Die Schaltfläche für eine neue Aufgabe wird nun nur noch bei richtiger Antwort wieder freigeschaltet.[br]Sollte man nun aber eine Aufgabe nicht lösen können, gibt es momentan nur eine einzige Möglichkeit, um weiterzumachen - man muss das Applet neu laden.[br][br]Das ist sicher demotivierend, v.a. wenn man vielleicht gerade einen sehr guten Score erreicht hat.[br][br]Aus diesem und anderen Gründen ist es sinnvoll eine Hilfe einzubauen oder nach einer gewissen Anzahl an falschen Versuchen, die Lösung samt kleiner Erläuterungen einblenden zu lassen.[br][br]Wir stellen hier zwei Umsetzungsmöglichkeiten vor:[br][list=1][*]eine schnelle Hilfe in Form eines Kontrollkästchens[/*][*]eine automatische Hilfe über den Prüfen-Button[/*][/list]
[icon]/images/ggb/toolbar/mode_zoom.png[/icon] [b][u]Vorarbeit:[/u][/b][br]Die "richtige Gerade" ist bereits als Gerade g im Applet hinterlegt, da ihre Funktionsgleichung als Text auch in der Aufgabenstellung angezeigt wird und zur Überprüfung der Antwort herangezogen werden muss.[br][br]Zum besseren Verständnis bietet es sich an, folgende Zahl über die Algebra-Ansicht zu definieren:[br][center][color=#6557d2][b]m_g=Steigung(g)[/b][/color][/center]Nun wird ein Steigungsdreieck samt Werten angezeigt.[br][br]Sollte das Steigungsdreieck auch oder nur in der rechten Ansicht zu sehen sein, muss die Anzeige über die ⚙️Einstellungen - Erweitert [br][img]data:image/png;base64,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[/img][br]umgestellt werden.
[icon]/images/ggb/toolbar/mode_showhidelabel.png[/icon] [u][b]Arbeitsauftrag - einfaches Kontrollkästchen:[/b][/u][br]Definiere ein Kontrollkästchen in der rechten Ansicht. Wenn du bisher keine Änderungen in der Benennung vorgenommen hast, wird es automatisch die Bezeichnung [math]b[/math] bekommen.[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARoAAAFdCAYAAADc7qJuAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAHl8SURBVHhe7Z0HfBRFF8BfCr0rKjYEpaMgKiAKiiiigoAdUazYULH33kFR7FiwIQqiIPqJoqiABREQ6YpiAQWxEHoCpOw3/7mdy+Zyl6u5XJL5/36Tmy3Z293befvemzdv0rZt2+aIxWKxlCLp7qfFYrGUGlbQWCyWUiek6fTHH+ny8suZ8u+/aZKf764sZapXF2nZskAuvTTXXROc9evXS05OjhQUFLhrSp/MzEypX7++Okd1khaLJSqCCpoVK9Ll0Uer6HqdOkrtSZLek6vkS3a2T+CMGLFdMjLcDR7+/vtvqVu3rm70yWblypVSq1YtdU/UTbFYLBGTlp2d7aQHSJKrrqomO3aIEjYiDRq4K5PEhx+KvPOOSPfu+XLGGXnuWh9KKCphlCsNGzZ01ySf33//XXbbbTclfK3VabFESvoOJIoHrBFW9e+ffCEDJ5zg+5w7t3hD3rBhgzqnMjgpDzvttJNs377dXbJYLJGQ7jjBe7f33tutlBFbt6a5tULy8vKUORXEnkoiVapUSapvyGKpCFj932KxlDpW0FgsllKn0gkaHMoWiyW5VDpB06ZNG1m+fLm7ZLFYkkFSBc0PP/ygY1AaNWok//zzj7s2eXTs2FF+++03ad++vWzdutVda7FYSpukCpru3bvL5s2bZdasWdKlSxd3bXLo37+/zJs3T9fpnm7ZsqWOybFYLKVPTILmuuuu01pB586do/J5ENULDCGgmzhZDBw4UN577z13ycfq1aulXbt27pLFYilNYhI0BM0tWLBARowYITfffLO7VuSee+4pVgIbOLEwPXv2lClTprhrSp8333xTiBei7Lrrrv46ppzFYil9YhI0mD49evSQhx9+WFasWOGuFTnssMOKlf3339/d6qNr164yevRo2W+//dw1pUc0fqD8ZI0ctVgqIVELmvfff1922WUXmT59ugwePFj7XAxNmzYtVrwDEI844gg588wz5eSTT3bXlB79+vWTVatWuUvhadu2rVuzWCyJJmpB07dvX/n555+ldu3a+vOPP/5wt4g0a9asWMFUAXwiCxculDvvvFPq1aunS2nA8AAEGgIxGujyRoAGjv2yWCzxE7PptGXLFrn++uvl119/ddeWzJ577ikbN24sUhINvUg4eL/88ku9/O+//8qff/5ZpEDgOrP+v//+0yOz6QK3WCyJI239+vVOjRo13EXf6O3LL68mV14p0qGDuzLJXHCB73PUqKKjpBEIJfl2Hn/8cbnmmmvcJZ/5hJbiZfz48TJgwAB3qRD8RobevXvLBx984C4VhYRbFPLSWCyWyKhQggbo5TrllFO0c3fu3LlyyCGHuFt8oLGYbnYvaWm+0eKXXXaZPPvss7oeDCtoLJboicl0CkdZ5mtBi0HAVKtWzV0TOS+99FKJQsZiscRGwgXNpImTZMilQ+S2W26Tn5b/5K5NLh2UKrZ27Vp3KTKIqbnAqFIWiyWhRGU6fffdd24tOLk7cuWeu+6VRYsW6eWBZ50pAwYW94d4wZTZa6+93CUf8ZhO4QhlOkWKNZ0sluiJSqOhV6aksi5rnaSn+3wd+DzoBQq2n7ckY3AjXerXXnutLvSWmTrFYrGUPgl3Br83+T35ZtY3Uq9uPTnz7DOlSZMm7pbISbRGw3gs7zUaiGqO9nhWo7FYoifhPpp+/fvJsIeHyS233xKTkCkNmItpzZo1ReZkeuaZZ+I2wywWS2SUSq9TKrL77rvrYRNMk0KszZAhQ9wtFoultKk0ggYOPfRQHYj32GOPuWssFksyqFSCBo4//ni3ZrFYkkWlEzQWiyX5WEFjsVhKnXQzxieQn392K2VE3brFZ9Ak/ScZ+soShlfYebctluhIDxwTRBsi5GTqVJEoo/gTwuuv+z4PO6z4tLOkEM3KynKXygbyHXu7yS0WS3jStm3bVkx1WL06TR58sKoO3isL6td35KGHgiegIpoY4bjzzjv7R1wnAxJq/f7771rY1axZ011rsVgiIaiggX//TZO33spUJlS6JCvpXL16jtZk+vYt2TxiGAElmWYUwo2sgFWrVnXXWCyWSAkpaKKFWQV465MHxiT6zszMlIyMDK15JFP7sFgsqUVCBA1CBuGCo5RiNA2ct5gZfFphY7FUXuLuPkHIIFiys7P1jAj0yNStW1cnL2f0NqOz+UTbYV+LxVL5iEujMUJGHUMLGYRL/fr1tcnENoQPvTRWs7FYKjcxazReIYNAQcjgLEXIAMIE4cK8TuxDagX25/+sZmOxVC7SVqxYEXWrR1DgkzGCAy2G2QaMkPGCycTUKnRLY0LRa2McxBaLpXKQtmbNGoeYlEgxPUtoKfhfCF4z5lIo4YEwItCO/dF86Cpmf2+ELU5kUmw2btzYXRMbixcvlgMOOMBdKlu+/fZb6dy5s7sUGxyjU6dOWkgjsAOnj0klyPnTsGFDd6mQdevW6TQdltSE9oxVsmHDBtl7773dtYklTTVuJ9KHF4GBFoMZtGnTJu1z4cEyAqOk0HwuBmGDgMKcwqzyCifW86Duu+++ejlWyGt88MEHu0vR8+qrr+pUEvPmzZMlS5ZowRgrX3zxhZ41Mx44Rrdu3fQMmvi7GjVq5G5JPZi11MxM6gVtlgkELakJbZO4NH6n0koGp8c6RVLAaDI4ftFkEDLBzKVgYC7ttNNO+v/QbDgO2hEE+76yKK+88oqeCWHSpEl63m40IwRrsH0jKYm4Nu8xvPVULKHOL9R6WypPicgZ7NVkzFgfQvEjFTIGhA3/xydqGsdDeKUCb7zxhlx44YV+rYybs3LlSu1T4votFkvshBU0RsighaDJkJSb3iWEhSGahohwwieE2YXPAdsQ/wwCxxtZHGuJ5RijRo2Sc845R18XwgVhc+SRR+pZEqhjtyJgg/1vSSXR15OI4yWicB4UK4ArD88995zOAR6oqURc/vnnn5A+GiNkEAYIBeOT8QoZ4KEzB4wUnJtMws//MkMBD3BZOIPRZG6++WZdX7hwoTbvECxdunSRCRMmyMMPPyxPPfWUng9q9uzZUWlx7E/60HjgGDiUuV9ogcF8IMnE/M48AzwPfCKMWYePhvsUCL9z4NxdltSBtleSj6Z58+YyePBgufjii7VFEgshBY1XyOD4xYGLNhNMmJg3WzSCBrhAGo8ZIImzOF5nJ1OoNGvWzF0Kz5NPPimffPKJTJw40T+Nbp8+fbSweuihh/Qyvhu247uJZlAlzuT999/fXYoNjtG2bVt9f9AoEYRlhfl9+US4IHQxoyncF6bDCfb7WUGT2pQkaK677jpp0aKFXHLJJe6a2AgqaNAy6OVAyHAC9BCV1gPOQ2s0IgRWoLYULbz5edNGA99vfDPw119/6Ybj7fYP3CcSuIfRCKZgeI/BAxHv/UkkCD+6rrk39M7xoNKNHfjCsYImtSlJ0PDi4AXCS2XatGn6xRcLxQQNjZ2Hm7cnZZ999gnbwIygCHzAooHv5ThlIWgCCSZojPnIjfdeJ42NhoRJE3juFV3QGOhB5B7wsGL6co7ee2QFTWpTkqDhdzQWC+bTSy+9pOvRUkSCcEC+FMcvDatp06YRv8XNyVRU8CNx0+kp88J94h6lggBA6MVbzO/IMxApmE5oMvwPjv2K/ixYoqeIFEGj4O1E47FvoKIgZNCUvA2QBoXgobcqFUD7iacgaLhOk+qDl06koFrjROf+oFVaYWPxElTQ4JOJ1h9RGSD9hbcB0qC4Z4F5l8srXAcCgmcgI8MXWBkN9EhyT6ygsQTilyY8GDwgPGRl2bORaMx1BZZo3tYGNBre+NwjoCFiNrAuFeAFEU8xpmF6ehVVEDq+MWjRgDA2cVEWi6GIoOHh4I1dkUDjoPF4Cz0lRlhEC70rmJbAMejyryhwrxDCGRk19HKVKrX1NUajnSBoOAbHslqNxVBE0PBwUCoSOGl5+E0xQWaxCgicwghj3tocJ95epVQCDS09nalkjIaWrrUbhHOk4KupiM+RJT6KOGIQNhX5LcTDTxd1NGkxAkG4IKwILkTolFf4ndFWuB8UhligiaSnF418RrsxGkokYH5ZIWMJJG3GjBlasvBw8JbmrXbiiSfqjRUFHn6EAxHONDB6idBKAhsEJpWB/dGAgsF9Iu4AX1Yy/TOcLz6hUIQzezlXBCX7+bSXqrqwPjs7S9cLCojbqa00k8LvKSigy3qHjg4vCUxvOhF+++03fW+M/8rG0aQ2/G6lHUfjD9jjywjQo7EFG+9QEqbBxtNTxcVwHBpCPPD2RUgEwvEZS8VYnFDCgUA9Q2DAnhd+FMyJUGPEDHQZJzNgz/iOQoHDl3vM71ylSmGX/I4dm9WxC5RwYR1+miwlJBqo37Pwu3JzN2oNrqTrsYKmfJIMQRO7ZChn0GARQKGEDBB0VlImOBopx+FHSZXYGS808lDFCF+EUWZmocnnOAVKw8HfZLQVgg9rK61tg7vsIzPT5xi2WGIh6YKGDHgdO3aUk08+2V2THNBA4vWpKO1Pa3zEm6SiExgNIlRB0PBm4u2Vllao8W3fvlEtYz4VPgo4hM1bzJCWhnaTYYWNJSaSLmhISzl37lw9GrRfv37u2tInEWYM45zQeGIdKp8aoNH5tLr8/O1KS8tXQmWHMo1IHl9YYMeODdpkMsVxfL1tFku0xCxo7r33Xp0c6rzzzgvrhPRi/Ai8MbHdkwVmDyaEpVBTycioJjVrNgxaEMqYh8GKxRItMbU8tAMa7owZM/wJogDzhKx0gWXWrFl6uwFn5BlnnCEfffSRuyYySEx16aWXyllnnaUTiAeq96FAgxo2bFhIQXP//ffrZOTh4LrRxLj2sgaBfeaZZ0Yl5Av9U+HO3xfmUJI/y2KJhpgEDfb+V199pVMC3HXXXXr2AsAXcMMNNxQrBx10kN4ONFJmBkD4RPp25KHHp0Mjb9OmjfTq1Usee+wxad++ve6yDgfJtZYuXeouFYc4kkhMAs6DDH6RCrjShPv4/fffFzkX6iUVwL+Ul7dF10ORl7fV7zy2WBJBTILmhRdekJNOOkmnbrz77rv1mx54u/7www/FCk5UA2kpERhkjYsUjrF8+XL55ptvZOjQoTq/72effSaHH364PP744+5esfPII4/oY5V30ChLKjiCeRmgqeTnM2CyuMDMz89W251yHYxoST1iEjSYLjROUmaiDZCBC3gL9ujRo1gxeYB5A1MwVUgUdeCBB+r14cDkobeDhmKgsQwfPrxIikGEDzl6iQVAi8K0M/C/5557rk5LiJB79NFH3S2i/UyffvqprvPmx9zDJCRXKs7rwFHMXHurVq20dnXrrbe6a31wXNKAcg5du3bVQtKAJkeSZ87htNNO0+tmzpyp56Ey5zx58mS9Hvje/v376/uM9jZlyhT9vcFAa+Ne892HHHKI1jSNFjNmzBh9XnxP69attdCpUiVDcnM3q5fDZqUdZevPvLxNQpgOgXnWbLIkFAL2QGkjzvr16x2myI0W1Yh1iQdlCuhzCMXgwYOdpk2bOkcddZQzYcIEZ9WqVUW+8/fff3dUI3R+/fVXvbx69WpHNSpn3bp1zieffOKoxuosXLhQb2PSPCVEHGV26WUlgJxp06bpuhIy+rv+++8/vfz55587SmA4ubm5jhJ2+hyeffZZvU2ZW44y45z3339fL48dO9ZRgsl/HZyjEqZOVlaWXmYbxzcsW7ZMn7P5Lo6nhISzZMkSvXzmmWc6Dz74oK7z/f369XNatmyplzdv3qzrSpvUZd9993W++OILvY17edFFFznPP/+8Xn755ZcdJdz0MQLhO7Ozs/W1xQvXzXf/8ssv+llSAk0fV2m+7h6WVITfTb2ogrZ9JSLcmuNceOGFejmWEpNGUxa8+OKLWkPBiYzzmR4vNAQlYPR2NIG+ffv6I1D32GMP7ccxb2a0qnbt2uk6eVOYEdM75ABwsH788ccyaNAgraUx9Qr74QdSAkzvQ7Qwk8wBPTP4oOiBU7+DKEEj99xzj/9/8fugYXz99dd6fzCaDCiBJWeffbYOAGR/IpO5PmZm4H/xK1122WV6XwYrjhgxQtcD+fLLL/V5cY0ch8nvcBQzjYwBTY9jBMI1YCZVlJw6lsRichTFS7kRNEBDwlR6++23tc+GOBxMC6BxB85+cNxxx/ljXgJ7nFgOvIGYFAgbBA3HVtqTLvSSEZ4NjPr2NkojsNRbQZsvTEJn/q9nz57aaW6EFHiHNXDOhHSb/SkIH5zrCDeGDHidsqGmWiHkn/PzHofzwKw1IHgtlmghuNaEpIwePVq3mVhKqQkaxhwlittuu00XLzTAgQMH+nud6MHiTe5FqfBFGls4cJTy1sfXQwQzAsKUww47TO+Dr8h7bXynmesK3wbd7uZ/EIZ84sAOBuOBrrnmGv/+pjD/N3lvAr8LQRYMggiZ2zrwOBSLJR7wKTK4OFD7j5ZSETTvTnpXhl5xlYx8dKQ2C+IFU+Wdd96R8ePHa+kIaBAjR47UJhTQ/f3uu+/qdAdAIz3llFNk7dq1ejkS0CAwxx544AF3jW/ieswO03PGp4n/wbxhgrlbbrlFa0i9e/fWcT5GOLAdh/D8+fP1ciBoHU8//bQe7AlcG472119/XQs9ksMznxTQnX3ffffpeiDcA7Sgzz//3F0j8sQTT/hNPIslVug4obe3ZcuW+vlmYGUsJeHO4J+W/+R0PKiTs8duezp7NtrLefH5F/X6cIRzBv/444/aEbvffvtpRy7Oz3POOafI/6hGqffB8cl+qsHq9TiDjznmGF0HzvX444/3O469zmAcpkpd1MfnOHwqDUdvw7GpGrVz+eWX6204mG+99Va9DbiGIUOG6O9mO+cyYsQId6vPGfzTTz+5Sz7GjRvn/y7+Twka/73k92jXrp2+Xr7rxRdfDOoMBhzP5trZv1OnTnofwBl8880363ppwm9hncHlD343pfk7ygR31xSH35WOA37TWErUaSKYHjYQdR76E8fruv/WycS3J0pW1nr9lu9x9FFySKdD9PZQnH766dr/wFu7tNJEREOweZ1igfiiWMdXcU+JaGamSzQtIDTgoosuiiiKuSzgGeI3t2kiyhe0O/wwtH3mcSsNEp6PRklHee7Z52T2t99K4732lqHXDI1omlsalhU0hXA/MAeZwkRpULo3idgY4nZSNTGZFTTlE541nlXcDnR2hEtwFgtpM2fOdHgYaOT4FAgSwxarzCBsEVahMuwlE+b9JvqZYD4CFHkp8HvFKsBKEytoyi/8dmg1dDhgXSQ63KHSZNiLhlTQaAyBx+A+mUIjppj1JWH2j4dQxzDr+P2soCmf8NtijeTk5Pgj4c0UPImgXMXRWHyNmkKD5pMHJJyQAR6ieAl1jEjPwZK68CwR2oHpVL9+fS1k+L150WHpxFusRhOEVNZoYiUZ52JNp/KPeWl4SyKwGo3FYvFjtGUKL320nEQUK2gsFksxEDiJLFbQWCyWUscKGovFUupYQWOxWEodK2gsljhg0O2CBQtk9uzZ+tMM6rUUxQoaiyUGyEpA6hByJHXo0EGnfuWTkAjyAREKUNaQ3QBHbCpgBY3FEiWk5CCozWRSJLCNGCJSkzBchFxGiYh9qkhYQWOxRAHjgUiqz8BDkp6h0RBvQtwJ44NIckaAoqUolUbQ8MYh2x4qb6KiHS2Vj9tvv10LkpImP7T5l4tTKQQNbyFy6jKOg2EO/3jmmbJYIoVnB78HZhFZF6OBlxumFeaWGbLjxbuOuneZ/+VFSf5pPkNh9gt2fC/sx1Cdn376Key+Xvg/s7+pB/4/y5wD271UeEHDBZNXmPFchEKT+oHPVHDWWcoXDA4EEnZHAzN18NzhKGaiQkytZ555xt3qg3X4eph7jHqTJk30eub9wiwjLzUzYjCGjPm5Age4Tp8+Xe/Hs01CfhL1B0ujS9pYckzz0j3++OP1d91xxx3u1pJhFg72R+BhOjLwkuUWLVrodoZDnPPTQw7UuXDufhhUCerEU3pep0hRAsSt+WBZqbruUmSsWbPGP9dSPKgH063FTiKOAck4F34/fseKmsqTecBUk3Fuuukmd01kKCHhHHHEEf7UqnPnztXH4TkzsEy62fr16ztff/21nmcJZsyY4cyZM0fXgTnJ2PfSSy911/hgHalgzb3mN6hRo4Ze74X0r0qI6d8HSC3LPvPmzdPLJfHwww/7v0cJMb3u1Vdf1etII/vpp5/qdRy7evXqjhI6ehnSvvzySwfpg8qDakcuCiRdRYBR3LyFyLGBOmdUOuYxYtYEs87AyHVDqiS+Kk/wduNZqqijt2kbzE5Bsm3mGfNiZuMwsB/3As3lyiuvLGZiDBgwQCfCHzJkiF7mPuHboQ2Gg1lLFy1a5DdPOJ+XX35ZJ+L3TsnDd7z11lv+/dAwunfvrs/Vm0UPTYV4IBLalwQztN54442ycOFC/xxpaE0cCw2M391Akv7nn3/e/90VXqPhrcqbw3ts3gq8aQMhQTPFajTBqewaDdejmoyeXTQQ1nsLM6dCnz59HCVkdXJ5b0HLUYJA7wP8DzOTlgTPNs8lCfLZ39C4cWNnt912c5cKOeOMM4rshxa0yy67FDsXylFHHeXuFRqj0QTCOhL2e7n33nuL7FvhfTS8KbAZedsasE/RdAJBg7FajCUUaGjMx/7jjz+6awpRbUkXM3WOISsrS09Z8v777xcpX3zxhdx5553uXj7MrKSBXHHFFVojxAmNr6aI70PBs4yWHg7yLDGRYOC5UAJ9RtFiJmoMRYUXNAgZ9aZ1l3xgLnkFj8USKUx5DNdff73+DAe9U8xm0bp166DFS7AgPwQDc3sxZ5cRZmYuMwOxPJFMlEhSe8weEtuFO5dEU+EFDQIF25cfAjsZ6U93dyRvAIslEOY0P/bYY3UEcKiJAb0QwMezxyRsgTA+qiT4P7QQJhmkZ8dAqIYX/DPKVJWpU6e6a3wETsvDhIoIM/w2gQQ7v0RSKeJocEzi3MUpiZDBYYajzmKJhSlTpugubrSVU089VQuMFStWyIMPPqiXvTBPEk5RurXplmYW1JNOOkmbGuPGjXP3Cg4dFmg0OHWPOeYYPadamzZtZOnSpe4ePpj7i+OjsZx//vny6KOPygEHHKD/3wvDJiZNmiTnnHOOtGrVSk/fY+ZUw9FbqlR0Z3AsWGdwcMIdo6I7gwMZM2aMs+eee+puZLpzqasGr2dVDWTlypXOYYcdph23zIRKb68X1i1evNhdKooya3SXtBIejtJaHCUg9P6B4FzG8cy27777Ts+iGmw/us5xKCsh6Bx44IHO+++/724pGa432PFYN2rUKHfJx+jRo4vsG3Ny8tNOO01L9Ouuu87fdYeWgJRctmyZXga0CcK2mQjNQADTVVddpSUz9uXVV1+tpTHHCfSdYOqUZD/26dNHnnzySXcpuuTk2L500+Hg82KTkwcn3DF4hipy97YldmISNJgfqGE0aiWsiggaGn7nzp216sZ+qI3YfxzbxAnQ7/7SSy9pFRJ7k0Fqb7zxhj9SMRDiYAxMXM//mdka+U7v2JJoBA2TsqG+MoG5FytogmMFjSVWYnJUdOvWTQYNGqSDdIINLiNYqX///jJw4EDdFUfjN86mYcOGydFHH63tRARO06ZNdffd66+/rrcHA8etKTzIPOxmGSGDoPvhhx9EqaM6aMnArHt8rxGEgD3NeBO875wXDr3Vq1e7Wy0WS2kQk6BhsnmmZ8VswoQqieXLl2thQFIgoHsQ77cXHGTjx493l6IDYYGjjPEaX3/9tdZ0jGOLsRjMVT1hwgS9jNBjHmtiEYis5A3MpxU0FkspE60zWAkXRzVgd0nZTSLOkiVL/M7g3r17M5e3v7BdmWN6G7A8efJkd6kQpXVE5AxWWpLz7rvvukuOc9lllzlKS3KXHGfr1q1O165d/eNIlBqvIx+5znbt2ullgxJ+QR131hkcHOsMtsRKVBqN2l9ee+01ufvuu/VoUQr+GMY/eKF7DXOFgkaDeeR1EOOnSQScz7fffqt9QcQ1UEaNGqV9A7NmzdL7YN5dc801+jzPO+88/6hYi8WSPKISNJ999pl23o4ZM0YHIlEYaEagEP6QYBBoRBwA5hHQy/Tzzz/rukG9AUVpRe5S5GD6UIgtIJbAlJtuuqnIUH5MJUAwWSyW5BOVoKEB48xdvHhxkUJv0dixY929fCAAlCqtoxtfeOEFrVEAwmr06NHatwI0fnqq0DqiheEFjFtCg8FPQ+nRo4co00n23HNPvY8ymfSYkhkzZugRtziCLRZLcolY0BDPQg8N3cuB3HbbbUUExbXXXquFAN3MdIPTS4X2A82aNdNDyBm8SO8TkY/0Hk2bNk1vj5aHH35YbrnlFvnkk090j9Pbb7+thRoaFsLukksukRtuuEFrUg899JCO3GS9gd6qYAmCLBZLAonUGUw0ISUYquE6WVlZum72MyU7O1uvD4RkVDiRcbziQIzVGQzLli1zzj77bJ18Z8iQIX7no9KkHKVt+Y/Ld/Tv3187tIGEQjiE77vvPr1ssM7g4FhnsCVW0lavXu0QmMZbnqA6hrUzDiIacPoSmEWJB84h3lHVmGtoU/GAZkSsDkFn8RBN8GAoEnEMSMa58BzYgD1LMNLQKog3oZHTe0P2LXJ/RoMSWPozHkHDMSg8qPFgHvZ4wK9DgwqXYyMciRCciTgGJOtcrKCxBCPmsU5eaNwQTwNHyHCceBtDIt7cdghCcOwQBEusxPfqt1gslgiwgsZisZQ6VtBYEkNA1jeLxYsVNJb42bED55i7UHHB33Tvvfe6S4UwBIcOFXxY5R1i4LhO/JReiE/Dfxrr8CHrDA6CdQYHJ+gx6HFkimH12+W7KVIrqjO4X79+OkMAMx14n1OukawA5PaNhJUrV+rUKNHQs2dPf9BraXPWWWfJe++95w9kJfcwQ3o++OAD6d27t14XLVbQBMEKmuAEPUZWFmHjulrRBQ3hHwx5YSBvp06d9DozKRvthmuOBJ51Iu2jgdiweOPDIoXzYwgP+aKYwYEwDwYsMxFerFhBEwQraIJT7BhMY6OEiEb9bvnqflVkQQPEmK1atcqfwwiBQ9wV6WlTCYbdBJt/Khj8Row/9M5yCfvuu6/+LZlaJpLk5WS+JGA2GFbQBMEKmuAUOwbZDNXvptltN8lX9YouaJj4jXmVaFAMGG7UqJF+6zNNbSpBW0YDi5Td1O8XCGlVSAszefJkbTaGA4FLOw4KggYYpxJJ4qtgKCFlZ0EIQoUe66SeFXWjfMUdz8bvx+9Y0cc6MdvBxRdf7EyaNEknd4uWtWvXFkkOF0m5/fbb3f9ODiSTY9pexhEqMaHHBcaD7XWyRI/SbMQkjEd7rFG5JuPDLCGZ/ptvvqmzB0QL2gPaezTlvvvuc/+79CFh/8033ywLFizQM5AwF9QRRxyhTcZYqRSCBrOQwaLewjpLjCjz2k+c5mV5hKmCMEuYs/rcc89111YMSErHxAH0NJmcTvheSAPDzCa4JmKhUggapmvB94MX3ZR4/EmVGuP8BQadpsU3Yr+8wtS49Dbh36xIkNxu5MiRelZNL8zCycwnZ5xxhrsmOiqFM5hrQrhE6gy1zuDg5G3ZIpnqGdFwrID7wzNU0Z3BBq6LqXyYRNESnkrxWqeHAEGGyUQaDOqWKFH3LNNkIkSLiTBmpCJC0B6RwFbIRE46bzrsTQomBiHGNMRoCwRbn+ziPQ8w2hYBUqQV5U1EZKdZ7/1fNBmKwbstlpIqx6DEexwlpTmA7zh16wq1YvtUcIihGTFihBx77LFhJ+i3FCWN7iukMw2PGQ2IDYhWUpuHjEYcD5xDvL4T7zH4DHZOGzZs0FGWzKjpdQojaAETEjMDwRQPHDteUzARx4C4jqOEdIZ6LjTKLM0vISFYRTadmIxw/fr1OgF+uIkTLUWplAF7aG9ocqEEifXRBODR8qRRI5/pFASeoYosaCyxU+F9NDQwIha9IIwS0XgrBZhMLnl16oQUMhZLSVR4QYNAQVtiJCqfaDP4oZjixRIGBv6ZwX/qPhZY4WyJkQovaIBITIQMsxugzTB4LF5/UqXAo81UxsA8S+KoFIIGiKPZfffdpV69elbIRII3MK8Sd2VbEkOlETSWKKD3zQz3r1bNVyyWOLCCxlIUQhU2bPDV0fysNmNJAHEJGtL9NWzYUHdJUzBJwhX2YyAaXaGRQPKd4447Tvr06aMLiYYOOeQQHc9gYB8TaNeiRQvtiwnGlClT9BgVSwl4k4zHOYGexWKIS9DQaIm7iQZiZcaMGSNLlixx14Tn5Zdf1vlKKaRRPProo+Wyyy5zt4r8+uuv2v9iiZPsbGsyWUqFuASNiaSNBaKQYwGtqFevXkVyY3g1Gi8INfKGoOU88cQTEWtRlRYT/QtWm7EkkHLnoyF6+bnnniui0YRi8ODBMm3aNPnf//6nTbw777zT3WIphlczxS+jBLrFkijKhaDp2rWr1loo5GYl4G7AgAHu1uAwnum7776TZ599Vlq2bKmnkCAHqiUIzNWzw52TyJpMllKgXAiar776SvthTGH0LPPMMCI7FH/++aeOmWHAqMFMkWHxQC+TcayjxdheJkspUO5MJ2DyLfLKLF261F1THAZWBvpkzChziwfby2RJAuVS0JDKglHCJaVRxMxi1LDXSUz3tsWD7WWyJIl0/B0MOKTQE8SgQ978kZRw0ENEdzS9RIEEO16wAvQY3XPPPbqQGJp8pscff7xOPWD28e7PJ/lmmCf5mGOOkeeff177Z3AMm/1KKoZg26IpqXIMSrHjkNrD9DKp38lR2kyR7UEKBFtvisUSinSEC45TCuYIAodu4UhKIB9++GERLYMpIhAKZItv3Lixu9YHD6b3WOZB9a6jkGyoefPmOiM75fDDD9cCgyk6vfuQxIo600SYOsmJiL3BjKIHauLEiXL22Wf7/y9UMQTbFk1JlWNQAo/jHctUoISMd1uoovcNst4UiyUUcSW+QmMx3HXXXXL33XfLmjVrZJ999tE9Pd6gPJyzTZo08ftNyLt62GGH6ToYwZOMxFfhqPCJr8j9a5KMky4jwkyC4c6F39YmvrIEIyE+GrQWE6Oyxx57yKxZs4pF/vKgEeFrKWPQPIyQ4UVRr56vbrGUInELGt5w06dPd5d80PUcDCamYm4YSxliA/MsZUDcggZ1um7duhEPqnz99dfd/7QkHW/6B2XWqLeEr26xlDJxCRr8MLGAHb/33nu7S5akgLPdpH8gibyNmbEkkbicwUTmzpgxwz9AEo0lHOyz//77S7Nmzdw1PqwzODiJcgY7f/8taaZnqGFD3+T8UWKdwZZYqZTTrYSjwgkaXgSbNvnqmEwxajNW0FhiJW4fjSXFwWQyQgaN05pMljLACpqKjndOqxKGbFgspYkVNBUZNBnXrM3HZIrTLLVYYsUKmopKfr7PNwPp6ZLvSZdhsSQbK2gqKt70DzYwz1LGVDpBQ68aPVMVGjQZ05WNJhNnL5zFEi+VStCQAoMu2goNJpPpZSLcwI5lsqQAlUbQEKODoIkn1qdc4B3LZOfLtqQIlUbQYDI1CBNDgrZTrjUeRmWj0QAmU2amr26xlDFpCxcudGrUqOF/45P8iuRS0UBUbyTDD8KRiONwHUZr4ZPCNZFxj0Tlf//9t45aZZlIVi9EsBqILq4fYZ6WUHjPJVYiPUaauncZxgGs7mEewww8JONc+O3YXpEigz/66COdTI381IHPS2WiTZs2MnDgQLntttvcNdGRtnbtWoc5j7xDEJhwLRr4X/OQxUppDUFgmeviwQcjaIINU+AcgCl1y90QBO8Eeo0aaWHjJRnnUtGGIFx55ZV6HB/ziMV778o7tCMS233zzTfy+eefu2sjRz0X6bpxe0u0xKuFlCZoMwz+ZPwSBWH2n3rzB5spk+tI5WsJiXH+Qu3axYSMJXpWrlypU8aSrK2yCxngxfzAAw9ItWrV5Msvv3TXRk58unQ5gDdrI/WGNwXBigZXq1Ytd49yDvlljNDkJYGgscTN4sWL5dprr3WXLIbHHntMxo0b5y5FToUXNEZLKbfaSjg8fiUlVa02kyBwIZAM31KU1q1ba20vWqJOE/HTTz8Vm9wfcyTWhoxTllkOUM1Kw0cTCKYU2kxJ31Nu0kRgMhltBg2tbl1fPQjWRxMdr732mtZ8e/fu7a6xGLgn0c6RFpVGwzxJEyZM0M5Sb8HBGrgu0oJzCSmZLEza0XKPatRFTKYShIzFUtZErNGgbfTo0UNn1AuEbcDbLBaGDx8uJ510kv7e0tZoIqFcaDRKuKsb76vvumvYkdlWo4kOq9GEplQ1Grp+ibcpDXr27KkFnCVCMJmMkMH5WxE0NEuFplw5gxcsWKBnnBwwYICe/dLEvYRjzpw5OiYiFpi588ILL9Rva8DH4w3sY2K8c889V4YOHaqn3o3FI+8FjYzpe9EegsI1G5MJn1idOr66xZLCJETQEJMyadIkPQXu/Pnz/QJg9erVMnbsWF2HefPmyf/+9z93KXI4HqbV5ZdfLgceeKBW3Z566ilp3769bvjh2Lhxo/z444/uUnTk5eXJDz/84C6J/n4iqAGhwLS7nTt3lvPPP9/vqzLg07rlllv0/cEsDBa7EwjXShSqMUeL4Tm+DsyzWMoBcQuabdu26UhiGtEBBxwgjzzyiG58BjNhHJP9n3766XLcccfp5WhYtmyZ7u366quv5IorrtDH/OSTT6Rr1656Du6yAkFDMODFF18sHTp0cNcWwuydDz30kO7l+uWXX+KP3THTpYB1/qYsU5dMlXvev8dfHvroIXn3+3cle4fvBRWONRvWyIzlhb5Q6huyPb+9y30f3Cd9n+4rQ8cNddekLnELmhNPPFEeffRR3fj79++vTQeEAo5lA5G4J598snz//fcxOWpxECPQjPkCOBlxIg8ZMsRdI/Lpp59Kp06dtPaA5uGdQZP/ZYJ/utIZt4FANCAw+vXrp3u/+N9jjz1WC8ZA2rZtqz+POuooLfSYNmaDavwI2ldffVVv88J85AjffffdV+87bNgwd4svZQX3i7mxKGhEXgjzRmPjnBh7thUh44YVvKXMxvZduujjMh3x7Nmz9XpLavDRko/k7v/dLfvtup8utarWkuFTh8tu1+4mK9eFj0FB0Bw14ih3ST1vqh4oaA65/xBZ8c8Kub///dKoXjnQbOl1AmUiOOvXr3dWrFihlwNhu9JG3KVC1CGcrKwsRzVkd43jKKHjTJgwwfnzzz/19szMTMd8TzC+++47Z9asWfo7QqG0Bqdp06aOauSOEmbOb7/9VmR/llu1aqU/QZltenndunWO0n4cJWCcRYsW6W2cixIOjjKp9PKll17qPPjgg7oO7777rtOlSxdHmS/6nlA338U5/P7777qutDhHaTL+bffcc4/z2GOP6frEiRP9xwAlWPT//vvvv3p5wIABzt13363r3Dul7TlPPPGEozQk55BDDnGU5qa3sXzOOec4d1xzjeOsWeN89/HHjtLkHCXI9XaupV27dvo8S4LjxEu4Y3AfuF6lvenzycnJcdQLwvnjjz/cPcoP6sXhfPDBB+5SdCgNw5HBWMFFuWPyHUHXR0tuXq6TflG6u5R8TjjhBLcWOXFrNIyIDvQ9sOztGu7bt2/c4dw4WmfOnClnnXWWKEGgu9qPOOII3ZUKkydP1lqJiebcY4895Mknn/R3uTMzJtoFcG6q0YsSkNonwqjUq6++Wm9TDUTWrFmjfTMh/SQRgObEOBk0L7Qx/FOAqYV2tXDhQrnmmmv0Os5xxIgRogSTXgZMLsNgZXL+/Ouvuj7suef0+aIlKoGn73X37t2DalSW1OKqo69ya/Hxx/o/pMCJ/dksC+IWNGeccYZu+F7oHcK8MLzzzjt67AjO4nhAWNAD9NZbb2nz7JRTTtHmB+B4Doz/odvcpHoIjPFhGSGDIEBYHnrooVo40Njxp8QLguzMM8/UZhGmmtcpjqlWp04dHWdi4No6duzoLvkipiFNCaUMJfC0e12ZkPPUvcXsQ9CagoP9559/1vtbUhcEhJcx34yRS16/RNfHzRknl469VNcfnvqwzF81X9fh02Wf6nXw35b/ZPzc8brOOrMeZv40U/a7dT9peUdLmfPbHHetyPQfp0v/Z/pLzo4cUVqV9Hi0h3y94mt3a3KIW9CMGjVKlNmh/SH07KAZKJNFN2ADdUZ8MiAL30a0kAMjMA8GDREhZ3xBCJRVq1bpugFhhA+lJNAI6E5GeNFYuYZAf0m0GC2Jbu/ly5fLr0obQSMz4HPCR4N2Y2AZp3cR1HGqbNzoLiiUJoZWxv3mmN7yzDPPuDtZUpElq5dox+3xBxzvrhHZlrtNpiyeIvvftb8WGE0bNtXrcfLm5efpOqzesFpGzRil63kFedqHAwgdCiCoTnn2FBl2yjC5r9990uepPrIqy9ceduTvkPcWvCcH3X+Q7LXTXlKvej3pOryrLPpzkd6eDNLRBGhcNIgVK1boxorZEFhQ9zElAtfTaHDyKntWayw4TCdOnOj/nxtvvFHXCfaj6/vDDz/0mybeEur4FBosWhFagVlHI+XNfuSRR+plzDO62DGHWEYA0fvFd3FsGr/5XwrLrOc4jN1Cw2A9y+TdoE4sS+D/euuB2zh/cw0cB/PNbMOMYl++C8HbpEkTeeONN/zbuRYEMXVzTAcho+rgVKkieaqO83vkyJH+6yTOp1evXjpBkzlWsALB1kdTwh3DUpRG1zXSpfpl1aXDvR1kaI+hMnnIZHerj9XrV8vtvW+X7+/8Xm467iZ3bWga1W0k1/b0uSEePlVpNKrAoNGD5H9D/yenHXyanH7I6fLWJW/JyaNO1tsMn137mVxyxCXy7uU+C2TBHwv0ZzJIx6eBek/PCaYHKjzaQmBBoGBuBNu266676p4nGs5FF12kTQLWN27cWPcMmf0wJ3gb0wDNOlNKOj7nRsgz3cWml4beGLSVl156Se9j3vSYPmhU9DrddNNN2mzh2DRu7zFZZj2h8pdddpl069ZN/x/7E9yHXwUTJ/B/6VKnV4qhGIHbOH8KPWucC9/PMTlf4n0OOugg/cm+9M698sor/u1ofKNHj9bb9DE5tmfwappaZhtChYBFzCz+l54putaPP/54/3kEKxBsfTQl3DEsRVkzYo0u2c9mS+7zuXJ9r+ulambRIRx1qteRAZ0GuEuxk+/kS7fh3STzEvVbqNLzsZ7y3e/fuVt97FF/D7fmY2OOR1subeLtdQL1Zi/S6xQtkfQ6RYrSQtxa7CgtyPnvv//cpdhRWo1biwF1Dv6SAOI6F5dwx+D3Uxqd7XUK0esUyPMzn3d2v253d6mQ2pfXdr799Vt3SZ3L1686TW5q4i45zq///lrs+A2GNnBrxZm6ZGqx/Vl+8rMn3aXoKNVeJ96ymAOlAT0y9ey0IIWsX+9WlKliE1lVeowfpiSIs/E6kFONiAUNJgGqOv4X1P/Agk8k2PpwZe7cuXLDDTckNVVESsMYJ2W2aZQJVlCtmq9uqTTUqFJDJn8/WXLzc3VP0U0Tw/tuRp83Wg576DBZu3GtdjIvW7NMal2eOlkko+p1evbZZ7U/5osvvkhYIW6FtAwWF+8o9jDTw1hSE3qP+rbv6y6FZpc6u8jRrY92lwqh5+jt796Wjvd3lFvfvVV+H/a7HNWqMFwEAo9/weEXyLiLx8mJT58oB9x9gNzwzg3y4/2+8X31atQrtj/LppcrGUSdYS8Y9LQAWk+sKDNOHwcHazzgwC23+WgYFW56bzAla9aM/hghSMRxwh2DZ4hnwOajqdiUeoY9SymCyWSEDIKSCeAslgqCFTSpALEyWVm+utIAdJJxi6UCYQVNKkD0shuYp9M/xGGCWiypiH2iy5r8/MJeJvxT1mSyVECsoClr/vnHrShIMm6xVEAqbK9TwbosKVi9RvKXLJX8v//RnwVr/5ECGna+Ot+CfHHQJtw6n3qZazFmDJ+mHoj3PNV1M0RAMtT1p/s+09Q6R61jfVq9upLZ8WBJV4Iks3kzSW+8t2S229/nlzFBkPhlgsTM2F6nssH2OoUmll6nciVonI2bxFHnWKAe3IJVf8qOmV9K3pJlkv9DbPmAU5HMA9pKlS6dJfOgDpK+eyPJq19Pqu26i6TFGSFsBU10kPye8yYtiaUQBl4zANibjSASUlLQOOvXS+5330ueKgiU3AULpeDP1T5tIwrS92ks6bvtKmm7NJTtDXcWp25dcerUljpoFnXrSFqNGpJWs6Zbamj/CHUSjNOgdm60G6MI3aN5UA3OyStMK+qQrFwVJztH13XJyZFcJRgzduSK5GRL/opfxdmwUfL/+ksK/lsnBSuLprQIR1r1apK+996S0bSJZDTfT6oc0VWqHHaouzU8VtBEB9dAQnxyK1kKIQcUebu9+aYiocwFjbM1W3Z88JFkP/mMMm3+9sWSRCBQ0vfaU7/9qw84XTK7dOLLtbmSq66jCiYI3cQKBBizE6AGM8KYdAZc4267KSESglIP2GMmA2OW1a9PrlN1zSwXyI6PPpEd02fKjskRzhbBdVfJ1OZYjUsGS7UzTnU3FMUKmui54IILdEJ5Ztyw+LI+koqFYUPRklRBw5s8b9Fi3Zi2v/NuYYBaIOrhzNivqaTvsYdk7L2XZKo3d5XDOku6EhbhCIwM5txIbkW+GQOCBEET6nxLVdDQw2QGTbItzHeYY3Dvdkz7TPLmL1Ba3h+Sr4rW8kKAX6hanxOkSo/uUqXjwZJbq2aJQiISKpugAfIg3XzzzfqazHNeGSF/EvmdHn64MKNfNKTNnz/fqaY0AG4iWd4QNiSTiga0BuChKsL2HZI7+X3JnTpNCxgnq3BUspeMzh0ls/sRktG6lWS0ba0ESuwNnOvwChCTMwY4TxJF0WAQIuzrfXi4diAXDcLKpAGNlcBzQYPJVIJcazLqnPJUY1Q7uBuDU+wYASBs8n5cLvmz50ieKgVLC+eg8pK2805SpXMnyTyup1Q58QR3bXSEOxfuc0UTNJbEkFiNRj1UOGw3nTtYv3mLQYNXZgLaSe0H79XqviESZ3AkhBrrxLHVtervYaL/YHMseQd38uZOuEaDkFHrNAixCKYYDqdFhAIf0NYRj2uzVP24PuEWQI3LL5Ga110tokyvSKiMGo0lMcQvaNQDnLt4qexQmsu2F19xVxaS3qSxEixdpPqA0ySzQ3t3bXFKW9B4QeCQ/wZNLhilYjohYBA0gE9G3fNIiFXQBJIz80vJn/w/yf36Gyn4yzPbJajj17zyMqmqNJ2M/fZ1VxbHChpLrMQsaJzt2yX7ngdl+4dTxVnnjtNxqXpCL6lx0QWS0aKZpEU4o2IyBQ3XaTSbYJSKoPFoS7L77m4lPIkSNN7jkIuYsIDtk96T7RMm6nUGeumqHNlNaj9aONmdwQoaS6yU7CAIRDXO/F9+lXV7N5esZvvLttff9AkZ9YbOaN5MGsz/Rnb+42ep8/zTknnIQRELmdIEweOdDxsS1XgjxmgyEKfwSgRpSpurcngXLUz07/XsE5K+UwNt2hb8/Y8WPvo3btle8pf9qH93iyUeIhY0Oz75TNYfeqRs6N7LXaPkixImtZ98VBr8slTqfjpF0ncJ3yuUbNBumIGBtyqaDBOv8dblbZsU6GVSgk2DqZZMARchmEwNFs6RnVf9JLUefkD/rkA80IZeJ+rfPHdm9NPkWCyGsKZT7jffyuaLLvdN/eFS646bperJ/f29Q35nsGrAJUFS/+HDfS949XVCsGufPiJHHFH6phPHNqp9uO9IqOnk1WYaNdJaQzSUhukUCQzf2PbK65Lz/Gh3jTr1RrtJ/Y8mhwwzsKaTJRQhJUNB1npZ36GLbDr9bJ+QUY23+vnnaFW7+sUXRt0FvWaNCLPO4qrgBY+g4bBvvCEyuvBZLjVoAAigeAVZNBQRMgitKIVMWZK+5x5S8/abfL/3OWdJmtLGnLV/Fz4TW7a4e1os4QkqaLa9+rqsP/gwKVBmBlQfNFB2/nWZ1Lr3Dr0cLZj4TzzhLgSBQMM//3QXKgrK7PCDmZaCJlOk1Hrgbmmw5DvJ7OOLv0HLzWrdQba/94FetljCUcx0yj36BEn/51+9kUF99T/5QNLq+6ZCwbxhmlnUcC+YJajIFEBFZ1I0A23Onc8+JLvu6sjddyen1ykccZtOmJJ//+2rc08Y7hCjNlNWplMwOEaVrVslq10nd41I5v5tpN5H7+m6NZ0sofBrNAwILOjZxydk1MNS84ZrpMGcL4sImfHjx+sxQ8wK6S3MltiuXTv/MrNdMhOj8d2EGmngxTMpY/nHpOUEZjKIUcikImnqeow5xXNCN/kG9dxE9CNbKi1+QbO5Z29tg9Mo6k+fKjWGDnG3+EBoNGrUKOxb/k9lA9WsWVMOOeQQPe81EJ8WjpLmj2OCuX33LRpIhuBj2tmDDz5Y9yTFC3OHf/PNN+5S9CBo0QiRmPuqc8pav14KlGa1b+vWwvzmweC877rrLl1n2P3ixYt1PRx01w8bVjzOJRjctz/++MNdShyYU/WmTNL1/B+X+4SNxRICLWg2DThH9zLAhqmTJWPf4PO9GNMoFIwjYqJ/GgLmi9FolNzREfclcfHFbiVCGElKzhDmhkLLihcaPKp/3JD/1yUvTBwRE+iNHTtW1z/88EP5/fffdT0cpC74+eef3aWyI3P/tlL/q890PX/FL5J92VBdt1gCSc+dPlOHpUPa+DFBs7xFAhrGddddp80oNJ9A8NGEcp106xZ5Fku+B2H20UcfySeffFJszBKNdebMmbJ8+XJ3jY+VK1dqAZilzBom1P/hhx/0sWDRokXat7Nw4UKd2IdBld9//732LXz99dc+TUXBPqyfNWuWDgMoRmAvUwD4OBCM5nhoG5wL5bbbbpMePXro9Qa+g+//7rvvlKLksy0R5kuWLNHbOJaB6YoZvv/tt9/qwbFeuE6ui/vC8ItA8LvNmDFD+1a8cK18H1oq/8s9DCRjn8ZS+5nHdZ1R+XmLlui6xeIlXR57Uleq9D5O0tvGPi3to48+qh255PAIBrLn/vtFDjzQXaHghY8mc/bZ7oow0GDuuece3cA+/vjjIkMI2HbeeefJwIEDdWO77LLLdOIi47hG+yEzGEPdERTnnHOO+m6fGoVQIk/NL7/8os0MTBqEJtcyffp03cAonTp1kieeeEJ/d+fOneXVV1/V/69Be1OCSIPmF0SqnnvuufrcSVnB+fIdp59+usyePVtGjRqlzS/OARCiCB72f/311/V3Y4KR8gKBgLCaP9831zKCCAGPdjRhwgRttq5aVZhY6/LLL5cnn3xSPvvsMzn88MP9JiIa3FlnnSWXXnqpFlKcH8UIYMyze++9V6699lr56quvpF+/fvLiiy/qbV6q9e0tGW18z07OiJH602Ipwn97NXMoqqE569evd9SbTz1nxWG7anTuUlHUm89RjdZR6ry7xnFUY3BU43SXwqPMLP0dwVCNwGnatKmjzBv9efzxx7tbCnnnnXec7t27O0qwuGsc58ILL3SGDx+u66qhOX379tXfA0qYOM2bN3eUJqCXDzroIEdpFro+Z84cp2XLlo7SfvQy/3Pcccc5U6dO1cvAuXIu6m2vlw9o3drZ9NNPjrNmjV6vNA59bLPPKaec4txxxx16X+DetGrVyl3yceONN+rzBK5RCRD/+T377LPOBx98oOtKm3OUENR1JSwcJTz0ORu4F4MGDdJ1vl8JH/9xxowZ41xyySW6rgSl/ziGk08+2VFmnK4rIejccMMNug5K2OjjhcI8S78uWqSfJaWFOUo7dJTwdvewVFZ8zuAoekV4C/74Y2GOXpZ5G/NGbdasmbs2NPhtNm7cqFV4TJRowDeBecP/P/bYY+5aH9OmTZPBgwe7Sz7QWNBe1HXq5QOVOmX8TIzeprsXkyMY5KJhH8B8wPTwpi9Ee+vYsaM+H50xzxDEX6QattY+brnlFneNSOPGjbUJhNn23nvvaZ+TN+Ez2hja2d13361NK7S1YImymbuce8m5GEi3qASKuyRy6KGFKT/5XmM+oTUxgh1t1BS0LcxSg9eci7SLOi27InUhWhJB0IC9kuDBHjlypO4loQGjWuMnCWzkwaBhvfXWW7o3ClMFdR2ThnokkO2MhkCGeoSbN6Ug/pPA0diMcYrVwUvaTzOkgmNQAp3htWvXljzCm11BpvPLBDGZunXrJr169dKZ2gz4WLp27arvH05hhNixxx7rbhW56KKL5N1339U9eJgzCMn//a94ek9+g0jvnxf+D0GvtCrdc2cKAo3vjoe0GO+5peLia0nqocMXgK8ArQG/RrAC9PDwZma/22+/XTtY8WUECwaj8Zv/RQuisZ555pnSunVr2WOPPXQDVCaJvPLKK3pftnu/zxS20TDQhljmrXzVVVfpDPVoN6xTKr12WLKf+T/8CqTsNMcOPL53X45tzhe82xA6XDfXatZR8I3s7XH65iqhwHrzv0AdP8zjjz+uNRb8R2wjJomYozfffFPOOOMMUaab9gMhNNiOFoQAV+aUvnfKdNJ+FrZxnuZecG4IXwQXyxQEOQmkESTec+GT45trJd5pw4YNcthhh/lLhw4d9L1kX/Yz52OO4b0vgcXg0M1osXhIL6ju62U69J91WsXmzYnQCFYM5A9FpcekaNGihey///7ulqLQxc3/YWbQs4F5FQjbcTKynf2832cKx0Gb8K7D2cvgTxoUyzRMVH5MBpy5U6dO1Y37mmuu0ds5duDxvcdEG8IRa8w57zY0FxymOJIxlXDK3nDDDdJYCbEDlNDUqGOb6zX/C6aOifL000/r82U/NAl6dRAiCDCczByXhs/+CMhbb71Vd2MTqYwmiGBmG5oa5g/aJSYeggznNuePoxjnb5s2bfyRueZc+DSaGvWrr75aCzo0RdOL1aVLF90jx3b2Y3/q5hje++It+c/5BqylNagvBbWLZy+0VHJW3nK7duCta36As/7vv0M6g5U24Kg3srvkQ73t3Fpxpk2b5mzevFnXcQh+8803uh4K9YYP6wwORDVA7VB96aWX9DIOXiVY9L44p42jFnCy3nnnne6S46g3utO2bVtHmS16WTUup2PHjvr/caziYA1EaSOOMoEc9dZ3Rj/1lLPt99+189fJynKUduI/Ft8f6AwG7iEOVr6D+rhx4/T/4fjFEb1o0SK/w5oyduxYR5kzTufOnR0laPz3Jzs721HmlKOEvN/Ji6NaaSS6UOf/ge9ftWqVf78ZM2Y4J510kq6D0n4cpR3q/c466yx9HwycK45nw+/qetkvkPx//3X+a9JKP0c5b73jKIFnncGWIuixTukdu+GIEOl8iGwYfn/IDHu8XekaVf/nrvHBMm86A3ViRPBBAFrC0qVLtQ8gFMaEQOuIB0wCNIZ4CDvWies3DmCuO0jcEGBOcJx4SMQxoNTORT03G044SfKX/aCnwKk/a7od62QphhY0DdUDkdXGl+wo74C2stuHk3U9UrDlwThPA8HO//TTT7U/JhjEhmBGoLaXC0GjGo66KF+dXqYQ31cZBM2GXn21kIF6876WjF13sYLGUgwtGdLq1JHaY1/WKzIXL5UNRx+vp55NFNj5NH58CsGg58nbBZvSEHVrhEyIXqbKABP/kUrECJn6n30oaXFMk2Op2PhVkMyuh0nGqy/oev5PK7SGkzujMMQ9Xo4++mgdTk88CVGtmFM4bYlk7dOnT9yaTFLAZKI7GzCZ4pz3qTziqN+NpOZZrdpLASP9q2RK/U+nSEaL5u4eFktxito6B3eQjW+PlYxmPh/NpkEXysZ+pxWfniNGECh0axtfD13TBJd5Z5FMaUyOGUjAQM7yRv7CRbKhS3fZctX1ejmz/QGy09L5ktGyhV62WEJRzKni7NJQq8E1rr5cLzMR3PpO3WTzhZfp5XhhwCUxIwSo4XQuF5oMbNrk02iAOBFlDlYmNhxzgmSfMlBPzWuoO/51ScN8tFjCENx7m56uZzDceeVyyWzni5HZ8cmnegqOLdfcKAUB8zhVeOiR27rVV8fhXVLynAoEmuzmcy/Sv3v+8p+1oM08sJ1IVZ9fKmeEb9S2xRKOiCaQY+j/1pvvkLzFhSkAMlq1kFp33SZVuh4WttcpEugi5zhl2evEOdCzQioJHNhmPJQwNghhA8wwGaE2Uy57ndRvgA8mZ9SLkv9TYc6bzE6HSLU7bpbqB7bXOYNJUA5k2zPwDPEMVLReJ0bCE6AayD777KNH8YfqTY0EM26QIFjuVyIhyJPxa3wHAaP8BldeeWXIDAulSUSSAa2m3ofvSoN5X0s6DU2R/+NPsunMc2XdPi1l41G9is1WWd74+++/5Z+1ayVPCRlS49TPy5PtSujS1b3BCJkKbDI5SmPb0LO3rGvaSmutRsjgr9vp58VSb+I4SXdTQVTp0lkymhs/XvIf2mTDy5dhMnvuuae/4AJgzN3xxx+vGzHDR2KB4TgUXpCJ5OSTT5YBAwboeDYyVJLeA18ow3YQ/MkmIo2mGOqtl/3wY7Jt9Kt6alwv1S++QKoPOksymjR210RGWWk0XPe/SmPZSdVDve/p6Gdgwi4E5tHbFCEprdGo+523YJGe8QINxgtT6VQ5+iipPeIhd40P7zFyv50rm04dqOv1v/xU/d77VFiNhhgv/IoM0WAYiBeeWYZ70MGxbNmyIkn5I8FoSgy4TZRGQ0cL49ZIZnbkkUe6a31wjk2bNtXDWJJJbILGQ973CyXntbGyY2JAkJ964Kp07ihVjugqNa641F0ZmrISNH8rLWYX9d3hVDsSH2xVx40mbWjKCRr1m+Q8+4Ls+HyG5C9ZVvwlMfAMqXbOWZIZIgFa4Lms73SEFCiNj+l1644fUykFDRCQyvUyCBYNuKwhwp6wEc4rVTpbYnequGR2aC+1HhsuDVYu13M/ZXY82GdeKKGBLZ89/FHtTKRsPG2g7JgyVRz1wPJGTRYIHx4ABi9SEKiAUG0QgZAB5H+mOo4ZdJnyFDg65oVUreu7dJfN+7VVZlFryX5kpOR9971PyKiHkGEDZs70WsPvDylkgtFgji/OilSwBSS2r6TgzyNtCc9WsFQeYPyYyYBMjRDLsxruPFEIYiFuQVME9cavN2m87PzbD1Lv/Xek+oXnSUaLwmRYebPnyuZLr5QsHvrGLWRj/9Nl20uvSe4XX0nBmtJ5E3BjECi77rqrtqsp5NQl4RUCKBpdgb4mI6RSDYLncmd+KdteeFk7atft00Kymh8gm84ZLAV/urMwKO0is20bqT74PGkwe6bs/PuP0uCbGXHNmY7GCpvOPl9/VlbwiaDNnX9+0ftAalii3tEs8O0EpkIljxOpU7yQDYHR+J9//rkcc8wxOrMAWgpDdSIBZy+aJMnQSP0STjjQHkiyhkbGeZI+hMwHJk81kKDNXAe+Hr4jUChhNjKTB/sSoEuaWD+YTsDIYEbchhq9XRJKZdYlJGpb7qLFTs6oF/3pHoOVdc33d9Z37+VsPPNcJ+eVMU7+6jXuASJHqfduzQfLSnV3l3xs2LBBlyxGXkdZGO0cKWbEdDwEOwb3JeeN8c7GUwY663sc76xrtn/Q+0nJOugwJ+flMU6Ouv/O9qL3JlqCnst///m/a/v3C/So8Yo2env+/Pm0VEeZTu6a4KiXmKOEgrvkOBs3bnRq1KihMwH8+OOPOqUqyw8++KC7h+Ooxus0btzYXfJRu3Zt58gjj3R69OjhzJs3z3nggQf093fq1MndIzzPPfec/h8K59S+fXudASAYDRs2dHbffXc9sp9rJZWrMpHdrY6zbNkyfRwlRPXofvZp0qQJLhd3Dx/sM2zYMP3JuSvtTq9n/zQOrjZo6cRbHql54oknsqrU2XbHPZL32Qw9F5KzRUnrMGpbxoHtJKPb4Xq4RHpjZfPjA6haTX2GnrkBfw3S3fgPqNPDhDMsU11rtCma8NfXadBAH6tUUL+BaqHKHsmTgt9XSu6HH0veRx+L82+YuavUmyatdm1Ja7SrZJ7YW6oOOlMvJ4Nt194kue99IOl77C71laZU2Xw0BhKZce3kaQJS25J3iDnDDLzxjzjiCP+4PwYSk6jM22uFxkC7NccB0tKiDfnac2SQuZHubMw5NHF8NuSE4nr4XQDNhHxE7BsM/gdNh6T2aFhe6G0bOnSoTvoP5piBviE0ubidwWBUqHgaHzcwd8WvUvDtHMn/5VfJW7hE8pUKpt7C7h4lg/rPoL70li0kc++99EBRHnxm2kyvX1/SlPrJxPXrt2zWN4FGsD0rS0qeeak4DMZotPvuvoUwGOcpQpRJ8Qv+/kcK1P11Nm7SPg29vHKV+vxblJYiTlbwQaeBpKnryWzZXIf+4yPL7HCgZOwXfC4uQ6AjNxZCHQN/D3NxK1tU6rz+kvypXgKVUdA0UC8g2gJDa4Brp1cpsCcKk4L2BqEEDW3y119/ddeInv2DY0UjaLzgJjj11FP1AGbmMDO9XSR1Y9YMeqiCQTpZzEJ8nLgdvJDEjUyRjFkErnfIkCHyzDPP6GUD61NK0HAcryQER9mPSgfVjZPAwdxZs2XH1E/06OGYqZIpaZlVxEEL0PVM7cA2n364noBrYtx2Juu82pf6EZXtWeQTjcThk+UYwVGb2aO7VD24g2S2aeUTlrtGHjDopTQFDWy57mbZPmGipNWsIRumTJKdGjasVIKGua/wbbCd/ehGbtu2rW7EwUDLoOGGEjRoASaYD+IVNED74ny4HnMc2hsaCVPqBIMMlfhrgn0vGS1POOEEf6ZHfmsS7fft29fdQ7SPiGtMeUETKfm/r5L8BQtl+8JFUkCvCpn4EVI0fswR1UgkZ1tRAZEsEGJKoEn1Gj7BphqgarGS3mg3qXJkV8lQDxVaSfpee7j/UEgiBASUtqABehYh54G7pXbf3pVK0JguZRyoXDdw7aSobd489Mj2ZAoaICWtmVgASH4/aNAgvS4YL730knZYKzmhtSwvCCd624zTmOsl7xSOYC+srzCCxhAYR8NxUe24odiaep3SjpwNGyVX3aBN6k1UH4FEUVoSEbIG1hlQdFniIUhTtik9bAbtG6ldS9LU8f119ZlXrapUZZL/OEiEgIBEHCfcMXLeGC/ZN9+h6xmL51YaQUNS/O7du+uk/cwHb+D6MZNorKEoDUGDzwUzKRj4aOgVMsch6yXfHyz+B5mApkaAH4J03Lhx7hYfPAv4oDgehBI0+plB0ECp9jpFgBIy/py48aAag1vzQX5ddSOdtWvXFilbt27V27ds2eJs8PQqBSsFqvylSrTnV1q9TrGQjHPJy8111rVo5+vtuvXOCt/rxLN15pln6m1MvBfYBmhLbGPiQwN5renhMYTqdWICQy9KyOhjRUJmZqajTBmda9uL0kD0Mbx5ofmNWNenTx93jaN7DffZZx//pITk31ZCxLnvvvv0MtADxv8p5cRdoyWXowSNu1TIxIkTnQovaMKycaOTrYTIP6rkqJKvCoKFkqfKZlWUtI/p3CqdoFH3KGfsOF93d5OWTrZ6niqSoAksSkPWydpDdRsDXcMNGjTw/0+9evWce++9191aOoJGmWtOmzZttHAw30upVq2aM2nSJHevQlavXu3suuuu/v3ogu/fv7+71QczpfL/Zh+loeoE/15YH0zQQIU3nUpEXbMemU1VfW+OMq+IpuQYqIEcB5PLmADRkgxzJVKScS48QzwD61p3kDRlgla58Dypdsv15d50SgSMAOcZwmGcLH7//Xfd3c4n30vEMIGroSDsg25uuuWDPe+0UaWI6KwGJR0nGEkXNHio+Z5AuBFJFzRr13L3fPXdduMCdBV7lQYVMjl5hFRWQbNy9rdS5/RBGO1Se9Fc+XfL5kovaCo7sasgMUCfO7le0BACC/NAM4Fa0tiwoVDI1KnjFzKW+CnYTb3tGtTX9zd74LnuWktlJmmtC00DzQltCbUrsJDaE7UsKRDb4nbJKRWKqCVf3ZIw0l/wBW0VLF6qzKg4Yp4sFYKkCRrsu5LMImxC9gkG61HLQxXvPhHxryfxjxJy0cD3GFMxVrznXRJ8T6h7AhFfbxmQ1qqFZHTprOu1h/qSmVsqL2VmL6xdu1bHHUQCSYUIejrppJOKFQKQYPny5SUGRvnxzi0VQ+5fJuln3u9Yuf3223VSIsaueMeyBIMQ7ylTprhLReF/iTxFU0xVqg2/X/tp8pb9IPk/FMaEWCofZSJoCOrBhBo2bJi7JjIYpxFYzLB7Aoe8Y0OCsmMHSTp8dcL4Sc2ZZEirOHHiRB3ExTiTikza7o302DPYfMkV+tNSOYlJ0GzYsEFH24Z7I4eCbjQzejVREEVJflTAqdyzZ0/9PcwbRTTnYqIX1xVOFfKD2tarVy/p16+fDq9m5K3pDcNkYTAZ0aBEbjKmI9BcWrBggR43wuhV8nl4IQcJ39uhQwctDM3/MmqXkHQ+Ta4OenKI+kQbu+2224rkAAmECFW0IULCY733yabmBxP1Z/5vK6Xgjz913VL5iFrQkNz4tNNO05oEWeC9odOzZs3S4c+BhUbrhUaWiC7bkkAQXn/99boR33jjjXKqavjLVCOHmarBDjrvPJ2nlZGsJBkywgKfyNlnn60HxZFFfsSIEVrzGjt2rN4OmE+vvvqq7kUj5gAhZRo+YeoIGcyrt99+Wz7++GO55JJL9DaOgTBk4BnZ6YlZILaBAWn0urGta9euOsQgEI6FKcX/8Rucfvrp7pbUZ/sZvnD4DccmJ/2IJQWJNjKY8GQDCXwIr853I4P//PNPHd4cWJYvX66jSqdPn+7+pw/19W7NF9EbKqqQ/ycCM1j5+uuv9T58D8sch/MwdU1urnPR2Wc7b7/4ouP8/bdOyvPVV1/5tikYkqA0Ckc1fCcrK8s5+uijiyTLeuWVVxwlrHT9m2++cZS2pCOZDRdccIHzzDPP6DoRmUSDAtfMOSjhoZMggdKi9HfAI4884tx00026biDJ0ciRI3VdCSsdvs13cYzFixfr9cA9IXrUf41hSFZkMOcamPhqlTpXkxwr5+XX3L0tlYl03twMCuNNzJBuTAL18IYs9913n+y+++76rf/ZZ5/J3LlzdaIbCnUysAcrOC0xIbzHAlMPtt27TZ2rNo8CC+aLdx+Kt842pd7IrjvvLOuVybejXj3ty0EbM8cnjwgaFnUGXjIs/uGHH9aaCiYNWo05N67zwAMP1N9h/h9TCL8T5iCRxQydV4JO5yFp0aKFHpi2ZMkSva85J8qXX36ptSb2NQVNcf78+Xq76VXimByDtALmfxl0F+p+BSsQbH00JdwxQpFGdPWF5+l69ognsE113VJ5SGeqCKZkoLGQE5RGRKMLVniYXn/9dR05ixlAY8PkIDkzBRPA22hMoVETrUvUqPd4YOrBtnu30f0dbJspZh9Kkf0Zja0at0YJkarVqvn3M//LuQN1esPIp4GAmDZtmvapYIKZc2Nf7oP5XwqCAOFL1j72Q1gT+k1PGJ8UfCvs6/1eMpQ99NBD/n1MGTNmjN5uwgHM/3n/t6T7FayY48RTwh2jJGrecr2ePlepjbJt3NvuWktlISofDb0k+CSYrP+6666Txo0bFwmyY6h8qFImEJhnepnAFSikJVQml64DAsE4YXG4Ei5P1zkaBI0bP4sXZXb5tQ00lOeee05rMUQ4c4/wSxkQxjfccIN2OAfC5GNoT17ojUKYe0Gg8AJAMzTQe1WeILVGrYfu1fWtd6rP3NgTgpUF/fv3D5mFzhKeqJ3BmCs4QocPH64bBD0ssUIjjQYct8FKSLyBeZ6uZJy7OIlvuukmnV0MZy2NGdA80NhwINPoySTPIDKTrhAQQKznPpClHu2nd+/eehv5YREeOIO5Pzh3Se1I9HMg5557rhZO7MOshyQgIg0iAsgLwg4nMOeLA/vee++Vq6++2t1afqh2Sn+fsFcaYc4TT7trU58333xT54gJ9cJEq+c3Cgcvikj2iwWOy8DNYKCRh/te4rUSdW48n1hKXpI2qBJzg16pUD8Wb378RIFJc4DudHpqQkGDxT9CVzLTRvBd77z8spxrkv80aCDfKE2FaSsIcgN6iTCNMF/o/u7UqZNO4INJgrmEvwoBw9AIruvDDz/UvW10mePjQbjQU8RnYLpGTCn8L/zwzM3M9BkGroO5mvleA6YWSavxu3AunANMnz5d9thjD3/OWRLHo10hnDgvNCd68Eq67wZj7sVDuGPwDHEumH+hcgbv+OgT2Xzx5brunbc7VeGauBY0d9pJMBA0+PbCvTgxy+ml5ZlINNxnjo2VEQjPIS/Pkr4XQYOlEu3LPxhz5szRxynyfdH2OgVD/Rhh89Fw/I8++shdKk6wXqlYUI3BcbZtK0xcFTDVCpx//vnOmDFj3CXHUZqHnt7CQKIsEhTFSzJ6eiKlLHudAvPRZB3eQ/dAbb78andN6kJPn3qRuEvBIYmaakruUtnA9ytB4y5Fj9LES/UaojadYgXHJm9D3tL4FwILcSL4IeKGe56V5aujCqq3USCPPfaYju1BU0DFQ5pPnTrV3WopbWrd5zN3t7/3QalNHJgoLr/88qAJxullREvDdGaIjBclkPVsAGgZBI6aGC3cDJjHBqY1wt9H7l16Ps1wGgPf0aRJE50Tyev3CwWBqmjdaOJ33HGHXzuZPHmy7iUGtG3qHBPt08R4GfhOAlXxY2JJGNCmmQ2BazrvvPP0NQLmIHFd3AM0dTRzerH5fgPWRtI0GgNvRWWiFSu8CTmHeCngeow2k53tro0Oq9EEJ9wxItVoYN3+h2itZtMFl7hrUhPVTpyXX37ZXfKxdOlSRzVSR5nOOvZq8ODBRbSBY489Vk+kxv1Ci1fmul6vTJgi+7Vq1cpRprfO4Mgx2WbSby5ZskRP0oaWQhtVjV8/l6Hgf5UQ0xMjcozddtvNUQJGbyM7nvlesvudccYZus65m9g1o9E8//zz+rcjNkwJUb0NlAnvjB07VlsM3A8lXPT6WbNmOcqM19n8iE1Du2OuuG7duunt0KxZs6KpPDlJb0BepEQjaEKREEGD2WSEjHtdsWAFTXAiFTS8rMIJmvy/1vqD+Ao2+oIZUxEan3pDu0s+jjjiCOfxxx93l3wzn5qGTGDmrrvuquuGAw44QH8GEzRek71z587OiwSVKhAy77//vq7Dt99+WyT3cCAc98svv3SXfEGmNH7wCpo777xTn58JIDUEmk78jvvuu6+uK23F2X///XXdsN9+++l9EDT8X64nrWegoNlll10KTSdUonIN99qE7nMtDWOfT9oSO+q5isg5zVQzmR0P1vVNA87Rn6mKmT3DoF7OMmDAAHepKDjMibViPm1TTAdEMOg2DwbpN5kCxRxj5MiRUbVR3BD8FoHQ20rPKiYZx6M3Mxje78KcotfVe030uipBo7fTC2ti0YJB6EiRJ4IHJN5UmmUGdqC5saR/KO+Cs5xC7yHPUCTCps7TI/Vn3uKlkv/jcl1PNQjEpNF7oRdq0qRJ7lJR6E2k1/CNN97Q05OYEi0EujK2zXuMEkM5AlCmmBYmwcA/SaZLelcJlwgHg48Jz/CeC8XICvxLJUHPbBGNBqlUkmRKWdTDzZzVGs6/Rg1f3ZJ0iBmiofEQhnsDM2Vx1WN66PrmS4fqz1SDMAK667088cQTctVVV+lQEAQrdQPxNq1bt9YxT2zD+frCCy+4WyOHUA+ctjhSOQ5hFeGOw7AZ9iWcgDm3AwczAzFk5rxxZue7gaclgdCj63zChAn6/9BQEILBNKZgcA3FBA2xD97gtHKB53xz69d3a5aygPgkehcj0Wig9qgndDpVPd/6nNSLdr711lt1L4oXeqEIyiSFCL1O9BZ5e6ZIK8J9IH6KVCE0fIN3PwSSF2JgiPUChACxWMS2EI3PaH16fULBcTkXPhlORMoR04vLMc33MnaPY9LjypAjI4xo/95zAzQRAzKBnln+n5gzeqb4HzS4YHF3nLMBc9IfsAdINyQw3Vq77aZs6Ai1G2OrRfpwBQPpyHGiNt0QMkrKanbeWXLVxZuAt1ixsyAEJ9wx6L7lGeDB5jcwGk246VY2X3yF7PjoY0lTKvhOC2bzILlbyh7aBD4aTA26hC3RQXgAQqfIL8pDgoTixjJaOFLVqMxgfJIRMkTahmlICFHv28WSOLYr0xUnKY2RF1Q4s8lLnRd8wxEczIQU02p48RGbgk/CEj0MzXnyySeLChoeDm4sDwtvJUKXsclSEoSgCSjioQ5jMpFkClvRkni4t6jWvKDQeKIRMoYa1/n8HJtO82UeTCUYTf/ss8+6S5ZoYLAxqU+K6ag8JLyReGhI+8BbijEaKYdXM0HIlKBuE5mJwIzXFLIUBVMKcwnnINGoaMOROIGDUfPKyyStRnVd3/bKGP2ZKnA9jPZP6rxjFQh8R0V8NF4wm7BPeZgwOVCNaaysCzSpeJvxkOFxjxW+B7OGgYVh+ewzERPi3L69yKhRvrqC0eUkKg8G6SCII2A0bjCILzDgxGMkdTyQcoLjxEMijgGJPBdMbF5G+GHoPKCwTEPEtxdIOB+NIef50ZJ9/3BRB5adf1wQ1hS2lB/SiOJz60HBQWsctaZelmRu3iwHDx4s6Uow5deoIfNeeUUK8M+UADEAPOjEDeCcouuQOANUfi/koDHQY0A2QUtxeMNTEDgUs0w3aDyCBrKa7y/Otu1S89qhUuOaK921lnIPGk04lIDxF6XRFCvk6FVaTdBtkRbGSBDqHGxbkXLkkU5+WpqvvPNOse1z5swpts6UefPm6Zy+wbZ5i2o0Tvfu3YNui6YwGj3Y+mhKIo5BSeS5eJ8HL4zLYchBYAk2BCEUeSt+9Q1N2Lu5b0iJpUIQUT+ieWNRzFusTMonn0j6zJmSrrSq9M6dJf2UU4LvV0JR1xx0vbewDwTbFk1JxP1K1D1P5LnwaUqiydivqaQRS6J+g82XWo2mohCRoEkJiNXxZp7zpLW0VCzqvuqLgN3xyWeiVF1dt5Rvyo+g8UZRLlvmViwVEQZbZrRyZ7g872L9aSnflA9B8/LLIu7kb6LMpSJCJwroMWF6GUvqU/el57DZJXf2HDvDZQUg9QUNPUODB/vqDNd/9VVf3VKhSW+8t2SoApsuKJoFzlL+SH1BQ4yP6VKfNq3IbAaWik39rz7Tn/k//iTOxqKhCJbyRWoLGuY82uHOgEiCoC5dfHVLpaH62b4EU+sPO0p/WsonqStoGPZw442+Oomsxo/31S2Vipo3X68/meFy+7uhp9yxpDZlLmhIwvPUU0/puZmY/ZKw/40Mluzb1zcym1iNt9/2jc62VDrSGEN1+im6vvWeBwvNaEu5oswEDWHp5B3t07Ch1Bs6VK6fMEFunjxZ6lxxhRzToIEcPneubGbH444T6dlT/4+lclLrgbtFMjPEWZcl29+f4q61lCfKRNAwB8zee+8t4+bNE8LuSE3dURXmtaM+VxUymepRMx9+yF9LJSatenWpdY9vEO3WG261Wk05JOmChhHgndq3l1+2b5fCZH/FOVGVNaqQCJqR45bKTfVzztIpP52cHNn2wsvuWkt5IemCZqgyk55QD0sEySCEVFbPr18vd955p2+FpVJT+5EH9efW+4fpT0v5IemCZsxzz4lvcs7I6KvKUyNH6pw4lspNtVP665kTYOttd+tPS/kgqYImPz9faynRfCl9TQcqc4tpPCyVnPR0qXXnLbq6bfwEKfDMfmFJbcImvkokpH18fdAg+dhdjhSmRe89bpyezCsZdO/eXU9VwZQalshJROKrSDDJsar1P1FqP/WYu9aS0kSS+CoczFWdlZXlLoUmNzfX2cPXZxBVOUqVtWvXukcpGZJbxYu6LTrxVbwgxOMlEceAZJxLIhJfRULe7yv983Y7221yrPJAUk0n8srq2JgoYB69H6tUiSsfsaVikbFPY8nc3zef9cYzovH4WcqKpDuDu/fpE5XpNEuVXgMH2sm7LEWo/Yw7b/e8+ZL/S9Epay2pR9IFzZvjxslx6jPHtxiWY6pWlWfsnDqWADL2bSpVuhDiKbLlymv0pyV1SbqgqV27tkz//HMdrPeXb1VQmEGHSWCYf9hqM6XPxx9/LGPHjnWXfOTl5clbb70lX331lbsmtahDys+0NMlbvFQXS+qSdEED3ZXw+FZ9ktboNFV+YKXLclWInem2xx7y/R9/6AnFLaVPgwYN9MBW71xWd911l1x44YVFJmxPJdLUC6hKV1/qkM0XDfF1HVhSkuQLGmIf1ANMZ2de/fpy7axZcm7HjlK/Xj2pV7eunNu5s9w5d678unp1QrtELSWDQL/22mv1CPo1a9boifgeeugheeWVV6RRo0buXqlH3Tdf058Fq9dI/vKfdd2SeiRf0HhnovzuO+nSpYvMmTNHT7vLTIizZ8+WQw45xN3BkkwefvhhLVROOeUUPWtn//799QT3qY4eB6XY0LO3/rSkHskVNOefX5gx75ZbRPbd11e3pATM0/TNN98o+f+dnkN7woQJ7pbUptbdt0mam69o+9uT9KcltUieoPnhh8LE4mg1D/oGyFlSiwULFuihIiQk+4HfrDzAHOCXXKirW2+5Ay+2rltSh+QIGvXgSm9XrU1XX/lxtIMQLMlg/fr12lxitPypp54qRx99tGwtJxO41bzhGl8aie07ZNurr7trLalCcgQNaR5+c4OqLrlEpK0vqtOSWjDGCx/Nbbfdpru6GaM02Ex149KuXTu3lnrUe+9t/bn1vmG2ByrFKH1Bs2ZNoZlUv76IDb5LSZ588klZtGiRfP3113qoSNWqVXUM0/jx4+XTTz/V+4wcOVIWL14su+66q2RnZ+t1qURm+wMkrVZNPX1y9t0PuGstqUDpChrmy+7QwV1QKPvfknrgk6lSpYq8//77RUIKDj/8cBkzZoxSRn3a6DXXXCNXXnml1nTQbLalYI6gOqOe0p85L78mTnak8eeW0qZ0BQ3Tpfzzj69+++0i++zjq1tSCnqYLrvsMjnxRBKoFkIv1KBBg+Siiy5y1/g0n5tvvll++eUXadiwobs2dajSvZuk7+6L+9lyhR2akCqUnqBZuVLk0Ud9dXKU3Hefr24p9xDIh3aDoxgzavPmaMfklyJKOJogvh3TPpOCf21yrFQgTZVS8ZrlqpLpq+rZDFy9xlIBGTVqlFx66aWyatWqpCS+ioT1B3aWgnVZktm+ndT7YKK71lJWlIpG8z9VjJC5ThUrZCo2n33mmyM7lWgwn4l8RPIWLvL5Ci1lihY0juPEVRgbk5WV5Vv+9lvpow+taNFCHg3YN1SBG2+8Mei2aMq8efOCro+mAF29wbZFU2bMmBF0fTQFGL0ebFs0JRHnYo6xY8cO/zAR/DpvM5NoqpGeLtVOYniuSJbSbixlS/prr/ns2YRAYF4fV8wQmPf55756BBDu3qtXL3fJYrj//vt1F3Mq0b59ey3Qzz77bN1TlarUdBOZO+s3SO6s2bpuKRvSjz/+eLeaAIYMwSD31W++uegAyjDwZmzSpIm7ZDF07dq1WG9QWVGgTJA99thDD01gsOXrr6d2BG56w4ZS9fhjdX3LVdfrT0vZkDgfzZIlIi+84Ks3bizygA2Yqmi8+uqr8tdff2khU14GXNZ+fIT+LFj7t+z4dLquW5JPQgRNmnrT1fFqRt/4HHGWisUFF1wgw4cPLzdCBtJq1pCat9yg61uuvFZ/WpJPEUGDo4+uSJy7OTmRR1U2uvtuyTSD79SDqPRrXz1OUNVxMicCQuZXr15d7iaiM2lMGU3N71PW4LAvb9QYcrF60tPF2bJFtr9ZfoRkRcIvaGiIBx98sJx//vlyzz336HiIadOmuVtLYOlSkdGjffW99/ZFAycAwuIZQUzWt3hhrA5xHA8ocw5HJgmeygsHHXSQfPHFF9KiRYuUHF9UXqh11236c8tNvk9LcvELmueff16nc/zggw90nWx3ffr00VpFiXhH8yYofwlja/bbbz9599133TWxQ4Lt008/XaemfPbZZ2XFihUybNgwrbmlOpz7WWedJUceeaS7xhIr1c8ZKOm7+IZMZD9sZ7dMNn5BgwZxzjnnuEt0GO2p11FCQne0K4gcJZykVi1djxe6dMmJ8oJxLscBY3KAUHlgZPIJJ5ygtYRUh94dcsQQt2KJE/W717zZ1/O07YWXxclJvQGhFRm/oLn++ut1nlgDjbxt27Z6VG9Qpk8X+eQTXd3SrJlsSGBu2Zdeekk7HhPBn3/+KQcccIC75KN58+aykrFYKQ7nzTQoDG60xE+100/Rn8727ZJ9Txn2ihY4kr/8J9kx4wvZ9tpYyX5ohGy59ibZfMGlsvHkM2XD0cfL+oMPk6zWB8q6fVrKur2bFymsp2w4qpds6HWibBpwjmy++ArZeu+DkvPUKNk++X3JW7TYF9eWIqTvsguzJxWFkPJbb71Vvv2WSVGCwAUorUCTni6bp0711eOgevXqsq/NIVyMv//+261ZEkH9T6foz21vJCcIMv/3lZLzzPOyvtMRktWuk2Q1218Jjxay4ZjesnnQhbL19nsk59nnda5jBoHmzZ0n+T+tkIJ//hVny1a/xeCF9ZT8Fb9K/rIfJffrb2THRx/Lthdf0Wbhliuvk429T5Z1TVrJuqattVBCcG2+bKjkflY2XfzpvC3v84ysZsIw/AI///yzbvxBOfNM9Uu5qufjj9M14qtHAD4SvjNY6datm7tX4sBUwtfhBVOE9eUBazYlloyWLSSj+X66vunMQldB3OQXaKGy/b0PZONJZ/i1jw3djpHsYSOk4K+/xFFmMNoUpNWoIRl77yWZbdtIlc4dpeoJvaTGdVdJ7UeHSd03X5X60z+WBgu+lZ1//1F2/uPnIoX1lLpvjZW6r74gte6/S2pceZk+TuZBB+rr0/4o1abIn4xQQnDt+OAj2XTexYWaUav2SjCNlLz534uzzXdepUVaTk6OQz4STCTMp8mTJ8vcuXP1hGJB+fJLkSOO8NX3319k8WIdxIVQCvk/Huii3e7e7EDSlXZEZjfDiy++qDO+ESgWKWTwp/fMwLm1bNlSNm3a5K4ROeaYY3S6yqOOOspdUxSEHmOdpmMexsHMmTPjduT+8ccfsvvuu+teQEZH14rRD5aIcwl3jFQavV0SeUt/kI3H+cZBNfh6uqQ3jvHc1Etg2zuTZcd7/5PcefMLZ/jwkKae5ypHdJXMTocoodJaCYFm/nw5ycBRzz0aUv6KX/Q5ov0U/Mk8sMVJ32tPqdb7OB0OkLbTTu7axJBOw0fIMDDuvffek59++im0wEAz6NnTXVDMmOFWIodGjFAKLJxDaWRso5FiHn7i+pMwRRYuXFjEH2WpXNDgSfsJW66JPhwjb+53ktWinaxTZtDWm27zjaMyQgan8523yk5L5snOv/4gO/2yVOq88rzUuOwiLXCSKWQgrW5dyTzkIKk24DSpPeIhafDNDK0l7fTzYqn37ltSVQkWAwIo5/mXJKt9Z23i6dzLCSJ9y5YtukLWNMwatBtjylA32zVnnCFKHfHVR40S2XlnXz0B5Obmyn/MYlkKMIXILbfcos0lzDNy4VZz5wGyVE7qjFbPryJ3zlz9tg8H/pBN512kTY6NJw8Qh4BW9ZJGcFQ/a4BOS6FNm99+kBoXnS9p9eqJVElR85w2rl7uCKA6zz3lN8lq3nWrZLRuqXfBxNv2wkt+Myt3hrJk4jDj/b1OdAOj3XgLXdtMyq+ZraT2JHdyLpy2l17qq5cipJCMxmwKRZ06dbRJha8Gja1Vq1bultSHaGYEJJHBsZpNluKkN9pN+zNgy1W+IQrBKPhvnfa50MOT+5lPg09TbaLWsPukwazp0mDOl7puYnTKMzUGny/1P/lAa2N1nn/K78uCTYMukKyDD5Oc59zg3ChJU3Z3+Lh2JXSO6N7dV1eazhcxmEzJAgGJNhbITsrmxCQk/STT75YEfogDDzxQnnjiCXdNbIQ6l2hIxDEgGefC6Pvy4KPxU1Cgu4+hweyZkr5n4dAZZ/MW2dD9WO1ENWQ021fqTX5baSt19TJxTkSvL1u2TC/Hy4UXXqjDSvBVphLbX39Tttx+T5EesDrPPanMrigyP/zzzz/q+QlDjx7qEVPPGeWNN9yVhaxZs8bJyspyl2IDp7TSqtyl2Jk3b55bix11W5zu3bu7S7EzY8YMtxY7iTgGJONcVq5c6Wzbtq1Y+eOPP9w9Uo/NV1zj/LdXM+e/Ji3dNY6z9aFHfOvcsuniy52CTZvcrT54zvr166evOVF88cUXTps2bfQ9S0W2vfWOs65Ve/99Wdf2ICfv19/crSUTXnROmVKYwKpLF5GBA311i6UCUGvEQyJVq4jk5UvOiy/rXMPEvUC1vr2lwfezlRnxtKQp89sLYwIZ0tKYlCgJAv9hjx49/NPbpBoEPO70wwKp/fgjetnZuElpfb0k5/Gn9XJJlCxoCMzzZsybNctXt1gqCGnVqkn1gWfoeva9D+mE5lKlitT/6D2p/czjkt4weIcHE+mRBCzR0EuqNBp3KTWpdkp/7TxO33UXbU5lP/qEbDzhJJ/NE4KSBc0xx7gVRTnKQWKxREOVLoU5hTNaNpedf10mGfu3cddYQtHgu1m6Kx/yFi+RjX1P9YXABCG0oCEXrHH6HnqoyCm+cSIWS0Uib9mPsvmyq3Q986AOUv9j5vCwRApd+XXHj9H1vAWLZPOlV+p6IMEFDXlPjGBhUGUCxjJZLCmHUvU39jpRq//0ONV7T2ntGRnuxtSFmDN6UC+++GJ3TVEwvej9u+46JjvywTLpUgz0HpogVuCY5H5iPcGsJWZtCKDK4V3809vs+PhTPdQhkOCChgGTRgUao6QVwUcWSwVj6z0P6s+0nRro7u3KDFMijxw5UoYMGSJ9+/aNuoudOKKaN/qmIGbwZiDFj8ZkYDPdm968uciAAb66xVLB2PaSLxi0zqgn9WdFhqE3JeV6xrk9cOBAeeaZZ/QogVhirmoMuUTSqvsi7kl/4aWooCHvr3EAYzL99JOvbrFUMHK/+MpXqVpFqhx2qK9egZk/f74eYhQIGTRJB0MgK/m0qXsHIJM+dsmSJXoer3/+CTPnrDI7q597tq5uf+sd/WkoKmiOKxxgJe8U3dFiqUjkfuUL1ajiGelfkWH+NnJMBUIakkMPPVSWLl0qU6ZM0XWyN8Arr7yiI+pJwNaxY0e/n6ek9L7VLzpff+b/9rv+NBQKGgTLV66UJ32CstMslopK/spV+jOtrjuWrxzCBH4NGzYsVkjDG+kAZTInOI6j84Wfe+65un700UdrU4osl+TtxjHMeo5JGhn8OKFId1Pm6qRdHnyCBsevScWJbRbFVLYWS3kk042TKfgvMdP5lAV169bVSfwDC5kqybwQD4MHD5bDDz9ca0LGMbzzzjvL6NGjZdKkSSGDCo1JyqBVL74jtG+vPzQVePI3pl0JN6DSUjmoPtDXyZG3YKE45WyuL0O/fv20TyWwkAYlkiR0JYFfhqRzOIW9Ba2HQbIkzQ9Gzouv6M+MVr7BqoZ0GTtWxIw+VSqTdC6MkqxIMN1Kz549izi6LJWXtJ3dDHLKLMh52je2yVIIphJxOGYmlMDCUIlACv7+R3JnfqnrNa+6XH8a0hve4ObiIO+Msr8qGjiuBg0aJF26dNGqn8ViIMMc5Dz3ohSs+UvXLT5wApO6FS0G0ymwBGPzBZfoz/Q9dtdJtbykpynppCGplUlyVYFA+pLoity75SnhlaX0oTGYru31hx6p38gWHyNGjNBd4oGTOB533HHSrl073VvlZcvQ6yRv0RJdrz/1ff3pJY0cMzktWsj8l192V0UPWoOx4WIFVY0SSlpGCscw58GxSGBVo0YNvdy1a1d5WV0nXnnSewbCdkOHDh3kqaeecpdig4x+8c62kIhjQDLOZe+99y5fia9cslp3EOblhgbzvpb03Xw9JyXBM8azlmgefPBBPcEhz20oGC7AhIinnXZa0EkWcdTus88+cvbZZ8ujjz6q1/G7kNDNBO1x/swZduyxx+rlzp07S+vWrYtktGQ2lHHjxhW5Tn7/OXPm6PahUW1/01nn+8MF6rz6glQ9OkjSf6dmTXWc+EilxFclcfjhhzvLly93l4ozZMgQXbgtNvFVcSpi4iso2LrVWdeinT+h0/ap09wtoeEZKQ0eeOAB5/vvv3eXgqMEvnPdddc5bwRJQgdK23BuvPFGZ+LEie4ax7npppuc0aNHu0u+Z33ZsmXukuMMHz7cee2119ylQvhNhw0b5lx55ZXO+PHjHWUhuFt89219zz7++5bzWvDzAdk+ZYpbjZ2yFDTnn3++/tGDFSXt3b18hBM0Bv7XCpriVFRBoykocDb0PdXfaDaeMchxtu9wNxaHZ6Q0iETQpAI5r7/p/Ld3c//9yl281N0SnPSNHTuqe1Z+wRRS1xG0kNzcYokIZUrUe+9tqX6WLwkW8x+t26+NbB87Pmj2f0yIkiJkY8W4IVKVgr/WStYBh8jWW+5E1OrkVzstnuuPSwpFfA6RFCTYeA6LJVJqDbtf56RJ32dvvbzlljtUw+qoZ5v0MnToUPnoo+LpEOLl888/1/6XVIO5rDYcfYKs79RNnA2+uKOaN12rk1+l1a+vl0uiwgkaBoZZLPGQ0aaVNPjiM6n7uq+DxMnO1nmE1zVuoR2fzvoN8sgjj8jtt9+uI3Hbtm2bkEInBTmDg8WolBU6j7ISLsxllf/Tz3pd9XPO0rmDa1xxmV6OiIhmQQiDnQUhONZHU458NCWwbcJEJ+vAzn5/hCmbr70p4lkAygsFW7Od3G/nOlkduxa93iatnE2XX619WbFQ4TQaiyXRVDvtZN9sCC+NkqpHu/ObKbZPmCgbjugp65q0ki1X3yA7phZmrCtPoKnkPP6UbDzxVMlq2U42nnKm9sUAM3HWeuBupcF8L3WeHql9WbFgBY3FEiFVjz1G6rz6ok5eTkY+M32s5OfL9omTZfNFl2vzKqv1gbL+4MMkd1pqDk7O/+FH2XzltbK+fWdZt28b7XvJfvRJPe7LUOveO2WnJd/pmTgxlZhCNx6soLFYoqVKFZ1jmOljmXak7puvSZXDD5X0Ro10TwwpEpjhctMFl/jnrqZsPO0syR7+qOR+PVvylv2g9zGBggljR6521uYv/0lyZ82W7e++r7WtdU1b+89jw7Enyo7J/5OCrCyi/yStZg3JbH+A1Lj6Ctlp6Xx9TdXPH+SfkTMRpOGj2WWXXdzF2Pjrr790Xot4RowqW17WrFmjh7jHA3NsHxxnMiO6F7t37y7Tp09318QGY0WIxoyHRBwDknEuq1atKpeRwYnE2bpVcmfPlbzZ38qOL76S/GU/ultKJq1+PdWw60l6ndqSVreupNWu5dMiKIHR8kweoNACbf16cbJzpEDdY2fzZiU4gk934iWtbh2lnfWUKt0Ok8w2rSWjVQt3S+lhBU0QrKAJjhU0MUDfgjKtHKVp7Jj0nuz48ivZ8eHH7sbSJ73xXlLtpH5S7eR+krHXngQAFRdcScAKmiBYQRMcK2hKj4KVq/SgzoJ//pH8NX+J81+WzpNTgJZiBj67pLtxK2m7NJSMfRpLeoP6kr5vUz1qOl5fSukg8n8WKQm2k/JGzgAAAABJRU5ErkJggg==[/img][br][br]Ändere bei der Geraden [math]g[/math] und der Steigung [math]m_g[/math] die ⚙️Einstellungen - Erweitert so, dass diese Objekte nur bei Wahrheitswert [math]b[/math] angezeigt wird.[br][img]data:image/png;base64,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[/img][br][br]Das ist eine sehr einfache Lösung, verführt aber gegebenenfalls dazu, sich vorher die Lösung anzuschauen.