Eine Funktion lässt sich besonders suggestiv durch ein Pfeildiagramm angeben:[br] [img]data:image/png;base64,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[/img][br]Im folgenden erfahren Sie, wie man in der Mathematik notiert, dass diese Funktion zum Beispiel dem Element "Schweiz" der Startmenge das Element "Bern" der Zielmenge zuordnet.[br][br]Um das zu notieren, gibt die Mathematik der Funktion erstmal einen Namen. [br]Ein sinnvoller Name für die oben dargestellte Funktion wäre «Hauptstadtfunktion» oder "Hauptstadt". [br]Wir nennen die Funktion aber so, wie die Mathematiker eine Funktion fast immer nennt: [br]wir nennen sie [b][i]f[/i][/b] (von f für [b][i]F[/i][/b]unktion) - so originell sind Mathematiker…:(.[br](Tauchen weitere Funktionen auf, dann werden sie in der Regel, g, h, i usw. genannt).[br][br]Die Funktion f ordnet dem Element «Schweiz» aus der Startmenge [br]das Element «Bern» aus der Zielmenge zu:[br] [img]data:image/png;base64,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[/img][br][br]Auf mathematisch sagt man: [br] «Der [i][b]Funktionswert der Funktion f [/b]von Schweiz ist Bern[/i]».[br][br]Und notiert es folgendermassen: [br][br] [b][i]f(Schweiz) = Bern[br][br][/i][/b] [b][i]f: Schweiz → Bern[/i][/b][br][br]Die Notation f(Schweiz) = Bern spricht man auch aus als [i]«f [b]von[/b] Schweiz [b]gleich [/b]Bern».[br][br][/i]Ein weiteres Beispiel:[br]Eine andere Funktion, wir nennen sie jetzt g, hat das folgende Pfeildiagramm.[br] [img]data:image/png;base64,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[/img][br]Die Funktion g ordnet der Zahl x = 4 die Zahl 2 zu.[br]Anders ausgedrückt: bei der Funktion g ist "der Funktionswert von x = 4 die Zahl 2".[br]In Kurzform notiert man das als f(4) = 2 und spricht diese Notation aus als "f von 4 gleich 2"
Durch dieses Pfeildiagramm ist eine Funktion f gegeben[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATMAAAC/CAYAAACSXTtJAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEelSURBVHhe7Z13dFXnlfY3vYNEEUUCgSQESDSB6B1DTHXBFRxjO2UlXvkmk4m91iSZrBWv5J+ZzFrj8ecZxymfKXZcMLFNMdU2pooOEhJNSPQm0Yvo8J3flg6WMUW3nHLvfR84617dcu6957zneXd59n6riUe4detWTeumtbUNtrYx1tbP2hKtrb61Vbc2AwMDgyrDS9K4aW1XrK2sYuP+DWu7ZW0GBgYGAcFLMoO0rlvbZWu7am0QGQRnYGBgEDC8ducgr2vWBqnZVpmxzAwMDAKG12Rmk5exyAwMDEKCHwLtJCE8S0QYGBhEB7wmMz6/RsXGfUNsBgYGQcFLMoO0ILHaFRv3DZEZGBgEBa/JDBJDV1av4j6EZmBgYBAwvCQziAsSa2RtDaytlrXZrqaBgYFBQPCEzG7dumW7mA2tLd7aGltbXWujKsDAwMAgYHhpmdWxtjhra1Zxy98QnJffycDAIELhFXFAWriWza0NMiNuRszMuJgGBgZBwXXyqHAxcSnTrG24tY20tu7W1sraeDysBHvz5k25cuWKlJWVyblz5+TC+QtSdqlMrl6lguobVKtWTerUqSMNGjSQRo0a6Va/fn2pVauWPmdg4BSsa0LHI2P0/Lnzcu78Ob3PYzxXGbVr15b6DepLo4aNpHHjxjpeGaPVqxuHxgsywyojTpZlbaOtja4ZEBuuJkmAkMDJh8AuXLggx44dk3379+ntrZvlj1+7RvVU+eu+RVKMGetPHqtZs6YODgZOYmKidEjpIM2bNZe6deuaQWMQFjAWmVRLjpfI3r175ejRo3Ljxg19/M6J9k4wdu8co8ntkyWheYLUq19Pqteobg3l2JuAXf3F1kng84iNtbc2SGyEtfWytjbWhtsJ0QWN8+fP68DYv2+/nDh5Qq5cvVJ+wmvVlqZNm6q1VaduHalf77sWFwPEtuAuXb4k586ek7Nnzsr1G9elWvVqUrdOXWnTuo2kpqVK69at1YozMAgUly5dkgMHDsj+/fultLRUCQ3igZzi4uJ0jDJpMkYhKsZeZUB0TNSM1bPnzsrZs2f1/Tdu3pAa1WtIy5YtdfJtm9RWPYtY8ircJjOylVhlPa0N93KQtaVbm22VBWz2MJudOnVKCgsLpbi4WAmNE9iwYUNp06aNdOjQQU9wvXr1AjqxN29Y1t3FC3Lk8BEpKi7SGZSBVLNWTWnWrJl07NhR2rVrp2a+sdYM7gesLcYlk+yePXukpLRExwxjJyEhQVJSUqRVy1blVlUAY8m27k6UntD9Hj5yWC5fviw3rt+QpvFNpWN6Rx3/TZo0kRo1QrITIgKukdnBgwerJSUlYX2lWttAaxtmbT2sjQaNPB6wLIMBkpubK9vytumMFxcfp5ZTSocUJZxwuYXXr19Xi+348eM6aA4dOqQzY/PmzaV7j+6Slpqms6iBwZ1gXO7atUu2bdumlj7WEpNgSmqKtEywJtkACexeYFKHyLD2+DzretO/mdS7desmXbp00c+OZrhCZj/84Q+rvfbaa7UtMoO4elvbUGvra20p1tbE2gKyyi5evCiFuwuloKBATp0+pYHQ9I7pkt4pXeLj4x21lLDOILXdu3erq8CAaZPYRnr06CFJiUnqvhoYME727d0neXl5UnKiRN1GrKT09HRJaJEgNWo6Zykx+aq3sqdQ9hTukdOnT6t30iurl8bWmOSjEa7Ynr169ao1fPjwphbpdLL+zLY2gv/trA0iq3IZE+YzgdKc1TmydetWjXNZ+5YRI0ZonMCNGAHmOmZ7+/btNfB6qeySFBUVyf69+/X7NYlrUh7riKFYhcE3wPU7ceKEbNywUTZs2CAXyy5K5y6dZdiwYdK5c2eNiTk52QL2jwtL3AwrEHJj4sXN5fvwHQINu0QCHCez3/3udzXPnTsXZ5FZmkVmNpHharawNsqZqmTKMNNhqq9YvkJOnjwpnTp3kqHDhkpaWprONG6fGD4PE75tu7bSonkLOXPmjOzYuUPNfCxFBowhtNgCrh4T27Kvl2kiCiIZOnSoZGZk6ljxYoxCWnwPnXgtlxeP4uChg2opknBwmljdhGNklp+fX+3ll1+uuXz58ibWSU61yCzLushxMTtbG+4mNZkQ2X3PMNYXZvLatWtl48aNGmMYNGiQ9OrdyxcngywU8TnLhdZfQhKCGZDHcXm5NYh+EL/FW1i/fr1aQr2ze0v/fv01wO918J3P51phjDLxk03FBUWO1Kxps/LQSBTMu44cZWJkFvnUsrY4y5pKtWaGXkOGDOltkVmm9TTuJbWYuJf3ZSKIDLdyzZo1smPHDo05PPTQQ5KcnOyr2JQ9AzJYGDQEX5kBQXzTeJWGGCstOsEYxSpnst28ebPGpgh74FL6LTZF+ANZUYsWLTQ7v2v3LvV4SJx54d2EG2Ens9dff726NRvVsbYW1paemZnZGyKz3MFM62BWJrL7fjaxB2aQZcuW6YHP7pMt/fr1UyvIrwedGRA9W6vWrVSnhtuJ1o3HomGwGHwbEBnJoOUrlmugPaNLhnoNrVq18q37xhhs0riJJq2wILfv2K5hG1uHGckI29VlnVj2hU+FzKKltaHq71axdbQ2yw9TIkNtel/fi4OMbmzlypVy9cpVGTBwgHTt2jWihKoMENzinbt2qo5o4MCBqv0xhBYdgMiwwHNycuTosaPSs0dP6dOnjwbeIwWoAjZu2qjJCjSZxPew3CI1jhayZWad1OqvvfYa5ISIhcJxgvvUWvaxNtT9kBpEZmcu70tkBFFx0Qj0o2oePmK4ZHbNVFctkkBmtXWr1rdnPwYO5j3uqEFkA6+B8MeKFSs0czl44GDNqkeajgu3E60bXgPaNMr+SGZFavKqGmRk3d6yvvy3K1rvgQoLDPA+iImrE6LCGsONxApjQ0NGoL+ptdnB/vtSPkSGRbZ8+XINnJPOJk4WyeplSk+w0AgOI+jFDYmPizcWWoQCi+zQwUNKZBSEDxgwQAWpkVzeRr1ybl6urFm9RhMCqASI/0baGIXMEqxbFuKlAtteiPduxAYR2QTGmbNJDGss0dogMmou2eiAwX6xuYmCPpDImO3IBH755Zdq5o4cOVKJLBpSx2rOW6b8lq1bJCUtRQYPGqwup0FkASKzLbKTJ07qxIS63kkBrFuA0FT6ZP02khhcf2RiI4nQalguIp0rqJekPpLOr3Yba+7bf/McVx/WF8TVwdqQWHS1NlxKai0pTaLOMtna0JDxPkjvgUTGICGQSowMESozA7WP0UBkAHMe1TclUMyAWKDEJnjcIHJAOdLXy7+Ww4cP64TUtVvXqKn4wPshucbvQTnAb23ZqmVEuc5YZv/Puj1bsZ2ztkvWdsXaWGUcQM2cMa48fhkEZ5MbG9aZTYZYa7YQlumqSmxUUlKiWUtmu8FDBqvZHo1lQaTwIWziE/3799fsbDT+zmgEvfBWrlgpuwt3S3Z2tm7RGP+kPG/dunVavUDSbciQIRGT1IDMdlq3ENhFayuzNoiMhkqV3U2uOJvQcBttUuNs8jcWmB3crzKJAcSGxMiYDQYOGih9+/aVWjWj9wKnZm7p0qXqrowcMVIyMjOMsNbnIKO+JmeNaskI9BPLjeYWUHSLWbV6lezYvkP6ZPfRLG0k/F7I7IJ1S6yMmJkdN7NjZ+DOgD9kxS3kZd/nObaAHGx6ha1etVoHSc+snmq6R1JqOxjgUh85ekQWLlios+D48eM1NmjgTxDLpVgcz4GSIETbuGPRDho4LP1iqbbAemjkQ2ql+T3sw7fDyoJBcBdxGzlTxMbIRHJLIN/eeN5eTcm2yjCjILWAiEwzl7sLNYZE7RgzQLQTGSCgmtgmUfoP6K9kjkmPJs3Af2DiQUvGOUKuQMAfcWksgIz7wP4D9XfnrM3Rek6/w7amKltbld1G7tsbj7FBXraFFhCBVQYBf8qUKHhFrEcdo9O4cvmK5G7NVTeP6gIGq1folN5JXWp6oyHdIDlg4C+cOXtG1q5bq1UciJ5J2sSKpIbfiTyD+lLWJSAbT1bez7if3chZq7yFDXTH3LR5k7b87d2rtyuDBPFq3rY8eetPb8mf3/6zxgNwIbwCgf9uXbtp66KdO3dqOYyX38fg28BzoOnngf0HpEf3HpLWMS1qsutVBdckXWmIExLjRbpBLadf4frZYZBAJLRK6ZLRRXs9OTlIsL6wAhctWiR/++vfZMGCBVK8t1j7OnkNTHhmPlba2bBxg2Z1DbwHkwrjsyC/QJLbJUv37t0jrgIlXKA6gMwt9aabNm3SjjBeejT3g+tkxgVLd4HGjRqrVeZ0epuBuX7depk2bZr2mMKd9ZMcAquU1tuUxWzN3errmS9WwEIh69avk1vVbkm//v20E0osg/58PXv2VO+GSZflGv0IV8kMnxt2Z/Uj2J4e+m6A2QVN15QpU3SW9VN5FFZpp06dVCS8t2ivWgTG3fQOXLC0Y6fJZtfMrprBjJU42f1A2y2uHYrqtxVsUw/Lb3CNzDBN9xTtkV2FuyQ1NVUvYDdiEHwGgfYf//jHMmToEJ1ldHD6yFLG3UTLA8liRZ45fabiGQO3QWIoLzdPlxXk4jUawHLgzWCdUYjO8dG1aH3mbrpGZnYnTmIPDBK3RHgQF335cS/9XLCe0DJBlwY7XnJcBcR+nPmiHXbBNStxEfRnrQeDb8DxyMrKkqvXruq17LcMvCtkppnEvDw5dfKU9n2iNY4XuFXZHPOZ51CzRk2NnZEOpwcaM5+Be1DPgbUnDx3WVb7ad2hv3Ms7gJdDOISlHIk/79u3r+IZf8AVMiO4TRyCfl6Yql6Z7uFesp4LQBMaWzZrLRsaNkib2ks6gLDUGApqXkMMhtpMWgKxsbgEMxsbFgGWGB1Au3XvprHF/Px8Y525CGRC6P3wGPr26Wv6zt0DxJ+1U4jl5SDV8JP2jHImRx1fLtSVq1ZqmhsFNWaqVzPe3n175Y9//KP6/K+88oo8+uijIbmeHDoaSVKOBWHr7+J/RUyuerXq2mASUiLmwMyGlcrjdevV1QuH19I9g437CDTpXlqndh2ZMGGCup98R/7m9eyDfdWqXb4/LDp73wbBgfO4ZcsWbX/D+qfUXprjeW+QcedYIbGiMQTHzA/Hy3EyY72+xYsXaxnIw2MeVk2VV6B1CxINLKcXXnhBF54INY7GylGUvHALUd28dVMLk69dvaYXCZnby1cu6+dcv3ZdLTJIi43nsRZ5j1phFgfyGgSKBKKRBLCUnZJXzVpq0UKE7Kt6DWvwWK/nbyVPC8yabBBpzVo1lTB5D4QHGdJ3q0b1GkqE7IP90uKFv9mH/RmAW17P9+O1oR4nPwOlP7WyWMljx47Vfl4G98fxY8dl/vz5OsaYdP0QX3SUzJAYUDqE9TJq1Cht7eMlCOxCZLh7rCxN33ObCELFnYex8t/2fY6HfR+L1daUccuFREyPkit6uq1atUoKthdIRkaGygMgSgKvvJ/Fhnk9++NxCFOtv4puIxAiZGcTkJKn9Q/SBDdvWO+7cb389dbP57sws9atU1cJjuCDEigWn/UPUlNStDaywRAgr8dSrFO33FoksWNbl7ffaz1uE6F+h3tsoPJ9N8ExxL1cv2G9rviNhOdBxM35YpEdfh+Wsz0BhAN8H+Q5hBnI+pMs8yMYbzSJ4HvS7QbrzIvzVxmOkhknfN78eVK/QX2ZOGGiLoRqUDWQBPjqy6802EqnBggFlxWriwHPYOLU2YTGfW7pxKEWovU4Fx2vg7xwXyEtHsc65DmLPrQSApIH9n4BZAdp8hreywb5MWDZP1DrrRJRVQb74jGbMCFSrEMsR97DeyE/m+x4DgImVhXXJE6f428IEysTC5THeJ/u1yLLB5FOVUCfsnlz5+lEMXHixCppH2njNOujWRoE59xk9crS9915DAIFxwyF/YyZM2TuvLny4gsvys9//vOKZ/0HYsFU1HCOxo0b57l15hiZceHQpwyrTFd1zswM+WTHEiClpUuWalZz1OhR0r6989k1zplNjNxnA3aiAiCxgQBuv8ZypyEq7kN4t27eUqK8fOnybUvQ3m+16lBj+W/gt3Dx6musEcjzal1aJMVreA9kZhMeVhDusu7Dei9/8zpez8LQNslBhneLRdrWohInFiWvsf6x2AxCbixgYrr26/kcXHLu3wnOyWuvvSazZs1Si4RwBW2maZPDBX239zwIHFOSRws+XyBz5s7RtTD+7d/+TX73u99VvMJ/4PwRO+N7c42T3PMSjpEZJ3zOnDka9yHQrrEcg4BAV9Mvln6hS9XhpofTnQkHGDr28LnbfTbb2uM+txCePoarbN3nlsexFpUcr1/TNUfJkvEem+S4D3HyPPche2KTekws7uC9kAhkpWRi84n1lfibz8TaVNfXIin2iTvOMSam2b1bd42V4S7zmuo1q6tVyX08CkgKC5HHyEb/7//+r7z//vv6efQ3Q5g9ZuwYGTF8hLqHNilWFei2/vKXv2gYhJZQ3P7qV7/yNZkB4tBz585Vy/SRRx7RScIrOEJmzLa099myeYu2Tundu3fFMwaBgAsaF4guI7hASFtiCQxNSAciUusN17eC2CA5Nh7n+ECGAKuQzb5vW5Tc2q+B+HCtsX6Q0FCqYzfI1M+zxi+uOe/nsyFM+zOxFi9euChLlizRLLYNLuJ2ye1kzJgx8tyU59RKCeTCRqxLW256+lH/+Pf3/i6//OUvfU9mHCPCIfv271PrFB1aMJZpOOAImaHZ+WzOZzoQsMrMSkTBgVODZGBNzhq1HHCDwhEnMigntPnz5suhw4dkzMNjJDGpIslSQWDcx/qD3LglaWT/TYYeqwwXC0B2LNFGiR6L8TDx4H4GQmZYe3wnPvvNN9+UN954Q37xi1/4nswAPfnIbDZt1lQemfiIZ15Y2MUhXIAERomt4B4RzDUIDsxw9NGidpMMF8fUIDwgDFJSWqKZYuQvZGjJ1OIuscQamW7GL5YGIlEW9hg9erQ8/PDDGiNr27ZcMtOubTt97Gc/+5n89re/lZd/+rJaZbiZgQBXlpI7XNlIQ6uWrfS7HzlyREpPlFY86j7CTmbMLlx4xB7SO6ZrzMEgeKDL69C+g2Yd0Z4ZhA6sLgL/ljOpq+UHYkExwfB6+vB9//vfl1/95lcaqH/55Zdl5EMjpU1im4DjZd+BN15a0ICAqSsm47y3eG95WMADhJ1pUMJTuoNINhYWfnAaXBT2qu7EdwhaG4QGViLHNcLibZvUNmDiYWw//tjj8uvf/Fp+8IMf6KrmzVs0j+kQABIiLFu8MlxmLxBWMiOeQFAVZkaUihluEDpYQJjWK0wSTBYGoYEKCzKjbRPbBhXfwSXM6JIhaalpqo8zKG/gyMJEJK2oiHEgFP9AhJXMiOlQSY8cg/R0SKa2wW3g1rAAChcgYlomDYPgQICf9RawoiCjYMIgjGtb7xZuIBth8qJahthdpIDjyHoBuJy0pfdijIaVzAgAYmLSCjoWlo1zDdY1w6xHkBr3iKyaQXDAsmVNCA30t/QfWTBxDR8+XDVm3EYSkA4R4y0tKfUkWRU2MsOsZCUbVNVkegzCiwYNG0jLVi2VyE6cNK5msCCJgo6MOKQfwyB8J6oREKB6XcscKCBiJl3GKB6a265m2MgMiwxGJqjKSi4G4QVaJsSd1BAW7THrBAQDspj7D5SvLoT0wiC8wNVEykIcEVcel95NhIXM6PaAkPBC2YXb7pBB+JHUNkka1G+gJSR2cbhB1UGrHxa0RRPlh5Y10QjEwxxfvAcK8t1EWMiM+jrMSoKqKakpRlvmEBo2aKgiT2oJzRqbgQFrDGkLEy/JlEBFrQZVA91d0NoBt1u/h4V1sBJOlJ5Qq6EqLVQMggOTBMkVtGb0qjeoOnB5cM85hsTLTKbdOSQlJmmHEzwIN8MhYSEzqvwvXLwgjZs0NjOewyBdz0ChbMTEzaoOWuyQYaO8Dk2UgXNAVEwi49jRY66uERAWMkOSYQeoTSG0s+BCZOk8LkwuUIOqAcExoM2PCYM4C1pp00GELics6ENnEzcQ8lmltQrmJEpqI8lwHli+TBq0ykac6IXSOtLAMaI7Bp16cdMNnIXtymPYEEvXDskuIGQyo90PsgxU/8gyDJwFsZ72ye1Vz1dc5I3SOtLAhMsCHDRWjLWecF4BVxPd2ekzp7X5hBsImcwYJDSyY8bTrp8GjiO+aby6m+cvnL/dcNDg3kD1D6GZyhT3oC2VGjVWAa1bhechk5m9XqSZ8dwDwVUs4RvXbqhlbHBv4GISBuGWDhkmpusOtGFl82bqOZAgdAMhkRnZNDpwUhwbHxdf8aiB02DyUDK7bg2UE+4MlEgFYxTZEEFoOqEauAPGKFUW9Dg7euSoK7HdkMiMtOup06ekRq0aupycgXugTrN6reoq0TBJgHsDTR49+1nf00gy3AU93gDJF3stBicREpnhYpKp0FVtjL7MVTRv1lwD2pCZ2zVwkQQ69F68dFGXoEMyYOAeqFhBe0rmHR2q0wiazLAG6ECAGdm+g/NrOhp8GwRYyR5TfeFVZ89IwOnTp7XAXPvr1zAJKjdBfJJYOlzhRjgkaDJjgCCWRVPCggYG7oIAKxYxmWRTp3lv4OJQj4kG0ohl3QeTiMYtXWhbFfTZZQFWCI1mbNRkGrgPXE0GyvGS4yZudhcwPil2xnuge6uB+yBRRUsgN8qagiYzXBuCq+h2TLrbG9DGhmNPWxtTp/ldoHEqu1im8bKGjRpWPGrgJki6EIJilXqnx2jQZEZvqMtXL5cHVU24zBPQfZbECxetIbPvggn31s1bah2YxXW8AfzAegnwhdMC76DJDPU5vYvi4s0iv16BchEuUsjMZDS/CwTFtMg2kgzvQMbdbgt29pyzAu+gyYyODXxRarAMvAFJAPRTzHgmo/ldYA1cu37NlDB5CDtBiLBexcsOIigyw6U5feq03LpxS+uvDLwB8bKE5gk6qZiypu/iUtklqVOrjvYwM/AOWGaUNbFeqZOJqqDIDDUvlgCWQTj7/eMqsSLyqlWrZMOGDbokmOkKcX9QCYC771b9WyQBi5V1HBs1Nt1cvISdBEDz5+T1HBSZMUhIe9sB6HCAZoNLlyyV//iP/5Df//738oc//EHefPNN2bhxo2stRCIRNGrElUJrZpIA34DxiZtJg0CymQbeAYMHnsAI4rw4haDIDM2IHS8LhxARti4oKJBp06bJl19+qdkPyG327Nkya9as8m6VBncFGj96m5H6RipjUA6SIriZjFNTauct8OAaNmyoYREnDZOgmIglpKjJbNI4PMt18QN37typau2RI0fKb379G/npT3+q629u3rxZioqLjCj0HqDDL5YH1hlrahqUo+xSmY4ZSr64mAy8AwYPEwpWGZOMUwiKzM6eOSvXrl4LW7wMxk5NTZXJkyfL95/7vgwYMEBSUlJ0IHIgyIQY3B0cO2IStWvVNvKMSii7UKbSFYLPpozJe1AXS9WQk+u9BnyWme2Y9Qjo1asfnlgEWqm+ffvKSy+9JH369tHkArEyEgA9evSQ1LRU/TyDuwNhIvWHpuvsNyDYzFhFMGvgLWyuYIz6jswI5BHXQuMULjCLYonRVohY2YLPF0haapqMHz9e3U2DewPLAyIzq5x/A3rP03rGBP/9Abv9kq/cTMgMIoNp69YJX38o9ktLoQ8//FA++ugjbez2gx/+QPr36x+WmAeZPhINfE60gUJelO5cvAbl51qJ3TrV4ZxwDYIHelSN7fopAaBkZpmNWFJoeMIFZtJ58+bp1qlTJ/nJT34igwYNUvlHqCAzim7ts88+0/0vXLhQtxUrVsi2bdtk566dsmv3LiVTFmhhQ61MlQOZWy4M4lF+JUKSAMDJWS+SAJlxLLBY7WNj4C2owiAJ4CSZVbMu0ICuUC7qTz/9VLOZjz/2eFjM+CtXr8hXX36lGjNIZcjgIdI1s6uSJaUQg4cMlo4dOwYdN0NvtG7dOtm1a5f2zeeAUoAMId+qZrnNly232dp3rdq1yq1A64ho4qFGDX1cN8sa5R+Hi9m+Xl3rd1ccOf7mouE1JCuwlGyiJx7Ixv7YbIuWfVavUV2lA3wOQPxqW6G0rSFoyj4fhPz8fFm1epV07dpVBg8aXPFo7ILzi6QHQnv66afNEog+ADrIBQsXaLPG8ePGVzwaXgRMZgwQXEEusmefeVYJIVSgXn/77bflb3/7m1pD9oUPunXrJq+88oo8/PDDtx8LFLiXFLmSWIC4+A2QGali1jCw6xq5CFTeYB0RZneI29Zu8TjvY1+169RWsiE7w+GDgCAmXD0eh6gqC1h5D00UISuOG5/L5/M+iNDugAqZ2t0dIEWeZ1/cYqZrjaHFbewHMrVfi6Rl65atmgEmE2wTKOB7KSla+9G/Kx1bwH37OW7t+5GMy1cua6gCi/qZp5/RBoHR8LsiGSRkPv74Y21bxQTjxPkImMwgBQL09evVlyeffPL2RRMKcAPXr18v27dv/xYJgBYJLaRf3356oTo9IPlsXX3ZOiIcFo2xWaQDeBw1OX/zD1K0F2ngdRAft7z3yrUr5TIJ6z76r8uXLBK0LEKIiLgWC2zYv5P92p/BYxAdt3y+kqu1Hyw3LDj2z/742yY6gGC2uLhY+62npaWpBam/wwIWI4SF9cstJIi5z3vZB8SsFqj1DzJF4gGYpBh4tuXNe2wSZz+8jvcDyJVx4BfCgMRmzJwhq1etlmHDhsmI4SMkuX1yWMYq54eGjwcPHtRjktwuWdcxta1rP4LxhMFwYP8BKbtcJq1btZakxCRX10TAYMBaZlxBZuE4F3ciYDKj/S2xJ1LeuJl+Pol+B5YchIXVBrhQ9G9r8PEclh9/q+yi7JJarWrVWaesstV46uQp2bRlk1pumZmZSrKQLftg0PAe5DRqNeK2WmecfUI+7Mv+fCVs9m+RK+cV0oLAeT37sQmLx+3nAVYk+2VfEBzfAzebv7ngIVBey3shRCVT6x9WI/dtyxHiZbDbn8G+bn+G9XlsPMdmf+bdwIXzp7f/JG/+3zf1uwwfPlweeughyc7O1uXP+MxggGW+dt1amTd3nk68hAt6Z/eWcePGSffu3W+Tu5/A+MnNy1V1wOZNm3WBlw4dOqinM2z4MO1W7AY4dh/P+liska1kpmGaMCNgMistLZU5c+ZIs2bN5JFHHjFk5hH0tFWcuZOnTmpiA3dqwoQJ+px9WrlVN7fCErStPcgMEsNis0kREsRyhMwgMTrYQgzsg/fbRAvYB663WoGW1clghQiVdCxLjffzuRAVhKTfB+5h4+4ti/yqle+X9/MayJLP5nPYB+SmBGG9B0uwMplyn1v+JiaGFQk5QnK8/9333pVp70xTKw1C65TeSYYMHaIXMQTUNL5pwGN3x44d8l+v/5esWb1G2rVrp/smFvTYY4/Jyy+/rI/5DazT8daf3pLZH89W4moS30QttDaJbeSVV1+RUQ+N0knOaTAxY5ldu3FNXf9wNqiwETCZHTp0SBYsWCCJiYk6IzGYDLwFFhtxTCoBnn322YpHwwslHYuc7OECcalbbYHnIERueZ6YFeTG3xCmWpFYeBa4b7vnPAd5QqiQIq/HArVJEsK1P4P9Qnq2+wxhUYUCcI95LX9DcNwu/WKprFy5UvcJeJzyu6xeWWoZoF9kDFd1/PL5O3fslJnvztT7Y8eOlfxt+fL2n9/W5NRvf/tb6dWrV8Wr/YONmzbKH37/Bw1t/OSnP5GkpCStgeYahsz+6f/8kysWJecRy4ymrhx/Jp9wI2Ay27tvryxZvERN1e9973sVjxp4CWKO77//vlooU6ZMqXg0ssGwhLAgTQCRQXo2YUKIzPYAQmRlfR7jOWqH33vvPZk/f74+D2FRkJ+YlCg9evaQMQ+P0bGLy1nlydi6SiDo/Qf2K+EeO3pMPvnsE80kf2/09+RHP/qRJLVNqnixf0AsFRkSTSHGjR2npP+f//mf8ve//11++ctfys9+9jPXvCsSAMTuIDMnmro6b18aGAQBSIbYFu4IGz3JqLNMSEjQJfZw6dI6pulGxnvIkCEyatQoGT16tMbH2rcvX8uV9/Xu3Vuen/q8/Ou//qs2MXjiiSe0qqTKRAaslxIwRwPZrHkzWbBogSbCIFy+g187LicnJ8vUqVM1JITbnpebp+5yly5dVMqDxRotMGQWBeCiZFBildhuVSyDY0AWFs3dP//8n9UFfPXVV2Xys5M1UI87Hoo1QjsbCBMrmH3RTBThtR+PPb8Ti53vhts9fcZ0jfU9/vjjOgkEROg+hyGzKAAxDwLkxKCwFGIdxMxaJrSUKc9NkX/5l3+RiRMnqrRHVwoK8uIl5kPbZ6pGkGXgsuGmYeFs2rRJ3U07vhcO4F5Tb4tryzkNhSipYvnqq69Uy0l1y6RJkzRRZC80Ei0wZBYFwCqD0Bjw4bygIhUkCejAi6uJhCgcrhTkAmn9z//8jwayjx47qsfbtoY57twPFyCdxYsWa+xv9j9ma8B+bc5aKSwsVJ0bcVI7nng/kHCh+oWYKjFH3O1Jj09SrVk0WWWgxmsWKu5XCQRai4qKVAZADzID78GFtL2gXHCMzgzZQiyDxV2Ki4o1Y8YYDddFi8xh+fLlsnnLZtm/f7+sWbNGxd7E77DUEOaGKwaFdpAqhnemvSM5OTnln7VhvWzcsFHriUmIEPd7UDnhnsI98s4778iSJUtUooLbmV+QL2ty1ij5krRwQ5oB0OZhbTJGw1EGeSeMZWZgUAVg+fbq3UsmT5ksrVu31gzh0qVLNcBOLK5b925hzQpS+YIbWFpSKgX5BdooYfHixfLhRx8qEZHBRVN3PzDJ7di5Q8kPdxUymT59urzxxhtqYWKxheK++g3GMgsRxDMOHz6saxjQaYMic+ot3TThiRHlbctTbRZBXTd0Q34GLhjuGJZIKA0K7gTVCW2T2krnzp3VuqBUCsFs//791QoMx+dAQIigIR67OQIxL4DVx+e+9NJLMm78OM2g3u8zsbwYn2SABw4cqN936NChtzfqeNGduTVWnbbMjM4sBFy4eEFdgPnz5usaBmiZGNhjx43VwLBbpIJKn5gIA4QMm1u6Ib/ieMlxmTtnrlapPProo74/HgiO6exCYqFwT6EcPnRYhdCcVywyXFniYxkZGdrj76knnwpcWuIDGJ2Zj1G4u1BmTJ+hK0pBXCWlJTJz5kxtkUTZl1vQ4nfqKS23I9aJDNi1nuEOyocTuHeo4bG8cFlnzJghn3z6ibqEWNh9svvI888/r/owiCs9PV0tsiefeDIiicwNGDILEvZFgoDz8UmPy69//WstvCeTxgBlxXfXYcb3d+GzY4KbRc++RYsXybsz39Ug/9bcrUrAPXv0lCcmPaEkRg0pIYN+/frJmDFj9DEkFcTrDJHdHQGTmT3rYRr7ddZzC8yWP/rxj1SASCyRLBHmM8LMps3cU4RTokIHiXBl0iIdjE+OhR8ueq4RRKoUd3/99dfywYcfqLu1du1atcxIIEBWU1+YqpNhz549tcKAQnu+P/E5xtgzzzzjanwr3MBKZsNzcCr8EvDoJwjKQLHr5GIVDCoCzF06d5FGDRppJxFaI5HmpqeYE4W09wLxFFqqoEw3KM88UgJFATo1lV5AA/knT2oQ/4MPPpB3331XvvziSzl65Ki0bdtWLa+pz0/VxgCUW5FQo+vHnWBy7NG9h8o/IpXIAGOUjdZQviEzPeDW/1gmsjsRFx+ng5PZkwsIlfieoj2uWa4MEjKohszKoe2D6tXVhpZueg90BiFuum79Ovlo1kcaT/1i6Re6ZGLLVi01m/js5Gfl6aeeloEDBqrLaBsH9wIEhjUT6VY35wHOuN1TzwEEfIS0p5T1L9QSi0gHBHLo4CEVUdo9rX7xi19olhcXgnYxbpIZsTqnBkmkgQvGbj3k9Bjl2NshBnrK0Y0Ctf6unbuUhNCmkWEm5jVq9ChJTUnVrHMkW1nBgOPEpm5mDZ9YZtQAGjezXF9G19H/fuO/1b0ke8nxIKsIsYR6bNgHqfmqlK0QkyGwbFAOHZ9Xrqg+y4kxSoySnm3oLRcuWKj9wWg8uGXLFp3os3tlawPCF158QeVLlFVhgcUybDLDxfSNmwmz0v8fEz6WyYwTwkpL9N8nXvbv//7v8vrrr2tmisWL7RY0wYJeXaTpyXYRb0HugRVI+xYsQQjMPv6ou3n9gxThsQLIjGMDoRG7CgewspkwIDCU/5wTGmJu3bpVrcDOnTrLxAkT5bnnnlNBa0ZmhtaFOnXhRhpouElLJzp4OGWVBiyahV0XLVqkFxBZmFiO05SeKNV+8MzKyDFwwQnmsmrViJEjtD1MsOBChLg2b96sK9uwkAlWH6CPPl1TKXch7kJQmRgdiu5+/fuV98ePMTemMhijkD81mshmmjVtVvFMYODSwFXl+ENi1DkePHxQSQ1XkeaOLInI5MViMkz0sXzc7wcEwatXr9aM7ODBziyHGDCZMdPRwZNVmpiJyMLEKlgwhIJgSpn27NmjZEapBpINSD7Ugc2xhtRwN7mgyI4RTKaTKtUHZRfL9IKjnKrkeIl07dZVN9rfcKFBdnZxcSwBq+zzzz/XzhbaHrtNYsUzVQPHHUU+51Qt4WPlljDJHY5rh5QO0qF9B10DkkSDW4XakQwtz1q/TjK6ZKh2zgkETGYMlLlz5+pFhToZy8DAPXC6MNlZbOTY8WPavpkFgLEacG0bxzXWWk3CABAq1iG6JRazYEm0+Lh4adigoV6YkZ4huxeIabGoNC2jaaJIL7MHAWuOQD5rXGCFHTh4QCcR0Cy+mbTv0F7rPLEsnKgrjHaQFCOmSLlfVlZWxaPhRcBkxsupzaQXuh3cNPAOnI8vvvhCW9L07dtXWyMfOXpEXU8WOLZja7rduCkN6jWQuKZxWhLDCj26Yk+TJhrPwIKLFoLDPSfDyCIjuIJ3A8eE40NrH8IEFKdDaNVqVFM3HvJCR2i32ok1CzecsOO9yFOoW3YCAZMZ4IshPRg6bKhjX8yg6pg3f566u3RUtQt4ybYS2zl3/pw+R7aVdjIUMLOGJs9T6lOjWg0VMnLx0naGC5cuCzQ3RHgaqUmFvcV7ZcXKFeoSDh0ytOLRcvIn3msT2N69e3UtWB6Paxyn/b3o6Y8FBslj4RqEBo4t7Yv27duncXanDKCgyCw3N1cXFGWlGz8urxVLIL7z0YcfKUGhJr9fQoZTTQyOeBCdTLmgyYxCdgS6EUSzPywQYm2IgYm/JbRIUBeVTBQWimoNfR7ohrg/m/OZxg0Jh/C7T5w4oS4k7icxRh7DkkXQyqSc3jG9vDPtXZT4BsGDcUcMk3MyfsJ4nSydQFBkZteZtUtup6tFG3gHtFRkU5EAUIEQyGrduFnEirDg0LOdOX1GDh85rL3uyQTafbQgLpIdtDjC8sN6o6aQIns7wcBr/ERwxLtskidGQ3E3rXXQhyEtwsVmYWDiaSSx7JXUDcIPJsg5n83RWlTqmEPJ8t8PQZEZWbXPPv1MZ2uU79EaSI4EYGHMnTdXWjRvIRMfmRjyuWA4YKVBZGRQsWaQoOCmQhCXL11WwTRNKOvWqavkyTho3qK5fgdcVVzWB5XpOAXI+eyZsypVoccbBMbycHXr11WLgAoNpBQQMTpBk4l0HljA6CUhNbwHpxIoQZEZQVOsAQYrjdYw1Q28we5du1W/k94pXQYNGlTxaPiBFYcFhywE91RdVItIcVmx2lC+c8tAbdSwkVpwEAZuXtP4ptKgYYPbSYZwW0AQGLFBLEp6zO3bu09jg1hjfBZ1s/0H9Jd2bdvFvBLfC5BU+cc//qEx2CeffNKxNSqCIjOyYpTwoDXDMotlrZmnsM4cayHu3r1bhgwdovo2t8Asy4yLBYdLamvguKUqAh0cEgncX5IMxPIgONw7ukZwP1QNnB3IJ0tGp1++B/uLaxKnUgqsSSxJsu6QvYE3OHDggGbckxKTZPT3RjvmzgdFZmD5suWyb/8+GT5iuMZPDNwHhEJ7aNxA2kNjCXkJhhIEd+H8BW1dzYarSoLh4oWLqo8ji8rMjIXUuFFjdUtxU2lxzYZVR4XD3dw/9o91yFJrrL6EHOXo8aO6UhHvI5bXqXMnFbSSjd20cZNs2rxJRZomUeUdWKKP0rzs3tkq6nYKQZPZls1bVMuT1SvLDBSPAHFgvkMQTzzxhO9Ky7DM+E8pFmSGi0pZCxULEBwxOGbp6zfLG30i5iWDSvbUrmDgN2HdETxGboEVijtJqINAfkKrBFWVk40ksEzow575sdaQZ1A3yQIeBu6D8ARdRAhJUI1B5tgpBE1mxCNQWePaoLI2cB/EhShyp6TmsUcfcywWEU4w3Ihx4SLy/RH2apKhpFRjK2RVeQ53kf5g9vBk5StcWFxIiKtLRhcN5JN4IGZ7t2QDFtznCz5Xi238uPEVjxq4CSZcCvI555MnT9a4mVMIOpWjgsLatXSGDJIPDUIElg2DhYs5lNiTm8BqgnTRrCUmJkq3rt1kxPARGhhmsBPfokQOMSuTJTFBSrWIxxGLo9iebCvW3fad29X6wtojXsbjlcciSQdIDpLkOQP3QViAcEijxo0cTxQGbZnhNsz6eJbGPshomlYn7oPA97Kvl2nJDXo/pwKrTkKzpGWXtARLS4r2FOpiMAxLBKxIKVCMQ0q4l7grEBduJ++1O5dCXFhtECFrW1KPysVDHTFJiqeeeup2dYSBe0CTivq/bbu2qv53EkGTGXEatCN0bkCsScDVwF2sWrVKtu/YLkMGDVG3K5LAjE39KORFdwpiaMTYmMHJdtKRldvKPcEYqhTRI4RF4Eu2EheVDWkG+8RSrVm9prbOppU4SQLc1bFjx2ovfcYp+rhIJP5IBNVCq1auku49usuQIUMqHnUGQZMZb6MKoGhPkQwbPkyLcg3cAzEI4mVYKWQyyQT6GYwXYmHEvor3FqsbeeTwERXgYkG1btW6PA6Wlla+uMddYmD3AhYa4Q40b0cOHdHOF2R4sd4gSSw+SJKl2xD0QpAIaIm3oYEjyQDx2SuPVQX8FrKzLCQTCbFKr8B6GHYdNytNOYmgyQyQXWIBXDQ9JAHMbOceCJ6TycTKmPTEJN+KQSEaCJcsJD2tsMawoFDfE5jvmNZRC7txAWnJHvI6BtZopuW4XWiPDo2l3bDekAXg0kJ8jFWGPmJfGitCbGRQiePRSaRymdbdQKxu85bN6tL2yuqlbq7Bt2FLh8hiP/rYo5qddhIhkRkz3+yPZ+sgfPKpJ4262kXQgWDZsmW6BNnIkSN9NZEwiCkpQofIRU88DAKhAwcWEbrE1NRUJQ+sMie/O24ncTPEsw+PfVgfw1qzM6hYcLZ7iqWFdcYEATlh7XIB0oSRzdbAcckgN3jrrbd0zBOP4xyg8zMT+jdgwv3kk080UYh0iOPqJEIiM2ZdKgFOnzmtC5iaAKt7oNldXl6eNrtj0WGvgdtLUohCdTpTYLUjmCVeReYbFwNJBZaP01mtymCMEoDGQqOsidY+lcH3I0GA+0tWFNcXCYhWMFiXhmrlLKBpIwOr7qlFcLhPf/3rX3W/uK9PP/O0dl4mYRFIsX80g1jo18u/1olr+DDnE1QhkRmgTIEvPXrUaElNS6141MBJcMpoqcLFhxAR68wrEPNSmYTlQhI/JRNJvAsBKxZYx/SOaoHxtxcZb8ho3dp1smXrFunf7/5dTjmukDJWGrIXLbQ/eUL1aidPnFRLA4kHBLh+3XpNwKCL43fRN23smLG6KlPv7N4x76VwLJevWK7xSgTLZNydRo3XLFTcDwqUrjCYGax3znoGzoB4ENUXgAVU3LxwGKQEvznn9LQjCcSq3Vg0elG376CLqgwbOkz73REXo/g8kIB+OEFMDFD+xHfHSrjXd8FyIE6GZUVSANcyuV2yXohYlXTfYIyTUd24caNeqADrj+wqkzouK6/BeotluRKTQl5unpJ/Vs8sjUE6jZBHWKvWrfTkI2qkRs7AeRBQhVAIVOP+OA1IAGsFCwUr5+NZH+tit1999ZUG9FsltFIX7sUXXlR3Kzs7WwPqfrmYNd5luYi4j3aPtkAA+UFuWJg9evSQrl27lpdO1aiuRI3r2bNnT5UeQGR0D2GLZRAjxbrluHHs3UDIbqYdYEVvRkdPioYNnAOnC0uoIL9A+vbrqwr6CuMj7MDiwLWiNz4CXciMbCCTV/OE5pLSIUUtHS5mLmq/Br85ZiojKiqSESNG6HcOBbRc+uvf/qrHg31xHMjIYsVhiSL94Bh5ZY36AVjCTHbJHZLloZEPuXIsQiYz3r4mZ43k5+Xruo2I4wycA5MHGSIsM7p2cuGEE7gHxIHQauFGHTx0UP8mDk52DzU+9bgE8v1MYHeiYHuBBu0zMzJDLjrfu6+84B3XCWEvTSnDeSxOnjqpExZJiT59+qh7G0nEyCT49bKv1e2mq45bralCPkKcQPoUoQ86dPiQpuUNnAOaLbaGjcJnvjP4cL+wXJYsWSIzps+Q2bNna7b0+rXr6lpR5TF16lQtSUEbRsFwpBAZgHAAy/OFOkaxwNBVDho4SO+H81gQjyO5wOr4SD9oncP5iSQQNySrjRAZ19wthIXukWQggjx99rRaDgbOgRIe0Kplq5CLy7HuUOIvXbpUZr47Uz744APtPcXFk5GRIZMmTZIXX3xRxo0dp9YB5KmfGTkcdhvIQ1D7E8fBdQ4FWEmBVAtUFXg5tPtGaLph/QZNrmkcOiTfyX2g4YPQCD842SXjToSFzCAyYmW4IyWlJRWPGoQbkAxdO5Eb4OYFCi4WBhkuJC4XPfJpz5KTk6OlQHSBHT16tLzw4gvaxYKgNsHzaCjXIYaVkpqiUhLqQUOMrjgCEjto4qgsiORjzvgii0n80E33OCyfxCyV0j5F22kT+Is0szhSQMUFbhKxGma9qgK3Cs0UVhfNAaZPn67uJPIK9jNq1CiZ+vxUmTJ5ii4kTGwsUloKVRVYUQTqGatYP35rCYRHg9wjZ02OxuGQgkQiiLlS8UGhPx1M3ETYaBOBJOUeWA6Y8gbhBZYEC3WQ8uZYP8h8h8AIJLMk/j9m/0OmT5suCxcuVAJDA8XCuFOmTNHVclgIJbFNuTI/mjNwJEvi4+LlzKkzagX5CWSM58+fL/Ub1JcJEyaolRyJIAyC5o5uwW5XBIVt5GItUJsGkZGyNggvICfa2dC/y+7vdSeIr5AcIAvJhTFz5kyVzeRvz1fXtHu37tp7jjgYC0sgK+C8RVIgPxRgbRKQxnOgDMkvwGpeumSpbMvbpmVfKsy9dk3bjbNokF1a5XdwXCFlalzpfoJr7yZCrgCoDOIRpGPx90PV8hh8GwStUf0Tn0T1T3G/DVwUFPjr16+XpV8sVXeFRoYMJgL3gwcPVjkCYk+sMs5PrBDYncD9KSou0qwhY9QP7jSlYO/9/T3JL8jXc8nt1q1bNZBOkkYrESxr3O8VBXgNa9as0fsDBw50tQYXhNWnaNO6jWa8uJBUm2QQFjAr476zGjd1mHQfIJBP5wz0PKjx2TZs2KBSCi5SajaRUiBkphAdkz+WScwGEo2WCS21Y4ZfPAisMK4bzhH1tjaRcY7tvm+RIHnCxeS6tysu3EZYLTMsAdxMDj46KNMSJTy4cvmKqs6Z+Tqld1LRJtlIxMqY9Qx6yodYUm3U6FFaToSrggsZzTGwYIAlhjteXFysLYmS2yd7Pka5bgj6c/5of44sBjIjSYE8hgmJa8nP5xIXk/gs35vV2ry49kOuALgTZDLmzZsnzZo205Pgtt8cbdA4xO5CmTFjhloSxCJw57GyyBbRciYlJUVnQy8LuiMJdPb49NNPdWw+PulxJX0/gSQNur+iwiJ57rnntEur37PLxP3ofMz3pBEja6K6jbCTGbPJvPnztBRj4sSJriqAqwK+H7MHPxsJgtt+fVWAS0Egn4oKVPlrc9Zqf7CWrVuq+h7yokSELqcsM2es38CAfADLllWfWAmeoLufjiGWNmEFqjKw2Ihz+v0cE88lXtYzq6dWRnjxfcNOZuyOMhjcosyumRp8xpz3AyAJTGEaSrKwBd0v0R75AVhgBHuJN+7ctVPdR+QD58+dV0LLzMyUyVMmS/vk9rfdR0NiwYNuH0y6SDUmTJygVq1BcCDmN2fuHI1Dsh6FVwZM2H0SLjBcHwKAzHx+0vPgpiFVeOedd3Rmxt3wGhDY/n37tcPAuzPf1ZIispJYDwgn0zumawyC1YUokqb1DKa8IbLQ0CKhhW6ERZhADIIHiv+SkhINe3i5sI4jARaIjIwacoLiPcUVj3oLSIOe+fRuh8Tspn1uA8uV78IAWLV6lcyaNUs++PADtWQh/tZtWutCuGQix40bp4kUgvkZmRm+j5tEEpA54KrTkwzLNxKyhX4EUhL0cSzOTDsqL2PkjpAZVgMttHGHWFaMGICXYKCi5cH6oeUxDSXt3u5uATeSlbU3btioJUUIWhctWiQHDh7QBWvJYj0/9XktKRrQf4AqqI8dPabFxsgxWODWILzguJI4IeDut4qASAGuJbFdyuJY6NdLj8Gx1BfZTDJvlDbQGz7MobmAgFSEHmDIRh595FEtOHYDkChZHnRDLHc2bdo0LSkiuIs5PnjQYO0ZP/nZybe7lNoZyYtlF5WAWdmGAHUst2B2Cg0bNNSW2Ey2BQUF6tobVB2Mb2K71GQjzvZaueAYmXHxYXbS02hb/rag2hWHA3zuipUrtF89sSeU8Axip8AJtkuKFi9aLO+9+57MmztP8vPzVd9EJ4pv9Qbr2FFbC98pqaAOkxkP68FvGeFogXoQqalas0nlirHOAgMiWTSPxB6Jk3sNx8gM4D5xMdJ7nbpCt4E1SEdQ3DmWw8PVg1RYr6DkeIm2WsHFCAfI6LBO5OIli2Xa9Gny/gfvqyIfKQiZSNZWfPGlFzUORlD/ftkz9kWbamY84jrGKnMOhEKwKoj97Nq5y8TOqgiOE2P00uVLKvJlQvYaYa0AuBPMfHVq19FsHf2y0My4qeuCzKhTRIqB4htC3bBxg1o9ECwJCmYUrKNgwP5xI7H6ln29TPVgfAaBejqQ0qN/2LBhao1hXdHpgoDz/XIP7BMrAbeH70YpkiEz58AY5UKkMypZTc6TF6U4kQaUAWvXrdVYLm2j/LC0nqNkBriAWeyEuBkrCZG+dTNISAkQFhkBSj4bMoWAOPisoThg4AAl2WAA8UBe69avU90Sn8GivCzgwAlmv1wogWQhqW1bvny5fucRw0eEvce/wXfBWCAEQGiAsUlRt6mkuDewYlmjgOA/45xGoW5e0/dC2EWzdwM/mvKRmrVq6iIc8fHureAEmRHDspvxEb9747/fUCJ69dVXVdQbrInMPtDX4LKynD9kptZXkBcC+0NwjIQEwbFbq9oYlHcloW0SY4UifSYiP1ygfgRSloWLFmpjCfSPfhEcO26ZAayhq1eu6kHASoHJ3dJMUcOI24CFw0aMhA33jdWkKBUJFraLQlEtBE02J5QLANd3zeo1+p1poYJA1sAdcO6w0Hbv2q0dfekZx3kw+DbsNj+QPl4NrbH9AlemfYiLJeiIR2wv2O6p4hpXc/Lkybpx3y9AFsBKPMdKjkmXjC5q5Rm4ByYhStuIU9JaidY7LjgtEQVCHyTU0EYSZyYu7Ce45sNgHbFkGRft1tytnglpcduYgdn84sJx0dD5lJgNMx26MrcsV4NvgKaPZA1jlUw3lrLBN+B4UFBO7DurZ5bvmjS4ejVr5jC9o856pHVNGrwcFJOztBhB6D7ZfYx76SHovY8+koQOYmdkMgblQX/iubiXhGj86Dm4SmYweVavLBWtImcgMRDrwHTHIiMrit6J9j4m6O8dsIhx86nGwKWihta4m6LyKipS2iW3U92kH8eo69+ItsXZvbO12Jqlz2J5JScuEtokb8ndIi1atpAePXuYoLMPwILB/Qf0V00gwe5Yrwzg92/ctFGJvldWL18IZO8G18kMRu/cpbOkdUyT7Tu2S8H2ArVOYhGY7LS+JkNEq2sqJgy8B8kAtGZYIAcPHdT4GW5WLKLsUpms27BOjpcc14V0gtVkugFPbEWC7wRakUVgneFixZopj+4tNy9Xy6l6dO8hqSmpuoycgT9AQ1HOC+VkVGPQMDPWJl1+L7HtvNy8iKhG8ezqIYCIYJUDRqNEilZjBRA3g4Sut8TIKID3uuOAwXdBIqZ/v/7SpHETWbd2nRw8cDBmJl1+J0YGLatok9SnTx/fd+P1jMxwN+lYwIVM4TdF2bEQP4O8aQG0du1aTXGTvSRGY+BPIJWB0HAzaaDJ+hGxAGQYOTk56kHQ0x+1v9/hqV8DobHKNuY8mZJNGzfdLjuKVnAxrFi+QisisEz9JNw1+C4Yo8R3mXSJnzEJRfukSyw3Z02OlulhkeFiRkJpl+dBGjIjffr20fIRYkj528pXdY5GnDp5SrNjJaUlkt0n27T3iRCQYUbwTcwIGQ1F1hcveNOfz2nQ/w/Xkhgh9cFk2CMlBOKLiDN1jSz5RZM3+uLv3Bl9wVZmc8x2av+Y5bk4DJFFDph0qZclNIIHgaA22iZdfg8JOX4bVSiEQOrVjZxVq3xBZpiwLJk/cMBAqd+gvqxctVJnwGipEMBsX7WynKSZ6Uhx013DILJAbHPQoEHSvkN77eW1ZfOWqAmLoPukVImVwZLaJmkTBpZjjCS40jWjKoDQyB41atxIsyg0UGQ2pNNFJNcp2vEHXGh7HVFTrhS5oONK06ZNNfbJhIt1zXoOkSx2xiIjs04IhI42NBRFbRAJcbLK8A2ZAQ6etuppEqfKeMpJGDykhv1YPvEgnD1nWWSrVmkckHgLborJXEY+mGS52EtPlGq9IpMtYzQSCQ3BNt2YCYHQ1WbEiBGawY00IgO+IjMAacXFl/ceo/EhPdBYFo7ZMJIGC22FV65cqavXULgMkfGbDCIfXOgQGmPywsULsmPnDnXTEIH7rZPE/UDHZfRzxMioeMAia9mqZcSKt13pNBsM+FpHjx1VQS0qeSyb7F7ZSnR+njVoccTSdqvXrNYiZepQydYy+A2iDxACSStE0B3TOmrbdJp1+tmTILlGkwesscI9hbogCTEyyDmS4VsyA3w1ZAwEJXds36HN4FhfkkV8/ThYiD2gl0MAzIBhjYFu3bqZYH+Ug7gorhpxJ+JnAwcN1MqOWjX950mQVGM9DsIftArvmdVTxylx3Eh0LSvD12Rmg4POQMnPy9d1ODkBtGlpUL9BxSu8hc50paVqrhPnIy7GykxpKWm67oFB9IPYkwq/N29S65widQThyI78QBJc5pAuMT47zsdiJF27dtVa6WhARJAZYEYp3F2oXSbOnDmjq6XT7RIrzatYGoeOjrnMdGiPTp05pT3J6IARidkgg9DApEbiiioBWkvTYYIwA73RmISr3W+NQQeBfIR+ZBgEhGxaJ7aWAf0H6PeKZKXAnYgYMgMsiksGKTc3V/YU7tFAJRZat+7dXJ8BmX1Z9Jcmk3QlpdUy6xx06dJF3UpDZLEJLicmWxabRldIYoCFsNEWUrrmJnlgAJCIyt2aK3uL92pbcORBWI14D9E2RiOKzGww0xQXFetaAjSOg0gQMqalpmlGySlLjUOFJcbsRpaShS8gNVYoRwyL8FcX+TWIeUAkWGko6qnprFunrmYMmewo2oZYnCIT6n6PHj+qY5QW9ZfLLquVSNstrLFoDX1EJJkBvjZpcU4YyQFmQ05S26S2WopBRok0eagzIZ/DwKQWDzEvDSXp8lGzRk1JTErUAD8zbySLJg2cAWMHy4xJD2+CVckoD4JQUlJT9BYdJcmsUImNMcpEi5eAmPfQ4UNy7fo1SWiRoHExEhJcD9HsMUQsmdkgTkGCgAGD64mlhnVEULNpfFPtWY6qGeutqoRjD8LTZ07L4UOHdWCcPnVaZzz2QTwMwqTsI9oHiEEYYF1hTLxMhnuL9srx0uM6vghH4EkkJSbpQiqUD9WpXafK4wkPhaD+saPH1Ppj7JOIgBwZo9SRMtHahBntiHgyqwykEWi8CosK9ZaZCvIhRV63fl0lNwYQREcnALqJIsgFzGy8nwECOZ44eUKuXb0mN2+VF7zTmA5pSOdOnSW+abwpEjcICqz2RBwL6wlLjTFHLLha9WqaJGjerLnGs3RRYovYKoctbt28JVeuXlEipHEBEyx/M4QZv3Xq1VH1PmtaqisbY95CVJGZDXULL17UmerY8WNy9PBROXfhnGaTiHExoJj9bKUzhMZh4DGIjlssPjRDuAIMEAYYz8XCDGfgPBhfly9d1vAIlj9x2LNnzpaPL8swu3K5oiNHhZHG2GWMstWsXVMnYkDiizIkxij3wxFaiVREJZndCQgMK41l91mjkllN10Os+OWQGYOIgYA7yoaGjb9NQN/ADahnYBHYxbKL6joyRtVqs0gPqKzD+l+7Vm1txoDIFfcRjyFWyetOxASZGRgYRD+M2WFgYBAVMGRmYGAQFTBkZmBgEBUwZGZgYBAVMGRmYGAQFTBkZmBgEAUQ+f/dE1tuTdiMUwAAAABJRU5ErkJggg==[/img][br]Welchen Wert hat f(4)?
Durch dieses Pfeildiagramm ist eine Funktion f gegeben[br][img]data:image/png;base64,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[/img][br]Für welchen x-Wert gilt f(x) = 4?
Durch dieses Pfeildiagramm ist eine Funktion f gegeben[br][img]data:image/png;base64,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[/img][br]Was trifft zu?
Durch dieses Pfeildiagramm ist eine Funktion f gegeben[br][img]data:image/png;base64,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[/img][br]Gibt es ein Element x der Definitionsmenge, für das gilt: f(x) = x?
Notieren Sie die Aussage "Die Funktion f hat an der Stelle 3 den Funktionswert 10." in mathematischer Symbolschreibweise.[br]
Notieren Sie die Aussage "Die Funktion g ordnet der Zahl 5 die Zahl 10 zu." in mathematischer Symbolschreibweise.[br][br]
Notieren Sie die Aussage "An der Stelle 2 haben die Funktionen f und g den gleichen Funktionswert." in mathematischer Symbolschreibweise.