAgACB7wIKve8+//40IxvNEb3WaEN+dbVGG/LLv7VaNB2bY7VGG2LYGtFLbrRGG9ojeq2R7OZoQ/KiOcrWPMfSrlbe5xxrjeglD1ujbM1rS9rUPMda15Z/X8g3/UOF3qKONUdvDpl/MJ51O3c0R29uaI7e3DARzNGbO5qjNzc8PYJCb1EGKPTmkAq9uWEiKPTmjgq9uWEiKPTmjgq9ueHpERR6p2eA9hMgQIAAAQLbCij0tu1aDSNAgAABAgROF1DonZ4B2k+AAAECBAhsK6DQ27ZrNYwAAQIECBA4XUChd3oGaD8BAgQIECCwrYBCb9uu1TACBAgQIEDgdAGF3ukZoP0ECBAgQIDAtgIKvW27VsMIECBAgACB0wUUeqdngPYTIECAAAEC2woo9LbtWg0jQIAAAQIEThdQ6J2eAdpPgAABAgQIbCug0Nu2azWMAAECBAgQOF3gB3fD74RcCNyYAAAAAElFTkSuQmCC[/img][br][br][br][br][b][size=150]1) Lesen Sie diejenige Aufschlaggeschwindigkeit ab, die von [math]25\%[/math] der Teilnehmer nicht übertroffen wurde.[/size][/b]
[b][size=150]2) Lesen Sie den Quartilsabstand ab.[/size][/b]
b)
Ein Spieler trifft beim Aufschlag den Ball in einer Höhe von [math]2,3m[/math] im Punkt [math]A[/math] genau über der Mitte der Grundlinie. Er visiert den Punkt [math]B[/math] (Mitte der Aufschlaglinie) an. Um nicht ins Netz zu gehen, muss der Ball das Netz in einer Höhe von mindestens [math]1[/math] Meter (über dem Boden) überqueren.[br]Die Flugbahn des Tennisballs beim Aufschlag kann modellhaft mittels einer Gerade beschrieben werden.[br][img]data:image/png;base64,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[/img][br][br][br][br][b][size=150]1) Überprüfen Sie nachweislich, ob der Ball bei diesem Aufschlag über das Netz geht.[/size][/b]
c)
Mithilfe einer Videoanalyse wird ein Grundlinienschlag modelliert.[br]Die Flugbahn zwischen dem Abschlagpunkt und dem Punkt, in dem der Ball auf dem Boden aufkommt, kann durch die Funktion [math]f[/math] beschrieben werden:[br][br][math]f(x)=-\frac{1}{50}\cdot x^2+\frac{2}{5}\cdot x+\frac{21}{50}[/math] mit [math]x\ge0[/math][br][math]x[/math] ... horizontale Entfernung zum Abschlagpunkt in Metern ([math]m[/math])[br][math]f(x)[/math] ... Höhe des Balles an der Stelle [math]x[/math] über dem Boden in [math]m[/math][br][br][br][b][size=150][br]1) Interpretieren Sie die Bedeutung der obigen Zahl [math]\frac{21}{50}[/math] für die Flugbahn. [/size][/b]
Close

Information: Tennis (2_087)