★★☆[br]Erkläre, wie du die 2. Binomische Formel grafisch herleiten kannst.[br]Ordne dafür die Sätze in der richtigen Reihenfolge 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1uWjHOv73mPdvY9kRvUmXmPHvYwx42/ZC/8iu/Mq07cdGLXnTz3d/93ZtHP/rRm0c84hGbhz70oZvnP//5m4997GPtRxzRzHkkEnJhXOFbv2nzoPuevHn4Q++5ediD7z5s2Alj/+0h99zc8fY/vjnnOc6xOetZz7a51a1uNU1qe61rXevAcV72spfd/MIv/MLmbne72+aud73rGczrLEsrM77sF3/xF7uau9/97ptf+qVf2lzlKlc50HzLt3zL5uSTT17VXOlKVzrQfPu3f/uqxt8rXOEKBxrrX935zneePqvdnvn+d7nLXabjieaqV73q9NqaxveOhq86boCTpr/BQf35n//55sIXvvDma7/2a6d/e+0wfREnSss5+chHPjLNynruc597urC1w5yzujzBLX7khpsPve+Nm9M//g+bT/3X24YNOyHs0x95++azH/uHzatf+vTNBc5/3s15znPeaamChz/84dOy6+4Nzt16OW95y1sm8/Bb7X/+z/+5eetb3zo9AH7lV37lgXP+oz/6oykN3tN4/X73u9/BcszXuMY1Ns95znMWNf6ecsopmwte8IKT5nu/93unh0v7n9P87d/+7ZTpAKMLXOACk0b6/E/+5E8WNX/91389Qez85z//pLG+zZ/+6Z8uav7qr/5qc4c73GFzvvOd7wA4x/XyBH/5l3+5Oc95zjPZ61//+vbt0ZqmgOB7vud7ph/WxXHYVoFzy5vdaPOR/3jzZvPpd0034LBhJ4Kd/vF3bDafetfmta945uaCFzjf5jznPe/mp3/6pw+cM9g897nP3fzDP/zD5FQ5/Wpvf/vbN29729umafjjaMHmBS94waLG3wc84AGb8573vJNGhuJFL3pRV/N3f/d309973/ve0wMmjXvfbO89zd///d9PgBB5nOtc5zqAzSte8YpFDeCJfs55znMewOZVr3pVV+N1UPv5n//5aT0hGiunHvfAEdX40diu01qfCM2CaQFOIpzDtDbCOe39f7X5P594x/TUN2zYiWCf+ejfTdD5s5c9Y3Ohr/zyqY/UUtPuie/4ju/YPO95z5ucfaKOapxvIps4WkscvPCFL1zUJLI529nOdgAb0cOaRmSTYwtsehoQTGQT56+YCGx6GiBMZGNtoMDm1a9+9aJGYYDIJhpFA5Z5GMDZszaAM2zYbtYCx73ArnjFK06w4VDnHC0IeB1srBQa2EhVrWnue9/7HoBDn8+LX/zirgY4/NXXmoKha1/72hNsljRgo68lmutd73oTbJY0YKPvPOfAejZgQ9NuHw3Y/NzP/dyBRnEX4DrGAZw9awM4w4btZhU4X/kVn+sX0VGuX6TnnBPZPPCBDzxIOx0GNomGKmza7aPRPwI2iR448pe//OVdTWCjEz8QENkY/tDTJLJpYfNnf/Znixqwuf3tb3+guelNbzp1hegaSfHEAM4etQGcYcN2swocfTiq1FTH9sCRfosHPehBB30p0kf6XxKNtBZAGYKQaMh4nzXY2P8973nPg2hI1dzLXvayrib7r7C57nWvO/W/9I4tgKqwkRJ7zWtes6hRIFBhY6wkn/2Od7xjAtUAzh62AZxhw3azChxVauc857k2v/d7vzdBpQWO14BAZKOwyX2zTWRDBzaJhipsehqAAptEQ2AjslmCgL/KktNnI422FNkENsq9A44b3vCGq7ARDc3BxnuOfQBnT9sAzrBhu9kccIx1a4Hj/xzq/e9//4NqNLAR2fQ61AMo91iiobU+mwBKZVmiIWm0RDY9jdfBJtEQ2IhserBJuk5lWfp5ApueJrD52Z/92QPYSKPx29EM4OxxG8AZNmw32wY4gY3IJuNSDNZcqkYLbJQxJxoKbGja7eOsA5uUMSeyWdLYvzLmRENrkQ2Nv2CTaAhslvpsaERDP/MzP3MAqBY22W4AZ0/bAM6wYbvZGnACG2NmMjbnale72pRGy5iV1jnXyCbjbAzqDGzmNHOwWSt9rrBJNJQCgSVA+Qs2KctOgcCSJrBJ8QLYvPa1rz0DoAZw9rgN4AwbtpstASd9EhU2HKnIpgebgKPCRpRinM2SRp+NKWiSejODiDTakiawSd+QCTMDm57G3zve8Y4H0ZBxNoFNTxPYJF1nDkywmQOU7b1nbNEAzp61AZxhw3azHnA40x5sjKzvOWfgkEZLP4/+F7BZ0ygQCGxUlr3kJS9ZhI2/+mwCG5Vlxtn0NOCpz0aBQGBz4xvfeBpns6QBG302gY2Z5fXz9ADle4r+Mm/bAM4etQGcYcN2szng/P7v//6UKtJnE3BsAxuv1z6bbWDjdWm0CptMVzOnCTgqbPS/rMGmnXrmB3/wB6eigiWN0uca2VhuILBpt6+aW9/61gcpvgGcPWoDOMOG7WYtcDJ5pxkEAgFlzEt9NhxtYFM7+/XZLGmAQ2QT5xzYLGmAA2wCjrXIBjhVlolsAg6wWYpsaDLOJkUFZhAAmyXNG97whmm9ruxnAGfP2gDOsGG7WTvw89znOc/mNre5zRFjZsCml0JKegts6piZtQIBsBHZpOM+fTY9TY1s4tDX+mwqbAIOsFnqswlspNFSIFAjmzmN180w8JM/+ZMHFWz5XgM4e9QGcIYN283audQ4zDhN1WjG2fTGv4CAv2AT53zNa15z6n/pOedEKWATDdhkupoljQKBHJvIRkpsaT/AIY1m+wqbtrIsliilDuoU2bSlz63mda973QQb2zs+FWxZ42cAZ4/aAM6wYbtZC5w4WksM6H/pQaBGNokelD5nUs12+2hEKarRsh/r2WRSzXZ7VmETjSUGlgZ1JkqpsFGNtjSo0+vmRtNnE40CgTXYiGyk0aLRfyO6y+J1Azh71AZwhg3bzeYm7zRTdGDTOlmWzn73TlJH28DGX7BJZBPYJFJqrQcb/S9LGmk0pc/RqEZbmq6mB5tMV9NuHw3Y3Pa2tz3Q/OiP/ui07zF55562AZxhw3aztmjA5J2//uu/vhjZKGO2Nk36bMBG/0vPOaeowNo06X/ZJrIRDVmbJmm0bWADUNamCQRENsbFLGlEQxadq7ABjZ4msDnppJOOgI3XVNeNgZ972gZwhg3bzVrgKIt+6lOfeoa51BjYeB1sUlQANvps1gAFNomG3LNLa9MkGgKbunjaNrCpkU1gswS1FjYGdS7Bxuv6eWpkc8tb3nKCjfcc+wDOnrYBnGHDdrM54LRzqbFMV2NtmpQ+J43WG5cS2FgILaXPIpul9WySrnM/Jxpa67NJ31BddTNptCWN9Nftbne7A3AkjdbTAIrU21xkE0AN4OxxG8AZNmw32wY4nGhgk7E5OsXXZgMAG2vTJBoyzmabiTitTZN0ndLnLPHcbh8N2Fh1M9HQNrARDf3UT/3UQbpO6fM2sFEyXmGjQq1GQwM4e9wGcIYN283WgMOB+jfYZG40MwhsAxuRTaIhMzgHNj1NIptEQ0qfl8bZVNgkXVfH2bTbR5PIpo6z4Xt7ml5kI/XWAmoAZ4/bAM6wYbvZEnA42hQIZLoaKbGlGQQCjgobKTGwWdL4W2FjupqlqWcSpVTYWAhtaVCn7xPY1BkEApueJpFNAPVjP/ZjE2zmAOW4xuSde9oGcIYN2816wOHowUZkU2Ejslma58zfOdgsaVKNFtjo7BfZ9GCTAgF9NoGNzn6wWdIoEKiwufnNbz7BgabdPhoFAiKbwObHf/zHZyObmO/5vOc9b/Ot3/qtAzj71gZwhg3bzeaAY/JOT+rujYBjLbIJOFSjpc8GbJaWGKiwSZ+NtWmWYMPRi1IOAxsaUUqFzS1ucYuDJQZ6mjnY8MtzkU00+nSALN9nAGeP2gDOsGG7WQsck3c+5SlPOWJuNPfY0kJoAYfIJhBQxqz0eUkDHGCTajSRzdp0NcABNgFHYNPTBBxKnwMOsFlKo3kdOJQ+p6jADAK9NJrP8DqfLd0WzQDOnrUBnGHDdrO5yTs55EDgMLCJQ98WNu7ZOGd9NqlGm9MAh5RYHdSpz2YtSgGoOs5G9LEWpbSDOpfSaC1sbO87jeUJ9rAN4Awbtpv15lJjqtGkxDjaOYdeYRONajQpsTnnHE1gE01g09PMwaa3xHPVJLKJJrDpaWpkE3CAjdeWNPx2YCPyMhDUxKcDOHvWBnCGDdvNesABm6UBmum4N86mwmZpgGZgY5xNhY2UWAoOWgtsVKNFI7LhK5c0YGOcTYXN0gwCNMCScTZgc6tb3eqIQZ2t0fDTSqQDG4AD6TF55x62AZxhw3azuck7Ta2/BJuUMYNNUmIGdYpses45gKqwMc5maVJNr7ewMc5mCTZeb2Gj9HkJNqIUYKmDOkUsPmdJw0eLZmwvnSgyEgmOyTv3tA3gDBu2m7VFA2c969k3j3vc47pptMCmLoQGNiKbnnP2utSbhdDqejZLa9MkGqpr02wDG302WZtmG9jYP9goCtgWNjQ+U1+X7X0nsAHHMXnnHrcBnGHDdrMWOGuTd3rNcgGpRlvrswmgrE2TyrKk0ZY0oiGrbgYCa2m0REMVNkmj9faT1Jt+mmik0ZZg4/UKG2Y9HPt23GOmgT1uAzjDhu1mc8Bp51JjHKmBoGCTCqzAplfxVWGTaGitQIBGNFSXeE412pLmsLBJ6q2FjWinp0k/T4WNyEZUFUAN4OxxG8AZNmw32wY4iWyk0eqgzqXS5wqbREPG2WwzEaeF0BINpRptSQM2ooyk69aq0ZJ6A5iAA3iWYEOTQZ3R2GeFTY5nAGdP2wDOsGG72RpwahotsDGD89JsAAGHtWkyeNQMzkvjbGoaLdGQQZ2KCnqapNE4/kRDOvGXxtkksmlhAyZLmhY2oimf0wJqAGeP2wDOsGG72RJw4kzrEgM6+5cm4uScUyAQ2OjsX5qIk0aBANgkGrI2TWDTbh9NCgQSDYFNZhBot48mabQ6g8DSOJvApqbR7LMXDQHOmLxzT9sAzrBhu1kPOOAAHNJodbkAabQ1cFTY6H8R2SxpRCmq0RLZqCxbimzS2V9hYyzMEmzS/wIwgY0y6N50NdG0BQLmY+vBhr3jHe/Y/PEf//Hm8pe//ADOvrUBnGHDdrM54DztaU876LNJxKGzfw02wFELBAKbHjiiEdkEHNamWZuuhsMHm4BDGXPSaD0N2NQCAVPXLEU2XveZLWzm0mjMfr3u2EV0OQcDOHvUBnCGDdvNWuCYvPNJT3rSEXOj6bNZmlSToxXZgE0gkFU3lzScdx1ncxjYRLMGG6+LUuo4G7DxOXORjc/wOl+cQZ2+kxkElmBDo+9Gv1P2M4CzZ20AZ9iw3awC58sveP7Nuc597qkyLA4zsJlztMzriWyi8YS/tMSz1/W/1HE2+mz4v56GQ29hAwhLpc8tbABUGq2XEpuDjchLZON4expRH9j4DtFkWYcBnD1qAzjDhu1mvbnUApulMTOJbFSjRZPIZkkjUlD6XGHD39Xy4lYDEqrRotFnIyW2pAGbpNHARmSzNKgTbERYSaNJi4ENoM5pKmwS2ei7MjZnVKntYRvAGTZsN+sBxzgbsJlztCwFAhU2xtlw2EsakUKFDUe9BhuQqLABhCXYJLJJ6bOUmCinB5sa2ShYoBGlmI/Nd1zSgGsiQv1dCiZEhGPyzj1sAzjDhu1mZ5y88yyba1zjGouRDQecJZ4PAxuRQl0uAGyW5jnzusgmywUwqa61GZx9ZpYLYNJo7QDNasDB3wY2oqHAJgNYW0ufjcIIGtGQSUaVk/usEeHsYRvAGTZsN2uLBs52trNvHv/4x0+Oe64TPgM0OddaILAGG85beioQSBptCWogURdCA5ulyCaAynIBTGSzBBv7dxwKFmzvO63BhkZk43vTiIacD2XkY/LOPW4DOMOG7WYtcNYm7+RUOddUsK312dAcC9ikn6eNbHpptGhEQ4ENW0qjRZPS5wAqsPFdx0wDe9wGcIYN283mgNPOpcYCmzpAM9Voc+XF0XDenHgAxbkvVaPRgE1dm0bEslSNNhfZrBUIeN1nprKMLRUIsMAmkQ0DGxFfNAM4e9wGcIYN2822AU6NbDIQVN8Fx9ob/1Jhk0Gd+kiWZgPgtDl8sEm6LtVoa7BJGXNg0yt9jgZs6pgZfUtLsPE62OirikYfVoUNG8DZ4zaAM2zYbrYGHM40fTaZrkZVFqe6NuuAiCHRkIkvA5ueJmm0RENrgzrnIhsFBmuAqn02gU1vnE00NY0W2MwBagBnj9sAzrBhu9kScDhgUQrnWifVXIpsAg6wSWSjjHlpiYGAo8JGSfPaPGfAAjaJhpROL0U2Xm9ho0R7CTZerwUCTCk42MxpxuSde9wGcIYN2816wFFtFdi0ywX0IhsOmPMWMQQcYLMU2dCk9LnO4LwU2dC0pc/bwKaOswlsetPVROP71sjGjApzkQ1zrCbvfPazn7253OUuN4Czb20AZ9iw3WwOOCbvzHo2AQfYLEU2nDPnDTYBx2FgE4e+FtlkzEwd1BnYzGns1+sVNr7TEmyiqeNsRGuBzZLGoE8zNCS6G8DZozaAM2zYbtYC5zznPe/mCU94whFzo2XVzTlHywKbWvq8tuom5wwsgQ1wZCG0OU0FRyIb4OgthBaNaEyUUmcQMIfbEjhoDHxtZxAQ8S1pzKZtVu2cgwGcPWsDOMOG7WZnmLzzXOc6wml6wl8qY+7BZmkGARpgyTgbsAGRpRkEAqjABjjAamlQJw1QBjZSgyKb3jibuchGoYRIr61Gq5oWNjTnPe95B3D2rQ3gDBu2m/XmUquwmXO0DDg4fKXP0XDu28CmjrORHuvBJhDgD1ONJrJZgk00YJMCgW1gk8imhY304pIGbCxORwPYIijTAw3g7FkbwBk2bDfrAYfT5YPmHC3zelbdjEZks81sAHVtGrBZGqBJA2B1bRqwkRLrTT0T2GScDdjoWxKlzGlqZJNxNhU2S5pXvvKVU58NjWW473a3u02fc81rXnMAZ9/aAM6wYbtZBc5XfPkFpsk7r3Od6yym0cCBw6+wWYtsAqgKG+mxw8CGScMtwYbGsQc2oqEl2LAWNgAFNt5b0oCNWbVpLMN98sknT/vnu8c4nD1sAzjDhu1mbdGAyTt/+7d/e3Koc5VlgU1dLmCtzyawqUs8J422BDXRUl3ieSmNFk2FTVbqXIKN/SsquNGNbjRp9A2twYZGNdr1r3/9SSMauvOd77x561vferA+zgDOHrYBnGHDdrMWOOc617kXJ+9sYQMIS9VogU3KmBnw9PpsogEbIIvGPpdgk8iirlaqL6XXZxMN2KSzH6BU53lvDTbXu971Jo1o6C53uct0rmjGTAN73AZwhg3bzVrgtFPbxNFmbjSOP2NzUvosGmodM5uLbJZKn6NpIxv7XEq9ed1x1LnRFAj0BmhGUyMbBja9ajTWRjbOg8gmn+fvAM4etwGcYcN2s22Aw5kmsgls9KvwV0upN1EMwNQZBLaBTY1slsbZROM42shmG9jU8m/jbJZg4/Ua2TCRTVvBNoCzx20AZ9iw3WwNOJypVBbYZPS88uS1yKaFjTLoJdikQKBGNsqtl/p5UiBQYWP5hLW50QChRjZLgzqjqZENu+td7zoLqAGcPW4DOMOG7WZLwAEU0UVdz0Zl2VJkwzkDi2gmsFFZtjRdTfpfajXaNrCppc/MjNZr/Ty1Gq3CZk7j+9GoRgtsfKcebJjXHNcAzh62AZxhw3azHnBMQplxNnVtmqXIxuvAUkufwQaAljT8XgZ12pdZC3pptIx/kRLL4mlgGNgsaUQpgY1o7U53ulM3sonGoM6UPisQ+KVf+qUubGje+c53bp7xjGdsLnvZyw7g7FsbwBk2bDebA87Tn/70qQ+kziCwtOpmnHOFDXAsLYQWTY1sgMM+l8CRudECG+AAm23mRgtszI0W2PTAkRkEAhulzyKbts+m1bz0pS/dfO/3fu8BpAdw9qgN4Awbtpu1wDEHmHE4dW40QOjBhrWwAQ7/Xqoso5F6SmQDHIHNnCYOXUossBFxgM0aOEQ2Wc8GOMBmKUqxNMPLX/7yg+lqzCAgslmDzUte8pJp0GzO2wDOnrUBnGHDdrN28s5znutcRzjNLPHcc7SBTcbZgI0CgSVwJI2WajSwkbrrVZbVyCZ9NqIUBQJL4AhsEtmYDQBsvL+kAZtENuZGE9ksaQDqxS9+8cF5O/e5z725wAXM2jCAs1dtAGfYsN2sN5caE9ksDdBMgUBdm0Zk04MNa2GTJQZEKXODLQMosEk1msgGbNbmOQObVKOBjQIB7/c0PdiYQWBJI7KRRqMRIYLamEttD9sAzrBhu1kPONvCpq66uQabVKNluQCAWoINS+qtLoS2BJto9NkkJSaNtgabFAhc97rXnTTSaGuwodFnc+1rX3vSnOc859nc5z73mY53AGcP2wDOsGG72dzknQZE9tJozOtglP4XtpRGi4ZPy3IBTJ/NEmwAqi7xLBpagw0N2GQGZ9FQ0mg9TQsb0dASbKIR2QQs0mj3ute9pojH9xxl0XvYBnCGDdvN2qKBs5/9HNOKnxyqp/jW0fZgs1QgAAL6eVrY9Ppssh/+MLBh6bPpQSDjbBLZiIaWIptojLMJbPQNLcHGOaF52ctedgAb0dA973nPaezSmLxzj9sAzrBhu1kLHGXRvck752CzVPocTQsbFXBrsJGWSmUZU43WKxBggU0iG+k6kU2vsiwasElnP0CpRluDjTRaYCMaEtk4XzRsAGdP2wDOsGG72Rxw2rnUAgFgadem6Q3QjAZsUsbMLBewlnprYXOHO9xhFVAVNvEHS7DxeoWNdJ3F0/Jeuz1rYSMaOuWUU44A1ADOHrcBnGHDdrNtgMMBtwUC1qZZmhuNpu2zAZslQHkdbGoabWlQZzS1QCC+YC0aqrBh28CmptFEQ2DjHNVoaABnj9sAzrBhu9kacDhaUUqFjYk8RTv6eVrHHOfMl1XYWC6gN4NANAoEUo3GLIS2plH6XGFjuYClgaA0tUAgsOlFQzWNdq1rXesANvyG99vUm//7Ht/93d89gLNvbQBn2LDdbAk4OsDroE6mjLnXZ5NSYX6slj5bLqAHjmhEBYENDdj0IptoKmyyNk0vspkrfQaOu9/97ouwSelzYKPqLbCZ0yQlOCKcPWwDOMOG7WZzwPnd3/3dafLOChsQyEJoSxDgbOsMAmuwSVVXHdRpIbRen000UmIZ1KkvZQ02NFJiWc/G2Jw12GRQZ8bZKBC4973vPb3fRjbRmLxT0cWlL33pAZx9awM4w4btZi1wjK43eacopk5Xsw1spJIS2QBHFkJb0tTIBjhENmvgEKXUGQTAZg0cFTbKmMHG+z1w0JiuJrAxzoav8N6S5k/+5E8OopsBnD1rAzjDhu1mLXBMzfKbv/mbB8tCg41qtKXKMo5WZFNho0BgqS+FRmd/IpvPFzYnn3zy9H5PY54zsMl6NoAKNt5b0oBNfIsZBPgJ1WhLmhe+8IUHfTcDOHvYBnCGDdvNzjB55znPubnGNa5xABvVaEvpraTR6gzOCgR6AzRrZJNqNOktpc+9GQQCm9pn4zjd82sRR41sRCkKBJbG2bSRDQAHNj1NCxv++yu+4isGcPatDeAMG7ab9eZS02cT2Mw5WpYCgczgrM9GZNODTTTt2jQiG+/NaQIofTaZVDORzRJsaMCmzuAsslkCR2CTAoHAxvZLGrC5+tWvPmkueMELTlDLZwzg7FEbwBk2bDebA85aZMNS+pzIBqDWYJPS57rqpsjGez1NqtHqQmhLkU00Zn3ODM7SaGuRDY0CgUR3SaPZXsVeT/OiF71oc7WrXW3SnP/859/8yq/8yuS7x+Sde9gGcIYN283ayTuBQ7/KUp+N1/mn9L8wabSliThpKmxATWTTS6OxjLOpSzwvRTbRgE38gmhoKbJhgU1SYikQ6MEmGgUCV7nKVSYNn/2ABzxgqu7jx0dZ9B62AZxhw3aztmjA5J1PetKTJsfNsbeOdgk2PUAlsklnP1P63CsQyH6k3tLZn3E23psDh2PNoM74hJQ+92ATDdgEEPqGlD5nbrSeRmRz5StfedJIvYGNY06Z9wDOHrYBnGHDdrMWOMbh/N7v/d4Z5lILBFrYZJzNEjha2CxVo0VTYcOWSp9ZC5sM6vQdljQVNgDFH2wDm0Q2oiGwSTTk7wDOnrYBnGHDdrM54LRzqQUC/FMLm944m2g43wobywUsRUNel0arsLnLXe6yCKg2jSYausc97jG9NweOaCpsFC+IbNbSdTWNpm/ogQ984BGAGsDZ4zaAM2zYbrYNcFIgkGo0ZlLN3gwC0bSwsVzAEmxo5mCzFtlU2OiDsjaN9+bAMZdG0zdkpc4ebObSaPqGwKZN1w3g7HEbwBk2bDdbAg5nmnE2gQ2HbiG0HmxSvVVLn7M2TQ820Sh9zhIDohQLoa1plD6nGk0aDWx6gIpG6XOq0SpsljQim6te9apHwGYOUP5/Qk3e+b73vW9z2mmntS9/UbYPfehDm/e///3tywdtAGfYsN2sBxyOUwc455nS55Qx98ql45xFKVnPhkN3b66BQ/9LqtGy6mYvjRaNSTUDG/0vFkKL0+9p/vRP//QANsBx3/vedxYcVWOcTWAjjfagBz2oq3G8J8zknX4AI2Sf/exnt28dV+0Tn/jE5h//8R83H/nIR9q3jmjPeMYzpvXVzes01wZwhg3bzeaAY/JOk1BW2ACHyAY4epFNZgMIbEBAZAMcSxqwyQwCIGDVzaUohYavy6BOlWVrsKEBm4yP0dm/BpsM6sw4G2NzjLMR+c2VS9M4b095ylM23/AN37DfwHECLne5y+38BY9Fc4F90zd90+aP/uiP2reOaL7Hwx/+8GmVwblIZwBn2LDdrAWOJ3gPevxPYCPi0GezFKVwzlJic7BZ0vAFSaMBhz4b7/c0ppHR/5IlBoBDGs17S5oKG2XMYNP2v7SaF7zgBQczCBjU2RYIzGme+9znHvTz7C1wPvvZz06T7Zkz6JOf/GT79nHX/viP/3hz0YtedPOc5zynfesM7b3vfe8U5Qjl2+82gDNs2G7WAoczfuxjH3sEbEQ2a+AQ2aTPRpSiGs37PedMo7M/sAE6abS1iANsEtmIOEQ2a+DQ2R/Y8K1gswaO5z//+QewucAFLjCl0Ww/p7F/Gn7tu77ruw5gs5fA8WWcUJpnPetZ7dvHZQOar//6r5+eBrZpT3ziE6fozfoctQ3gDBu2m7UzDZzjnOc8KPtNGq03GwDnnAIBD4U0Ips12KTPJtVoIhvjbNZgUwsEwEbp8xI42jQaH6lAoAeOaGoazdxoIpslDdjwaYENzVd91VftJ3BOP/30KaT85m/+5s2//uu/tm8fl+2wwLF2uu1Nm17bAM6wYbvZ3FxqTIHAEmxYYJP+F9HQEmyiAZvM4CwakkZbilJSIJAJMZNGW4JNCgTqDM6BTa//BWyk0VIgABwiG5HdkoY/+87v/M5Jc6ELXWgaz5PZpvcOOJ/61KemfKYffa6pWBMZmK7iMY95zNRvotP+C9n8QF/3dV83heHvfve7N3/wB38wdbT1igM++tGPTt/P5ICf/vSnD14fwBk2bDebA47IRp/NEmwUAVTYAJQ+m16UEk1d4lk0JI3Wg000IptEKVJvS7BhgU2iFGnCNdikGi3gSBptCTY0HpqveMUrThpLEuhz9oCcSri9A84//dM/TST2w7XtYx/72HQRILb5joSjl7nMZaZ5jD7wgQ+0mx+zBjhSZGr7jVaWx1V3/43f+I3TBTnX5Gq970dOG8AZNmw3a1Nqxswo0un12TCvG9xYx8y4/3qA4pyBQ1FB+l9ATTVaDzbRiGwCG9EQP9CDTTQVNqlGOwxs+N9tYXOFK1xh0nz5l3/55mEPe9hUpbbXk3c6kRe5yEU2p556avvWFA3o1xFBvOc975l+jNvd7nbTj/CHf/iH7ebHrPmhvvZrv3Z6OvL0oq7/13/916eox0UMom27//3vv/nKr/zK6ekhbQBn2LDdrC0aMHnnk5/85MlXcKyts21hwzzU9sqYWQsbgAKbfF67fV6vkY10Hdj0IqjAxqDOwEY0tFYgQFNhIxpKgUAPNjQVNqIhsPE6EO31TAPCWsD5nd/5nfat2aYyRJ5RPfk2TWXYtifsM5/5zNSntNae97znTR2F0mi1PfOZz9x89Vd/9TTwrG2/9mu/Nj1FSMOlDeAMG7abtcBZm7yTv6mwsVzAWjQkaxHYiKDWYNOm0URDS7CJpsJGNHS/+92vG0FFU2HjQZxfXIKNY66wUS7tYT/REO1eA+epT33qBByVar2mbFq/jRPCyQOOiGGbpuPQj+iCWTKO34VYU169Bjip96/NxeEHlG9t2+Mf//jpPSF22gDOsGG72Rxw2rnU4pwPC5v02QQ2zEJovdRbNDWNpm/IPeq9Oc1cGk3fEP/Wg81cZMMfPfjBD16Nhips+GmwsX00ew8cVRWAI23WNl9URHDzm9988+3f/u2bm9zkJpub3exmByvTbdNyMeWk9swP5eIDgbUW4DztaU874vV//ud/nqKYOeA87nGPm/qqRGhpAzjDhu1ma8CJo+VHUvosSlHGvDQQ1IOnezUFAtJolgvoASqaWo0GNqeccsr0/pLGw3bGzEi9iWx60VC+D78Z2Mi2gM3SDAKBDT9KoywbbGxfNXsPHD+q/pC5lJqpKfwQyvT0i6hY0wdy4QtfeFrD4QvVehEOaIq+DKBq2+jDGTbs6NsScDJ5p/6XVKNJb4HNGjikxAIbEDBmphfZRGNQZ8qJRSn8Vpx4T2NSzTh3aTR+bQk2NAZ1ZswM2Pzqr/7qYjREo9Ap1Wj6eYCkhU2Oda8n7zToCHDmqtREBTri/Sjaf/3Xf00lhX5Mg5m+UM2TgnypC/ff/u3fJnD4wT09qF7793//91YylWmKzFy0aQM4w4btZj3gcJx8C9hkiQF+Yw02GaBZx9lkbZoljf6XwMbDqPvSe0uaCpsshLYEDhqwydQzohSwWUqjZZxNYMM392DDREIm70zEtXfA+fjHPz7lLm9zm9u0b00/lhMl5yicve1tb7u57GUvO1H9IQ95SLv5MWsiHCNxzaemau4Wt7jFFKZf7GIXO0PUo6m2c9HL61YYDeAMG7abzQHH5J0m1wWbpNH4DH02vWq0OGcpscwgABz8jvd7GlADmzqDQGDTgwAN2NRBnWt9NjT8TmZR8PC61meT6WqudKUrTRop/SXY2L/zJtt08YtffD+BoyrMGJtLXOISU5VY25Q/g5HaeuV+UlJOQu0LOdbNj6Vc8Q1veMM0bY3Q+9a3vvURFWi1vetd79p867d+65TPrVVwAzjDhu1mLXDOda5zTw99+iEqbEQ2nGrPOQc2iWxEHCKbJXC0kY1UlftxDQI6+wMb4BDZ9DSZ56zCRj+xyMb2PXDQGCT/Hd/xHZNGOp/fXNMYhpKigr0Ejibku+QlLzl14u1jcwNc+tKXnnK8tQ3gDBu2m7XAOe/5zrt59KMffQRs3Ftr4KgFAmCjGq0HgaMJG5GN7Xuad7zjHRNsMl0N2IhsRFxLGrBJZAM2CgSkyw4Dm70FjpJnKSczRm8zDuaLqYGKhZnMXvvhD3/4DO8N4Awb9vlbO9PA2c9xjoNKLP0v0mhLsEk1Wu7DpNGWwJECgbpcgOzFkgagajWawZaq0TL+paepfTamngGbHjiikUZLZKOIaVvYfNu3fduBRr/63gJHy0yqln7dpyafLJ02F70N4AwbtpvNzaXGVJYtzeDMWtiIhpZgE43IJlFK+mx6qaoASp9NUmLps1mCTarRUvqcyKYHjgqbABc4AMNnLWnA5lu+5VsmjQpgQ05yTvYWOJrUmg54fSP70Pz4ih6e8IQntG9NbQBn2LDdbA44qtHWIhuOu8KGBmyWOu5pRDaBTarReoCKRmQT2IiGkkbrQSCwSZSisz9ptCUN/+nhlmYtjRbN//gf/2OaqZ/GLCnWEtrryTtrMw2NH0elxD400ZoS6t4PNoAzbNhuVoHz5Rc8/+YsZ/nSqciIU52rLMvrZhBI/0vG2SwBiqbCRrrOOJs12NTIRt/QGmxoKmz08ygQOAxsRENAsQQb7z372c+eKm1pVN2afovv3evJO0/kNoAzbNhu1hYNnOMcn5vjkEPlWFtnm8gmsDGDwBJsogGbOOEM6uxFQwwgPDyn/0U0lGq0JQiYQSCw4UeXqtGiqbARDVliYAlQNCKbwEbqTaGF18Frr2caOJHbAM6wYbtZC5ylyTvbNBrYGEjem0EgmhrZmKkAbHqAikOvabTMINAD1BxsthnUSSNtH9iIhgCiBxv7916NbBQigE009jWAs6dtAGfYsN1sDjjt5J1xzgqTWth4fy71Fk0tEAAb8yR6fwkCNY0GNsYPrgFK6XNgI/X20Ic+dDUaamHziEc8YlUDNmZDCWwsq1IjqAGcPW4DOMOG7WZrwGHSRKmCda9kbZpeZBMN2KTzXBrNYO845Z6mhY0puJYiGxqwyZgZqTewoemBg6bCRiEC2Cyl3mgqbKTeWtiwAZw9bgM4w4btZkvA4bQzg0CWGFD6vBbZ0FguoC4LDTZLUQqNQZ11pc61yIZGUVFdPC2wWdIY1FmXGFiLbMBG6fPlL3/5SaOoAGxyjur29rvXk3eeyG0AZ9iw3awHHI7TgEb9L3UGgaWF0OLQ9b/UQZ1gswQB+9H/Etjwf2CzpLEfnf2BjYGga2k0GlN9ZZwNcCxFNgGuhSEDG+XSj3nMY7oaabfM0j+As2dtAGfYsN1sDjiZvLNGNjrhRTZLEACOCht+bG2J58AmKSh9KWDTA0dG9otsssQAcIBNDwLRgE1mfQaONdjQgE0GdSp9FtmI7NrIJhrn7Td+4zemWfoHcPasDeAMG7abtcDJ5J11pc4zCzZJoyUa0C+iz8b2PY39iGwCGx33YNObG20ONsABNkvVaC1sTFWT0uclze///u8fDAQdwNmzNoAzbNhu1gLnvP+3T6MuFwA2a+DQZ1Mn1VSN1nPo0dQ0mpSYyGZJE9gkjRbYrEHAmJmk0cwG4Pv1pquJxmKQKSoAG5HNmgZsUi49gLOHbQBn2LDd7AyTd5797Af9FTr712DDCYNNohR9NmuwoRHZpBoNbIyzWdIAVK1GAxtrevUgEI0CgcBGZGNQZ0+TPptaIGBuNJHNkgZsnva0px3AhuaiF73oAM6+tQGcYcN2s7m51Fiq0ZZgk3E2iVJEQ9JovX6RCpukxNJnswSblD7Xzv6lyCYaabREKWYDWIpsAihptKTEEtl4vafxeWBjYUuar//6r5/mYItfGsDZozaAM2zYbjYHHLBRjbYGG5FNYJPS5yXY0IBNLWNeg00GdaaMWT/PGmy8J7IJONZgI0pJ6XPA8TVf8zWraTT7efrTn7651KUuNWlENVb7fP3rX39iTN55orUBnGHDdrO5yTst+85xz8GGAUSNbAAqpc9zzrnCJpGNaAhs1gClGi2RjWgoBQJLGrBJSkzqDWzWAAU23/iN3zhpUo3Wg000Iptv+IZvmDTSaL/5m785Vam99rWvHQM/97EN4Awbtpu1RQMm7zQOh0PlWFtn20Y2+nwshLZUwdZGNsbzWDNmKYIClZpG4xMf9rCHLQKKpsJG6u2Rj3xkF1CO2Xs1sgEb42wcc6/0maaFzeMf//gJUGzMNLCnbQBn2LDdrAVOb/LOuTSaKW4sF9CLhqJRjRbYiIbAZg1QIpuk0URDYOOY5sAxF9koRHjUox61CKhENoFNBnUujbNpYSP19lu/9VsHgLK/AZw9bQM4w4btZnPAmZu8s61GAxuRzRJsaMAmaTSwsRDaUuqNBmwyZgZsdMKvaRQIZMyM1BvYrAFKgUDSaFJvFk9bAxTYpM9GiTXY1AhqAGeP2wDOsGG72Rpw4tBNqhknmrVp1mBjIbSsZyONZrmApciGxjibwEZRAdgspd5ojLM5DGxojLOpsHnc4x63mHqjMc5mDjY1GhrA2eM2gDNs2G62BByO1BiTChsRhzTaEjiUEYNNxtnwZ1mbZs6hRwM2GWeTtWnWNGDzbd/2bZNGBZtVN3tRimOmAZu6xMBSZBMN2FzmMpdZhA3zOWPyzj1tAzjDhu1mPeBwnO94xzsm2KTEl1/KqptzsAmgdPZf9apXPYDAEmyisVxAHdQpslmCAI3lAgIb/S9LfTbRgE3KpRUIgM0cOKIBm6c+9akHsDE2pwcbJu0GOOnnGsDZozaAM2zYbjYHnEzeCTZ5UtcJL7Lh0OdgI+IIbBLZqBLLEs9LGp39KSoADk56Kb0V2KSoQMQBNmsaY2ZSVAAcYNMrl45GAUWKCoyz+e3f/u3FCrZ3vvOdU5R1kYtcZABn39oAzrBhu1kLnEzeWVfqlN4KbOaccw82CgR6EJhLoxmgqRqtB4HsZw42PU3A4TvV6WrARr9MDxw0Ipv085j9OaXPS5onP/nJB9HQAM6etQGcYcN2sxY4Ju/k9OtyAarR1sChz6YuF6D0uQeBaKTRsiy0yEYaraeZS6MFNr0BmhU2SaOJPMCmN11NjWwqbKTR1jRgk6KCAZw9bAM4w4btZu3kncqd84TOD4lslmCTarSAI302PXDUarREKYFNDxy1QCDVaMa/gE0PAtHos8mkmtvApu2zMTdaYNOLbLwHNhmbA1AXv/jFB3D2rQ3gDBu2m83NpcZSjbaURsugzsBGNLSWRqMBm0QpKRDoAYpDT+lzKst09q9FNj4PbNL/kjTaEmx8Hthc+tKXPgCHNNoSbGie8pSnbC5xiUtMGhGOPpws7zCAs0dtAGfYsN1sDjhgoxptDTY1suGzRDbbwCYzOIuGOOQebKKpsNHPs9RnEw3YBBwpEFgDlNLngONiF7vYamTju4JNVvekVXDxhje84dhO3mkH//Ef/zF9+c9+9rPt2902gHO4NoAzbNhuNjd55x3ucIfJoc5VljGOtkY2AGVtGs58zqHzgzQVNqrelqrR5mAjGhI9HAY2+nkM6vR6DxwtbKTeVKMtFQgENln3RgpNWu2YTt75/ve/f3oyUINuqVXh3I1vfOPNP/3TP7WbzrYBnMO1AZxhw3aztmjA5J2e0jlUDnzOodfIJjMIAMAcoObSaHVQZ09j/xU2ChEyqHMJAmBTB2hmBoElTYWN1Nta6XNgIwqiEeGADUDRHbOZBoAF6a3tbdDUS1/60qkj6YY3vOHk3NbaAM7h2gDOsGG7WQucjMMBgwoc/+ZQ66qbYGO5AE54KeIwziaw4dusurkUDdGoRgtspN6surmW4lONFthIvf3Gb/zGqkafTWAj9WY9mzXYgEsLm2js75gB5/TTT998+tOfPuI1HW8qKl73utcd8fpcG8A5XBvAGTZsN5sDTm/yzhY2SaP1ohSaChtzo1mbZgk2NGCTMmawsTbNmgZs6qzP1qbpwQYYaJQ+X/KSl5w0fDTYLEVDoAIu6bMBHZFO1RxT4KTpt/nABz4wRTlOsC9jNtO1NoBzuDaAM2zYbrYGHKbj3AzOGWfDP61FNjR8Xtaz0WezBBufRQM2GaC5FtlEYwaBjJkBm0Q2PXAENnWJgTXY0ICNMmkafTf+32qOOXDMo2N51rve9a6bm9/85lOuUxmfHOZaG8A5XBvAGTZsN1sCDjOgke8KbLLEcy+y4XxpKmyy6uYaOCwXkHE2UmIimzWN5QIyzkafjcimV4gQjZRhBmhKoz3hCU84AzhazZOe9KSDsTVzkU3M8SoaOCaTdyKbL68kTkmd/6vjVvUgtFxrAziHawM4w4btZj3gcKYyNCKbLDGg435piecKmywxABxgs6YBm1SwAYfIZk1TYQMcIpul/pfMIJAKNlHKWp9NYJN+Huk0sOlpREKCjkxeeqYC5x73uMf0o7z3ve89eO3e9773FOaZxmGtDeAcrg3gDBu2m80BRwTwrne964g0Gh+mz4ajnYOANBqHrrIssJHZAZuehsMGNbBJPw9wiGyWNIFNigqAA2yWyphpgDRFBcCxBhuaJz7xiQf9PKADNkv7MXknyPgeZzpwkB1wbne7201f7j73uc+UHzRdhB9irQ3gHK4N4Awbtpu1wMnknXVZaCkxkc0aBPi4pNECm6XBlqIHSzwnjaYkWWSzpGlhI70FNkszCNCAaCIbqTGwWRrU2cJGCk6fTU9j396T0Uo0dKYDxzicO9/5zlO/zXWve93NbW97283d7na3zW1uc5tp9OlaG8A5XBvAGTZsN2uBY/JO09NU2KzNjcbR1mo0sFH63ANHNBU2HszXYNP22SSy2QY2iWzAxjgbr/c0Pq/CRnEB2NAswUY3SooKjglwVKd96EMfmk6ak5odqVhry6Xn2gDO4doAzrBhu1kFzld+xQU3Zz3b2Q6e0NNnswSblD6nsix9Nj1wZPwL2AQca7DJflSjBRxgY1BnL+LwWqrRUiBQYbOkqQUCiWzWNGCTcmmASgXcmQqcXdsAzuHaAM6wYbvZ3FxqTBnzGmy8BzYZM5NqtDUN2GTMjAIBfTY92HDoNGATJy71phptCTY0IpuAQ+SxlkajAZsKDn02S7ChAZssuCbV59jG5J172AZwhg3bzeaAE9j0qsQCDn3WiWxEQ9vCJmNmpN6WCgRoHIM+pcAm1Wi9jvtoRDZJb6VAoKfxWmYQCDik08BmCVA0IqYUCIi+HKvuk2NSFr1rG8A5XBvAGTZsN2sn7/zSL/2yzcknnzwBYG6cTRx6TaMZm/PIRz5yccwMTYWN1NtjHvOYCTZLDl2fTR2gKXpY04hs6gBN42zWYCOyCWxERWvVaL6ryAY0aRQkmJPtmE7euWsbwDlcG8AZNmw3a4sGtpm8s0Y2oiHLBfRgE43S5zobgOUCljRzsFEB5vUeBOZgo/N/DVC2qbDxGUuawEY6MLBxrABFd0xnGtilDeAcrg3gDBu2m7XAWZu8s666adZnMzjbtgcOGjM4Bzb6edZgw2lz4OnsF0Wswabts9HPAyRrmgobqbfApoUtc7w+z7EENoDoWKM55lPb7NIGcA7XBnCGDdvN5oAzN3mnvgywqevZLEU2HHpgk2q0CpseBGikpjJmBmxEE2sax1yXGJAiW4ONVFtmfRYVJbJb0oBN+mwCm6oZwNnjNoAzbNhutgYcjhRsTKpZl4XO2jQ92NDoQK8rdSpjXtNU2IgiwIZDX9Lob8mYGdHKGmwAqsJGZKPIYCmNRqP/qMJG5VyrGcDZ4zaAM2zYbrYEHKYkuMJGxCGyWYIADdikXFr/i8hmCQI01qZJubQoJbDpaQKb9PPoswGbFgKtRsVarWBb67MJbJJ6q7BpU2/HdPLOXdsAzuHaAM6wYbtZDzgcvXnOwOYKV7jCQcSxtMRzhU2KCoADbNY0YJN+HpGH1NWaRhlz+nkARH/MUmUZDdikn0dUBDZLGoACmywlLfqai2xiPkuEc5WrXGUAZ9/aAM6wYbvZHHCkl5T31shGlCKy4VCXIMAZJ7IREYDNmsb+AhsRh8hmafxLCxt9N2CzpjFmps4gsAQbx+vzjPlJ6s0x+n5ebyObaEDa1EAplx7A2aM2gDNs2G7WAufc/3fyTrPb1+UC1mDT9tkksvH6kkafTdJoYJMZBJY00miBjSglsJnTBBz6bAIbUYoorjeDQDSOJbBR+OBYlzTOjyl6Eg0N4OxZG8AZNmw3a4Fj8s773//+B6XPa7CZK31OZNODQDTSaJkbLWm0pSglsKnLBYBNDwLR1D4b+xPZLGkcW41swEY1Wk9TYZOiggGcPWwDOMOG7WZnmLzzrGc96ByXFtJn04MN56svA2zqCpprk2rSiBYCjm1g4xhEJYlStoFNW/oMNmuRDY3IRoRGI2Jbgw0N2Eg7BlCJ2gZw9qgN4AwbtpvNzaXGzAawVCCQ2QDAJmXMqUbr9YtkUKfIJmNmpJ/02fQ0AQdQ1DEza302jg1sAk9A9Blrmlr6LGJbgk005oNLn40CC/sdk3fuYRvAGTZsN5sDDtisLfHsPX02dcyMyKZXvRWNyCawAQMd+UuwoQGK9IuAjdLnNY00WiKObQoElDODje8e2KRAYEkDNsYl0UhDmmNuTN65p20AZ9iw3Wxu8s673/3u3QGac5GNp3t9HktjZrxXIxtRBNisAUqfTSIbf1WnrWkqbKTtVMH1YBMN2BicSiP1BjY9TYWNGRdoVOap6lPd95rXvGYM/NzHNoAzbNhu1hYNZC41Trgt/U1KTGSTzn5OGmx6gOKwk0ZLnw3YgMJaBAU2WZsmsOlBzecENul/CWzsv/0u0SSySUosSwysacDGkgw0+nnAhsYxjJkG9rQN4Awbtpv1gMOxVofLyXvi9+SfDnGw4azX5jnzeXOw6Wk4bnAJbKTTlmATTYWNSArkljTeA8u6xMA2sJFurLAxx1w0Y2qbPW4DOMOG7WZzwGkn7+Sc9WW0sEkarRel0Igw6hIDa7ABKHCpSwyIdNY00nN1iYE12ACEPqe6xIA0YU9Tq9HSz6MaDWyqZgBnj9sAzrBhu9kacDhSVVqqtTLrcxZC6znnwEZkk34eMFC9taZREJDS5236bGhUuaWfJ7DpRSkBFNjUogKw6WkCG1V7FTZJo1XNAM4etwGcYcN2syXgsBY2wCGy4Wh7kQ2NzwhspMbAZg0cSp2Tesuqm2sa43eSehNJqYLraRwvjdLtpN702YDNUoGA9wx+TeqtTaPV7TN55zWucY0BnH1rAzjDhu1mPeCIRMwLBjaZrkZ6C2x6zjmwEdmkqEBqTBptTSOyCWz8FdksaRLZBDbgJrKhaSHAAhuRTVJvSp/12Xh9SSOySeot1Wi9/Xj91a9+9ebKV77yAM6+tQGcYcN2szngZPJOfTaJbKSsMoNAL7LxHlgFNqIUsFnSgI3IJv08/oLN0viXwCb9PPqVHPOaRmQT2IBoYNPTJLJJ6s3ccmCzBCjf5373u99B6m0AZ4/aAM6wYbtZC5xzn/tzk3dKM6VAIJFNzzlX2GSKm8BmaZQ+hy6yydgcWrBZ09TIRpQCNj1NwFFhI0rxHdc0FTZmEACbJY0U28Me9rCDaGgAZ8/aAM6wYbtZC5zznu+8m3vf+94HUco2sOGcOf3a/6JqrOecvcY51wKBpNF6mkCgFgg4xm1gIzJLnw3YiNyWNI6twsYSDc961rO6Gv02UpCnnnrqweDRAZw9bAM4w4btZu3knV/2ZV920DnOSatGW+pL4Zz12STi8DdptJ6GcwabTFezlkbLfkAs4EgarQeB7KdWo20DG/DQZxNwbBPZ0IBNprgBqPR7DeDsURvAGTZsN5ubS40ZoKkCbAk2HDqnX2cDUI22pgGbOkBTNVoPNhw6DdjUAZoKBJY0IAA2Acc2fTaBTQXHNrABlQte8IKT5ru+67smAMcvDeDsURvAGTZsN5sDjj6ILPE852gDDo61DtBcK30ObOoATbBZAhSHDjbpF9HPo/R5TQM2AYfCB7DpaQIOgzozN5qJOJU+96rRaBig8Nc03/Ed37F5wQtesHn9618/Ju/cxzaAM2zYblaBc8ELnG+avNM9AQ4cauto52ADICrNlgZ1es82gQ2tIoM1QOmzCWzqOJseBIBDgUBgo6gg42yWNPpsApvLX/7yq7BxfNJo5znPeSbNFa94xc1zn/vcMXnnPrcBnGHDdrO2aCBl0Zxw62w5WU4YbNLZLzW2BhuAsE36bKTgMkFoTxPY1FmfjQnyentcgYD3wCYlyfp5nvnMZ64CqoXNH/7hHy5qWIXNt3/7t0+woXEMY6aBPW0DOMOG7WZzwFmavFMKLGXMYCNFtgQOmrrqJthkYGlPw3FL6WUhNLAR2axpwCb9PIFNTxNAgU36XxQVLMEGnAKbpNEUFQQ2NGNqmz1uAzjDhu1mc8DpTd4JNil9ThptKSUGNirWUlQgjQZmPYceTV3i2f5Uli1FNj6vrroJNsqYe/uJ5hGPeMRB6k1kY/G0JY1jeOhDH7o5//nPP2lENs973vOO0Azg7HEbwBk2bDdbAw4IqNICmwzqBBCRzRJsAAps0s8jBZe1aZY0Ipv082wzNxpAgU1Sb9uk0bz3yEc+8iD1JrIBm6U+GxqDOpN6U8FWI5tsO4Czx20AZ9iw3WwJOKyFjXSayKZX8RVAgU36eYBjaYnnwEZkUwd16rNZggAN2CT1phpNZLOk8Z7IJuXS6bNZ0oCKyCZr4KTPZk4DOGPyzj1tAzjDhu1mPeBIHwGHAZmBjfSWyGZpLEsim8DGmBmwWdNU2ACHyGZNo4w5sAEOkY3XWwhEE9gk9SZKAZslTWCT1JvS5x5smNdf+cpXTuNxBnD2rA3gDBu2m80BR+rrne985wSeTKoJNjr/e4MgaxqtwsZnrGnAJv08gU1PU9No6ecxZkbp85oGbFJirbNf6fMS1AKbpN6udKUrbZ7znOcsAsp+7nWvex0UIgzg7FEbwBk2bDdrgWPyTp30oJNqtKTReg7daxxtLRBIZLOk4dD12aRc2mwAa7BJgUAim21gkwKBRDbGzIANTQ8cKRAIbEQsYNPTSKWxBz7wgQfR0ADOnrUBnGHDdrN24Od5z3vezd3vfveDzv7AphcJBByin4BjW9jUajQDNPXZ9DQVNolSkkZb09Q+G/0v0mhLmsAm4KiwmdMENg960IMOigoGcPawDeAMG7abzU3emc5x0NFn0+vsj3MGm0QcKRDoAYqGcxbZBBxgs9ZnYz+PecxjjujsX4ts7Ec1WsABNols5jQZZ6Marc6NthbZ0IBNyqWl3kReAzh71gZwhg3bzebmUmMpfe7BxmucbQsbqbg1jcgm4FDGLIXX0wQcYFMHaK4VCDCRTSIOfTZrBQJMZMP/0nznd37nVCCwpHHMYCMypDGHmu8zJu/cwzaAM2zYbjYHHKkx1Wm98S9eE3HoswlspN6WxtkEHBU2Um+BTc+hswob/Txrpc+BTcChGm1pnE2NbM51rnNNGlGKQZ1LGq//yq/8yuac5zznpLnqVa+6eclLXjIm79zXNoAzbNhu1vbhfNmXnXVz//vfvzslTIVNXWLAcgFLswF4D2zqEgNg0w6crBpOXZ9NnfV5bQYBGrBJesuy0GszCCSyUTBBo/S5nUGgmn0ksjn72c8+aa5ylats/uRP/mSq7huTd+5pG8AZNmw3a6vU1ibv5ITrQmhKoAObHqBorBqaPhuwsVzAksb+jbOpsLE2TQ9qtmcPf/jDD9JoYPPHf/zHi+AAm4c85CEHE3GCzfOf//xFjeNTjXaOc5zjADYvetGLJo3jGzMN7GkbwBk2bDebA87S5J1gk2o0sMmkmnPOOZq66qZBpGDTc+j26z2wSUmyogKwWdI4BpFNUm867Zdgk2gIbNL/olw6sGm3ZwEU2CSNduUrX/kANtlmAGdPG2Bc5zrXmX7Yu971ru3bq60C50dvfqPN//rAWzab//3uCTrDhp0ItvnkOzebz7x78xevetYBcEQsQMGJc6CcqSotsMlsAEmJveMd75jeT4QRiwZs6tQzwEGTz241OuitupnUG3CoEutpHCfj2OvUM8CxpLGvX/3VXz1IvalGA44ljdcf8IAHHERDV7/61TcvfelLj9A4fr579OHsSfvwhz88LXL0L//yL9MP7Id1vn7yJ39yeu2f//mfpzzqZz7zmVZ6hvbZz352c5/73Ge6MH7kpjfYvO/df775+Glv3fzXf7zpOLM3Dxt2pthH/uPNm4996H9uXvrC392c/3yfA47+mTe+8Y1T5/cb3vCGzete97oJAhnUKeJQwfbmN795et921bz2l3/5l1N6K6k3nf0ipyUNn6fjvsJGBCVy6Gn4TB33Sb2pRlMubT/t9tGY60w/VVJvCgSUSy9p9Mt4OA1spNFEUK3mr//6rycIXe1qV5u2E3Xt0gZwvoDNRXyrW91qSqPd4AY3mP66OD3ZGDPgtetf//qba13rWps73/nOm3e9613tRxzRPvGJT2xOPvnk6cK45CUvtrn1rW6yud1P3Gzzkyf9yLBhJ4z91G1vvvmB7/+ezdnPdrapaOCa17zm5od/+Ic3P/RDP7T5kR/5kc0P/MAPHKS34qBvectbTtvc9KY3nbarRnOjG93oIL3FpJ7WNDe84Q0PIo5EEGua7/u+7zuAAPMAStNuWzX8RKrRGH9xi1vc4gzbVg2/kj6bs5zlLJPvmdM4Vt89KURg2+bht9cGcL6ATdosF8k2plZ/qZ122mmb2972tmfQDRs2bNjRsDvd6U6bj33sY63r2boN4HwBm9D69re//fTE5UnCX/lh4bTOSE8injI8Kd3vfvfbvOc972k/4oj2yU9+cnOXu9xlujCUdv7oj/7olJr73u/93s2XfumXTq/7LdTX/9RP/dTmNre5zebWt771GQy0rn3ta09PPjSe0jyd3e52t+tqTjrppOlJMhem8N7TWU/jNZrkhpknSJ+xpGEJ75lz5ensp3/6p8+wfdV4Iq0afWVrGgPlojHW4nrXu96ixl8dtdGIVj199jS+/4//+I9PaZNoVD59//d//6omI7+Za8ZT6JJGJC0NFI01Wm584xtP57rdPpof+7Efm9JNtnct6Fy/yU1usrgf15z+EBrXnD4S1/DSfmiyEBqN6N6139O4Pj2NZ7oaGh3+N7vZzabr2meKFM52trNtznrWs07n02e57vP9o/E5NO0+fIZ7p14DNAaD5r5qNY7L6/UaoHEvO5dLGhVo0ZgdwQBSv1lP8xM/8RPTgNFofE99St73Xk+T35M5Pz7DtbuksbRCNPp89BV/vm0A5wvcVKa9973v3fzbv/3b1Fdj3QkhtRvk3//936fXvX/66ae30jO02ocjZFZdorLG9OJ3vOMdpwtMnb18rbJO78nRym9Xe9Ob3rR5xStesfmZn/mZ6eIXenPyOllVtcxpvPayl73sIMKi8V3kxmn+6q/+6ojt/Z/GwDIOlEalDNCZkVd/Vk+jM1SagUYq4brXve6UG+9pfJ8XvvCFE9RpjE9wflLKOqexHx21P/iDPzhp/CbAb9zE0n50CHN20XDqxk30NPbjfd+Bxr0i3WJE+NKx6ax2rmjAnYN+wQtesKjRFxDAS9tynM4lTd2e2Z6ZDyyOGqj9Vn4z36enUYYcRw3UrgnXhuugpzEwM44adEHAdbukMStAwAu6P/uzP7t59atfPXWgW/PG7+w30NfyW7/1WweTd8b0x/z8z//81J/hXsjn+x1VgqksC9RiACptzbfZpmo8QOrjSCFCTF+RB0Ep9DmNyrIs0hYD4Hvc4x5TP4ptotHHwoyZSfFCDAz1y9huTnPf+973oJQ7BiZed43YJhp6x3fPe97zoA+KjT6cPWq1Ss0FethWq9Q81blYVZkwN+gv/MIvTADxtOqJHwx6VSwqclx4P/dzPzdt70kNdNy8wNjT6JDlLByDfYEOGCiMaLePxrXhKSsajpRzXNLoKOUwaTzdieJ0lPY0vicAc8zRgA5ALGk4PU/1NGANOkCkP63d3jmh4VxtRwOioMWxL2le/OIXT8dDA6Lg6LUljYF5vjcN5+pp/eUvf/ns96HxuxkAmEhU+ayn6Fe96lVn0KQ01350JieqBDdP/87lnIaztx+/RaADbp7U+QPvzWnsx2+uIosG3DzwuJ6WNK6tRAccI4BwlIAc3/NLv/RLBxDwRM/BmrvM//VNGILA4aZCzfUFUCkQMLKfJtGB132m/dg21WiPfexjD/o6jH/x8JdoT3TIeXPqtlUl5u+jHvWoA4fuQdD9GzCC3b3vfe8JUtGwU0899aAPygMETb4fUOlnSQl3TCFCqt7cX44l388xet/vnePyb1mVMXnnHrejOQ7HU7Zz7gb1tJInXznYpMrcFKIWF9ncgDU3kooW0MkFp9wyi1bNjQeg4SREaNF4Qs4EiHMa+6/QYer+PV0vaTyZcpi29510lma23Vbj/zSegG9+85tPGhANqHoa+wcdUQdNQMUJL2lU9khz0YgsA6q57xMNwEjB0YgQRUegsrSfCh2gkr7yOXMavzGN4wh0gMr5AKq5Y6PxWcAc6ACVFJHzsqRxXrNwl7Ss39f59zvU7euxVehIsQKVh4sljeskkQ5QieYBgyP3G/M/3uNYbQtgojApKK+Lwmhc6z5P6XOcs21cUzSu+yzeVkHl2ERDKSoAQPOc0dT1dDh4/bZA5T6pgzqzEBqNGQwyNshfkY7v6x4WDeX7AJSoFijtP7ATUQGV85NxNilEACgPP36fOus0yEmX2Z6OH8lMBdLpSfsO4OxROzOBkwtW1AI66dORxtgWOgFVoLOkkT7oQafVcFg0rhdPz9EEOm6OOY39c0acn+1b6PQ0FToiqkCnd2w96PRm3Y1GpBPo1OhoSVOhIzoKdOYc+xp0ljQVOpyR8+F45zRx7CCb9Jp7eg06Xq+RTgudnsbvFweX6MjDhWukbh+NzxLpJGqRNnLe45gZUNjGZ7gnaFyP+kqiER2JOOqszwAYjb+u+yziJqUlvcZxB1DA5zv7/GjcX4EOgIiOlEungg1gndto3KegF+gAiIjEOJtAwD3oN4yG1RVDAQR0wCYVbMDhWokGXEAv0HGOREeiuQwElXERLY7JO/ewHU3gcG4ijQoclkjH53vytm2FjouwvalpQOcOd7jD5GxpOJFEOnMaN5qUng5mTp3GE1kPOtG4TuT8A0Q3SW+q9wodfQs0oMORchRLmkDH9o7PeXdjLWk4V87ccTl3igg4ip7G6y10pDqlteacdDT6SGqko5hkDTqeWnPtHAY6Wau+QmcOBtGAbAsd/X09jdc97Qc6nuhBRxpvThOAVOiIHHRer0HHwM1AhzNP+pgj9eBCm/1Fk0jHdqARhy71FthUTaAjWoomDj2rbs5p3F/SXa0mq27Wc0HjntPPmrFCIreUMYs0A5toMtNAXTm0avzOrpFWw+rKoVJ1rlPH6SHGb+s+HgM/97AdTeC4WJx/TqK9Qd0AgU4uSE9ZS9ChCXQywZ+bJZFOTwN6oBO4Vej0NIFO4FahM6exf99Veo2TAR7QyZTvczCg0Q+hssn2gc5SpEPDUYp03JC+k87+LNPb07hp06fjfINO0ms9DeikT8fTJugofFgCSIUOx7kGHfuRkokzkSoDHenAJY3Uj9+Rxr2tLy3QqdtXjcIIaSOaQKeXXotGgYb+E5q1SCca0KnVW86dJ3Zpp7lzLdo0E0HtgJeKU7hCM3cOaBQl1LE89EnXtRr7dT6l1xIJMf0uSde13ydABJ0aqYFW0nVzGudGpFPH5YjiPOTMadIfJtLJfc2A20OOgedjaps9bUcTOG4aF5Gbo41yWIVOLs5toJNCgoAq0OnBgMYTkvRanYl2CTr2LyV30kknTdDh3EEnfTo9jUinQsdTXS/SiYYD42Rtb1+JdOZSctGAjkKCCp1epMO8ro+khU4v0omG46/QkV7rQSfH9qd/+qdHQAcct4FOHEoLnXYfc9ARTdRIp6cBHdcLDegovQWdpf30oLO0H9DhZFPs4vvwP+1+qlNP/wcDEgU2rtt2P3HQdW603G8KfdwfNIoDqkbEUudGYyBlNVIFPT6zapImq+vZMNVsp5xyyrTtnMa+ahqNAZsCANvMaZwHBQ4VOFKAKuFs7150/3l9AGeP2tEEDvOk52ZyA8xBx03gYpeHTipBWmAb6Ih0kufdFjoinVzUquQ8RS5pREciHU6d41hKr0XjOuP8QCdVcmvQAaqk1+xLFU8v0omGo6zVa9JrHOqcY4+mjXT0s3Hcc3060Uhx1eq1RDpLGoBpoQNES8fmM2ukI/LrQScawJyDzpKmjXRAB8DnNAGIB4A56NBU51k1tb+Dk1fxFujQuOZsJwVVJ+JMhRiAuMZdgwFIYAMcgY3UWkqnpaX0j8oEVI37rK66CYZJlYGOQoIUH0TjflU5FtjoT0qfjpSZQgLFB1XDgCWwMe4q6TXQ4RsqqByX83Wve93r4L7kM3I+QMcxuNZTgj+As0ftaAOH6cQEHRfZHHS87sJ1oxwm0nGDHDbScSOKdDh1zh10lvp07N8NL9JJ1HIY6KR/JtBZilpAh5P1XRxfjXR6TlqqoYVOr3otGv1AtWR6LdKhAR2fHU2tXmu3jwZg4iRqpNPT2D/otJFOCgna7ePYHXsG1dY+HfvpwaCFTtJrSwCp0KnVa63G9q4/0XDmI2Mps3ZtSC35TAuhxblmBme6FBKAiuq1lGYHNulkzwzOruEUEgCVe9e1Hk2FjXvLOXviE594ACrHoJAgpdktbBQI+G1U3qX8GUgUErh3aXxnqcNaWeYaUKqdMT6ApZDAeUqKEWxyD7tePGQonMh58b3AbaTU9rAdTeB42so05W4MVS8u/jkYeNJx07bpNRf4EnRER+nT4dxBx420BINAJ6myNegkOgKd9LXoNF2DjjRAqtfsq0Y6Pcfeg86SZgk67fbRcMhAQwMgIh1OaEnTRjpJry1pepHOHAyiqdBJIQEntKSpkU6gA6xzmgqdpNdq9dqSpqbXgMp4rzbSCXAUA9jGbx8nLTrykOTa8BBWJ+JMZaPPog10gCrpNWm0jJlJ6XM0+nQy5gaQZA1c64985CMPwOeeSmWj76NPJzMscPB3u9vdpuyBNFrKpRVbpPTZda1kOqBy/IBBI/2V0mf3h985GlFcLbPOQE9ptGQp9Hnmd076L/1ajjEAGsDZo3Y0gcOJ+Yw8Ja1BJ2E2TS7CCp3WsSc0Bx03caKWQGdOk/24QUAnUUtNr805dpqk15KX9wSns3cpmsjkqL5LIh2zCyw56aTXaNpIp90+GtBJyfS20OGQU73Wptfa7ZlzU6FT+3TmnHQ0tU8n1WtL0Emkk/Raxun0oOPc09Q+HY5vLdKhcY4CHQ9H20Q6oJNxOkCV6rXspwLHZ7r+OdaAyoOYCsCktNwX9UHENevfrq1MBcTx+n0SKUg7g02rMVtCQAUGNHHaGWcTjWP0b9DJ2B5g9CASqLkv/Ba+dzT+DZZ1cChNoJbIptWATsBLSxOoGUrg97Wdc51ybtAJlFM1OoCzR+1oAkeu3zn3BJSoxc0lxHYxtTAIQPz1dJacrpvr8Y9//CJAPC1JPaQMlRMx7cgSQEBHn47tE+l4Suxp7D/QyQ2wDXScgwodT3Kgs7SfCp0UEnB0PRjQcJSBTkqmPcUvaTjktmT6MNBJyXQv0oljr9ABqhrp9DQ+MyXTrp/06SxpHHsGhwKV6jXFEj2N152jpOQAIn06c5o4dg8AScm10KnAAT7m9/b7ZRBqzH4z6Lde2xU6dV405pqbS5tG4xoO3GKuubm0aaDjAa1W1jFVpnOl8AGIe1Ia0L0TjWturkAkAJFCDNxi0rtzpfDRSK/VKYEGcPaoHU3geLoCAheO/HCiFqmAHnSY1+WF6zidRDrem3PSgY70WsbCSAWATnshx7yeQgL7oPGEvG2kQ1OhQ9NuH01KpmkqdOacWo4t1WvRcABrkU6q12iA6rDQcb6XoBPHXkumaZbSaxU6GRwKVDXSmdN4XSong0NBp0Y6c5pAJxVNgU4inVYTJz0HnV71Go3PApAKnRQSeK8Cx3HrlzENj/vA9rl2nAPXoNRTux9pJfuXTqsa0wd5WJr7Pq41Gn1F0bh2fB+ZgPb7eLhzDdBJGUfjN5UuzPtzGseX+QSjMRGw32FOY9/OSx6Kch3ou3VOHcOcxufl+mQDOHvUjjZwnHM3k4tH+WU6B7eFjkgnY2FAx1PVkibQyVPXGnRo3PC5QQOdpUiHRqrMU200+hw4mJ7G/l2LmSSUxtO78tn2SbVqODAOhoazqZFOq4nDrYNDOZsl6ETDIYMGjfO9lF6LQ+H4M0mo6IhTWIOOcTqZJNS1sE2kAzpSLjQ10mmdJwsMHHv6gWqks6SRokpKrkY6Sxq/Re0HSqSTqWsS4ejvq4MoY1JXrj3XRnXSHLMHNf0v6fuI6csQzbsGq5OmYeY5ayfilJbi2F3rrcZ3efCDH3yGiTilv1SvgRu4RJMyZjMCtBNxSq/p4Ae3VuP35BtS8MDcB6IXZdbu91pUlH5d/Uq1/HsAZ4/amQEcF1EuHtBJqkzYvwSdlExb+I3jpAl03Jw9jRvEFCG5QA8LHbYtdDzVRiOVk0hnTtNCh6VPZ0mjfyZPkm5QlTxL0Emkk5mpnTtOPtCZ09g/h5yZqVvo9DQinRQfeMKVXgOIue/j/z4LdFLxFuhkbq05TaCTijfQMQGqfc9p5qDD6TuHKZnuaZyjCh2/1WGgo08CdFz3+mXiewAiTtM1rFM+qTKFBPoTA50Km1SWScXRZJJQn5XiA9diYGObTFfjejTvWVJl4JbiA/dJxszo7E8/q2hSOXeWAwA391+gE9jo9E+BgKlnACvFB2AHEsluBDY1ta4Py1idABjcMran+gvAS2YkNoCzR+3MAo4b1F9PMaCTVNlapOPCc+G66NNpuA10VOe4yRPppE+np5mDTu3T6Wl8vznocEStxk1Ho3/G03M0NdKZ07TQaSOdnkakMwedOYc7Bx2/0TbQEW0EOunTAYglTY10OBRpwN44nWhET4l0RC2g05uRwDnxumOvY3ucQ99x7uEjmgodfiPQWdLU9BpIAIiIJpN3xtFy/tKi0muAVMf2SO26nlwjYBMI2EafDU0tJBApgE4AovQ5EHC9Z2S/FHEAIiIBHQBxPyp9Thmz6YL02dDo00m/icjH/efhD6DqOBuASjWaezIAAR33eYoowCTZDYDSZ+P6cO+nKIDWdjnH0o95OPWwEUAP4OxROzOBw9wYoCPszsVUCwlc0PWGjibQCahSSNDTeB103FxJyXEIKSToady88tCJqLaBjj4d0AkQa6Qzp0mkoyIq/U2cIujMaQIQqRqpoVTJJdJZ0uiHqMshVOj0NKKA9AM5355Gl6bOCXTqgFLptbWZqTmqRDocmH0C0ZIGdOrYnkQ6SxqOt410etCJhoNPn46IQf8bgM9pnBOv10ICEYjvlmEBDChsk2uWBnRq1AI6opJENoFN1UjPZZZpQAMd4Mi+AptES/5W6IhaZACkxAIOgE01Go39uVcStYCC+0+1Xe5BD0qpRqNxn1boiFpAQ2STe1AfXgoEEslV6BjoaWyPCCn3oGvJ9TcGfu5hO5rAWZq8M5FOwuUKnXb7aJJey5NSrV7rAQSo3FyB2zbQASoLaeXGks5Qbtrbj9ezBk9uLNBJn05PE+iksu4w0Ml4IE/8S9DxeqBjH47PE2bGb8xp7IdzrZGOAoGU1M5pvM6RpE8n0FlKr9mPiqasv7RtpOMpvEY6ojjQmYNB9gN+KSTgmPWL9WamjmYJOnX7qlFxlidx+0nZPUAENtlfNIl0bGc/uVZ9TmBTNf4POqIlvylNrlXHCzZzGtDJdDs0dZ5A57Rq/Mb+L9LJgNI6GSnn77drNe5TxT0ZpyPFmHPgYcc5r5oKnfRV0dje8fEhrnn31xj4uYftaALHRTk3EpvVSCdpANBRNrkGHfNF5cnMjZpIZ07jdekDkU7gFuj0AEIj0gGd3Pygk0inp0mk4+Z3U0pRJNKZ09i/a1J6zc3lJnNT9aATjXPqKd2NvAadaKTkOGbH5fg4+fTp9DQVOs5DlkOYc9KshY7zHej00mstdAAki8XN7ScaDrIubRDoLGlAJyXT/IFzuDaLAYdf19M5LHRyHkQTUlXtuaZxbgz6zFM+k/rywDI3EWc0Kt/qSpj0+gOl3tpjs18a0KmzHwBDUnxzGufGvZJ+IQZAWTSwpzE4NKk6pnzadTA3eWciRINa8zDJ+AMPH2Pyzj1uRxM4UgQ6IF1M6QSsF1peA53kqz21rUEHqEQ6ARXouMDtp6cBKpFOQMUhrEEnkU5uAsUHIp0eQAIdkU6gI1WxFOnQ6PgV6Xw+0EmkszQzdTRz0MngwTmN1/VdpHptG+jYj3RVhY6n1F6kEw1YBDp+I9CZGwNSNaDUg067fTSOI5GOa65GOu320fi+c9BZ0oAOh5n0p8jN+W81SV/ps6nwAAXXHv9FU++dpK9Uo1V4ZBE315NjaDXuDZ37dQVNYHOfZ5LQqrE9HVjW1GDmXpubJNRx+b34gNrZr09HqmxuklAaf2vfLpOSMw2OY3Bfjck797AdTeAwIfyv/dqvTRdZLqxqea2FzlJ6zeuBTp6iEun0oEOT9FpuhG2gQxPocB6gsxbpuHnbSCfQmXPs9u+GEukkatkGOq5tDjOpskQ6c9FENJxeXU+Hk++tNhpNhY7zkPTakqaFzlKkE02FTo10aNrto2mhU6vX2u2Z89lGOlkWu4UBS9TSQkchwdrUORxjrk/7MXYr0KFx/WS7gEM/T53SJtVrVeOe8SAXcJjGP1PaeMjTBwk6VeOeqKtu6jeqc6/VmalTKUanz6ZmE1JIAFTuvzrhJ41r1b0ccCjwSXoNqPTNgE40uf9lLdIH6r7MjASZBse5jl8awNmjdrSBw4TTRgu7uOZgUJ9wAh03Eeh4b86xJzrqQWdOAwaJdOagM+fYK3QyX1uNdHqaQCf56zXoJDoCHfug06eT1UZ7Tto1neq1baEjJ57qNd+pRjo9jX4g1WfRpJCg59gDnbpyaCKdnsb+waKuHLordFoYRFMjnVSvpXKq1SxBJyXTVWN7158HhhqBAESgk0k1Oc+US7t+gVyKK4UEqXgT0Uphue5FKSkqUCCgs18qLdVrKt4CHRr3nCgl95aoW6pKujeFBFkOIZOEOn73ce4tBQIKQzxsVVClZDrpwjrWLoun1SWuK3SSXqtj7TykOKcq/AIdRQj2k4eEAZw9akcTOMLoPIWBjrTBEnTcqJ6OEr6DTtJrPYC40ds+naTXehrRUS0kAB03xRx0fH6FTqKWbaAjJZfqtRY6c4490JFec1wVOj1NDzqZCLLdPpoWOlniekkDOunT4VS2hU6bXhNhzI2sj6ZNr0lHZWbqFgbRgM5cIUFP43xW6ABV0mtzGueepkIn43TaSCfAyeSdrpna8e6aAB0PYRkEmSWefQ7z+wU6PkO5Pugofc4Caq7BLBfOXCcZcwNIBkDzf6KhwMY1mMG5vo9Ja92b3gMdg0NdTwCVaMg1qJ/Nb+ZcZ7VR74GO9Bq41TQaH+K3j0YhQZ0k1H1OAz6JhkTOOZfuBQ+cqXjzNynHAZw9akcTOMZmeOLJ05hKnUQ6PRi4WWnyZJVCAprWsSckT6STiz3Q8XmtJvsJdAIQhQSBzpxjp/Ekl5JpmlSv9WBQoeO4Ap3MTD2nsX83YsbpbBvpuM4rdBRspE+n3T6a9OnQtOm1dvto2j4dMFmCjv33qteWNHPVa71IJzCohQQ0S+m1aGr1mmsuJdNLmlq9xilX6GS7ACeTd0pnZYlrjt3vkyIB114dH5X9qF7LEtecrfsyI/tTjRZNOutVr7lnbMOx0wRqIoTaLxaNQoKUWTsmDx+BmvPpt8h9EY2sQKIjaS/7SWGBf6f02flwLmhkHwId0Yvt8nDp4aUWYyTdCDpJySXlNoCzR+1oAkcKxhN7Dedd2Il0WugEIC5sT0CJWkQ6Zpqdgw4LdEQ6iVrcqIl05jRgkPRawnmRTtbgmXPsFTou/kAna/DMaXyW9JpCgtw0bvxtoJNIh6ZGOu320bjWlUzTAFWgM+c8owGdOk5nDTr2zzEEOkC1FOnEeXJAdUaCRDpLGrDI4FC/67bQyXgN0AHU3ho8NF53HBkc6pqrkU5P4/t6eKABnRQSeK8Cx3tMyosmcIv5/1x/mGvWa36/wC0mkpvrDwsMXCcZDxTzu85V/jlOn+NY2wk//a5zlX8BiOvevVk1HibmZnMIQNxfiahiZpqYG1grE+I16bVEVGwAZ4/a0QSOp1qpKI5atUlC9AqdORikTwd0ErV4aluCTqIW0EmIDjpZbbSncXxy1xw0jRt1W+jkBgh0ljQVOikkWIIOjes10KHZJr0m7RLoANU26TXQyRo8zsMSdOLYOZWk12i2hU4GhwY6vTV44tjBIpOEgk6q13qaQCfX8Bp04qRBp85MvVS9FhiIdNKv4Em9QqcCx+f53fRZSD/luvGb+j581FyK0TXg91F5Fo3f1AOCB7m570PDMiFtfh/XhGh77vvYh/sq11p+n5NOOumgKGBOAwiZ5y8a/U1ZBbTV5LrNoGIm4pX6y7HPaTxM5rphAzh71I42cJzz3BgqXpIq08G5Bh0XmlLKdEKuQcfrGaeTqCWRjot5zknTBDocAM0adGjcvEZ45ybwFLoGnZRMR7MW6bTQYaCThd/mNPafwaG2951qeq2n0T8T6HBqtU+n1fg/DedaZ6ZOyXRPY/91RoI20ulpKnRcC2vjdHyWfooUH1TozGkCHfBLSs51ujQ4dA06dfJOr/u3dHI7QaaiAoUE7czUqRIz60A7QaYUGcfud66OncZxmhutllgzn6EP0vU0p3Fv1gkymfSaDIDrtsIgD4TuzVoUwfTbZuG3bBeN+xlwk2KP6Z/JaqOtxv2sX6mWcg/g7FE7M4Djok6hQAsdCyzl5sqF1l6knw90XNgVOln4bU6TqMWFPQednqaFjhx9oNPTuHk5i2hqpDOn8VnOoafNaJRMgw6H12o4D/sR6WS1Ud8p43R6jj3QyXIIgU5vietoRDqZbj7Q4YTnnHSFTireaqSzpAGLVLy5FuoS13Mar3u/VrwpB1+CDk2NdFyndYnrOY3XQbaWWYOOqNH59n/AEXGkj8PDiUGOma/N61n4LZGDz9bZn6yA35wmk4Ry2lltNBrH94AHPODg/vKgYUhCFourY3tcI+4VGtmHpK9NxwOMSZVlbE+gEyDIPuSe9Pt5eEyqTN9RxvbYPvexftakvD2oAEeKKcDNPRvo2Feb8h59OHvYzizguEjzV119LvClPh3mdSG6+ZiSKkufjouyp2mhIz8tvdbTeN3FDjpJr9XqtZ7GTZU1eGgCHY6op3HzckDRcDzbQCerjdJwQCkkaDWBAWeUNXjopNeysmRPw1HWNXhcCyKdJY0n+nbht1Rc9TSceLvw29rca/oTaqQT6CxpRELbQica/SOBDoe/BJ1oap8OXwMgrlGRhnNfx6Xos1GurFAghQSBjt/M9Qs2cehSto6JRsl7Cgl07CtIyT2mMCGarLpJo/8oABHFqHhzDbo+wSYQyKqbNCKyjAcCHde4hzLft46z8VsrshDRKaAJQAId92H6V3NfARS4SiO6v+py1SId26eoJ/eIh42cqwGcPWpnJnCYf7ugetDplUy7AEU66dOphQQ9jYvdBZybMNDJE+Gcxk3le9eS6UQ6PYCIdNyQuQkPA50AsUJnTlOhkxs30JmDQTSJdFKavTQjQWDAGUgn2d7xrUHH64FOnOsadGgqdPxGh4WOa2ENOr4P6OSaPgx0UkgAOlmDx+fNabxeoSMCqVVYDChsk0ibxvinGrWIZM3GHJ1rybFUDeikg1/UAjrAkXtDtOU7V40xQTVqce3VhzjXhXMbjb+1ZBpAXOPKmAMBfX1gUzUVOgAiVQ02eVDyGysQiMY95/4KdFSviYTqonPSoc7BmLxzD9vRBA5nwrG2zj3hP+jkxnJhS68lBK/bRwNUbpKkGYw5SKTT7oMFVKCTNIOxDYl0ehqRju+eGzirjfZA5bOASuohcONETHy4BKpAJ3CTaslqoz1NFn7jKNzEnmTTpzOnsX/3gEgng1A9vfcinWiy2qjtU/HWg040WeK6hc6cJk6aw2ojnbX0GsdfoZMlrnsa+6mrjboWsvDbkqYucb0tdBx7oGM/AX0GdfoNo41GpCOKcZ7tx/bOIXAENlXj/6DjYci2NLbPA4Xv1WoCHde/baNJkYjvRdN+nyyHYNvcqx5CPExKp1ZNhU5KpqNxPXg4cI20GvecSCcl09G4l8DGfcLGXGp72I4mcFz8UjSectuBdDW9ltx2C52eBnRyUboZKnRaTYVOQBXo9ABSoZMoDHQS6cxp7J/GU2BABTrp05mDAY2UnD6dCp21SMfN50nYjR/HtBbpuPZFOhwMq306PU2gYx8Z27MEHa9zKCkk8J1qpNM66eyH46pLG3BmPehEw0FmaYNApxfpRMMR16UNssT1kgZ06no6S6uNRuPY0z+T45Pukqqa24/UEujUVTpFFFmWut0+GtCpBQX0ftN3vetdZ9jefml8Zi0OMAOAKGtuPzR+Nw9BdfLOS13qUtN3nNO4LmiM08n9xmQx/D5LGsU9eWBj7lPnekzeucftaAJHjlknJsc6BxCvuahBJ5Ur8sZLkU5ek17LTdBCZ06TCpmAai3S8XoqZAIdKZE16Ih0DgsdmkQ6nPs2kU6Fjidb0EmkMweDCp1ELdtEOlJynGyg49roFRJE04POkmNvoZNIZ2k/FTp+I0/QvUgnGqm0XN810rGfdvtoetBZ0ohmRCCJPDI+pdX4fV2fVuqsSy+7d0SyqV6r9w6N6081WgZoMuk115EHhVZje79xfcBjWcQt1WtVk/uzZhVYFnFzDc5p/N8DXu4BpjpPak36eU7joZC/SYqPZRE323gwG5N37mE7msBh8rmm43DBzwGk3ghz0Jlz7PVGOCx0aqSj4i3Vaz3HTlMjHdBJeq2nSaSTpzUVb0mv9Rx7oJNUWYVOT+MmTJ8Op1bTa3MaxxboBCBZ4nrJsbuHUkjg+EQJa9DxRJpCgkCnt8R1NPqBap9OIp3WSVeNfqCk1/xGSa/1NM5NG+ksQcexttBJIUGg0z5I0diPaq9ca/4674EOTWAj+sl1DFLpn6nVawFIYKPaM5+tnyezC2SJ6wod29O5XwIBKbw695pCAtdG1fge7pdAQNSWPh1wS/Va1fj+HtLSz+NBKIM2wc29lPFANIFNrfYUydTiA0UKfuf4pQGcPWpHGzhMCA46ucHam9pr3nMTVegoJHAR9wDCqYp0/LY06dNZApW/Ip0KnbXqtTx9zfXp9DSg4ybKzZpIZw4GbrxEOtJrAYgbPNBpnXQ0oCPSST4+0Fly7IGO4wId6bVEOj1NIh0a32nbudfmIp2exv455LpcdY102u2znza9lkhnDgbRiHQCnRQSBDo9zRx05uZecw5dF+3knaKjQCcTcVqpM2NMQEDaSXSUQoJUvDmXmYiz9n36vXX2S4ulei3ztYEOTWCThybVaPrOpN9SSOC+S8l0Un+14MaMDzr762qjFTpJlYFNCmGyeFpdbbRChyawCaDA3zF4QEufjkhHxVr6xgZw9qgdTeAY0JV8MehIG+QJrb2hAx03U53wc2mcDofLedc+HdAxXiGf12oCHTdTbkDptd44nTj2RDq5AWuk02pybFJybqb0tdRCgjnHXtNr6WwOdJY0gY7josk4nSWAtNCpkU67fTSgUyOdpNfsp90+mhQS0GwDHZq59Fqmf2m3j6YtJKjQabdniXRyrdNU6LTbJ2qp0HH9zEU6AU6dvDORAVCZJ4/Ddz/kAcvvrEBAP4vPqiXTrm2RrAhQNJQHLL9zjpf5LbLwm208vICEqrcUzYBN5pfzfVJI4D3HYgYNv1mNhsAm88vRpJDAe6AjvSairdGQ3yylzzQKCWqZtUo0MKrDEAzo9Zr9+E0VEiTSAZ34kgGc46y95z3vmX58P/hh29EEDqchakluWmi9LXRqIcHDH/7wWegkJHeD1zyzm2Fb6OSmWoIOS6RjFHVuKpFOlkPoaUBHes1NFehkies5GNB4+pPiSP5fei1r8Mxp7D/pNcfVptd6GveDiSdpUkgAOksAqdABqjo4tN2e+awKHZqaXmu3jwZ0kl5zvpegExhU6IDbEnSiqX064LaWXgt0MiMB6LR9OhU4rkm+x7iadHpLYXlaz33ht6qzLbBAJ/Oocew0dVLNOtuC68+/FRJkHjWfTxOo+Z614CGd9aCT6Ej/jDRYoOZ8+i389tHQ+26JjvTP0OT+c99nbjQa58J+QCfgVTJNk4c+kXCdOYHGfkDHw6pt3A/+DuAcZ41jdGFyhodtRxM48umcp+k5ctFX6LQwCEDSp1NLpgOdOccegNS0gZsh0Olp7A90UiEGOln4bc5JByDOS9IGnigDnZ4mhQRJG3hyXYt0nLfMh+VGW0qvRaNkukKnRjrt9tGkZDqabaCT6jWaDA7tQcex0nBAgQ7NEnTi2Ct0nO+l9Fo0nt4zI0Gg05uZOo6d487M1KCzTaTjM7McQgudFjiiC+cUqJLGi/mMuRkTAgPnKKCKiTgyN1yrcWx+i1olx/SHBTatxudIqSaNF3P/9ibipBHpBFQx5y59Tq3Gax6c2gk/jfnyINPeD9F4QKsTfg7gHGfNjyYU9URx2HY0geMizzK0KmqSKpPPBaE56LCApQ6AkzfeBjqnnHLKAXSk10ztsQQdcDaYLdDRYRvo9DSgI9JJKiDQ6YGKJuN08pSWSKe9yWJJlYl0cqNxImuRToUO8/TMMSxp3COJdBwf6GS10Z5GCiUTN9K4Zjxdz2n8P9DJaqOBjr6H1nFG47OkcjIzdaAzN7ty1YBOlkPwu9ZCgp4GdDIzdY10et/HZ9XBiC10KnC8pxxZesl1k9/GeQPUpJ7qPphrwLVTO9Q9FDg2DnoOiDTukTpnn3PtASFFAa3Gb+N4cw0wUaX/ZxXQVpPzkn69aBQs5J6f03jIy6SvOdeu8UzyO6dxv6Vfjw3gHGfNhXC8AMc5d2Nw3lYqTKpsDTpJldWFoJbSa9H4Czrpa/E0tS10kiqrkU5P4waRh26h40ab0yTSqTP/1vRaT+OG15kbTYXOnMb+nXM3fjQVOj2N+yRr8DD9FKDTc9KJdLIGD0e4VL1WoZM1eJw7Tr5XvRZNC52lcToVOnFSgc7clP5VAzq1+KAuhzCn8TqQ1UjHTM6go0PcOXftemgytsr1niKCXDcewky0miWus59UiXnoSnYgGtkLhQQ1bcVy/bv/8nAXjf6PrDbaakDA9Z97MxrT8oiyXRsVBon0wTOpt2hUlQGkB59W455x/echMprMSOBabzWJ9GtZ9gDOcdYCHBf8Jz7xic0HP/jBzX/+539uPvnJT7abnqGdGcBJpRlnpypnDjpzfTp5zU2XC65GOnPQ8bobyDGkf6ZCZ06TqMVNl1RZhU5P00JHemFtiWs3kJsu6bUa6czBgEYVEOhEU/t0eho3vEqlRFTy5T3oxLF7ag506BQSBDo9DQdWoVMjnTmN13V+Zw2eNr02pwl08mTswcC1dZhIxwOIaKI3TicaUU0inUBnKdLxeoWO9JmnfqkoVWCudQ72pJNOOoi8nVfjudIP5P0s/Obz8rDlus+Dk74ymkwS6nP9VoFOYCOtnGhd/4vClqxQmpLpQMd1krRyHraA2QDMFB8AZJa4jiZVm7lXRK0qPVOare9I8YF73/aBDRDlXhEdu79S8ZaxPYGOfblX7DvXcPY3gHOcNRervhIRxamnnjo9Ufph/cguyqV2ZgHHfjlhx+a48mTkOLeBjkgnlTY10ulpWugoJAh05jSJdOqa7G6gbaDTLvy2BB0akY6bKze5Tt5AZ05j/25EN3FuugqdnibQyU1eodNq4tjdL56eadzoiXR6AKFJpAM4dCKdJejQcJSgk/FA+lCy6uWcxuuceLvwG+gsaUQbteItq40uAaRCByTWlkNooePhyL1mHE4m78zDggg1I+4VCqR/JtABY7+NPsz8blnimaauNgo60l4A4vuL7KNxDyvZplG+HoCIlkQ6AOL4wSbHllU3afTpBCCBjusp1ZqBAEBJCZq8s5ZMBzqu2xTOeJ0BlP3T6JfMOJ1Axz2VIQLR+A3SLzWAc5w1DvUSl7jEFEF48nDhyZMKxT1Nmvqi185M4DA3k5ujQqeWTCfErzd10gugk3BciWWgk6e7VuNz6sJvgQ5nPAcdrwU6eRqt0JnTJDpql7gOdHoaN5WxBYEbh7AGHU98Ip3AzZPrGnRER6DDQXMSS9CJpkInxQc96LBERxU6nC/ozEUt0XBUHoYcl+Nbgw5NXW3UeQh0epEOTW+J6yWA1CWut4GO/dQlrl3bQFFTQUBhG+c4GtCpUYtzWB96nPtMqhmNCUBTMg0gij6AIw8jgO87V02FTlJyUmIBB7/g3NI49/5W6EjJ6Reqk2oCOdhVTYUO2PI7FTbpf6qaCh0VbyKhuoCc71cH6w7gHGfNDwk4nOBnP/vZg9c5TjfPUt/O0QSOG9sTTut0/T/QSX4adEQ6AcgSdJKfDnRsP6cJiBxP4OZmWIt0fI6bPs5CSu4xj3nMKnREOonCaqQzp/FZnuJAJ6Cq0OlpQMeTYxzS5wMdpbJL0LF/T7NSNpxYoJPqtRYG0bjXPNkDDt3Rhg7z+hx0OOE5GGQ/0lWBjvOdhd+WNBz9ttCJxvu1ZDoABojAptVkiWvnLA86SU8CX9XYr/+LdPyOtosm6UmwqQ9hFTpSuFXjnDsXzumcBnRcy36faJxz4ACbVhPopBItGudc4YJrpGr8xv4POqlEi8ZfsHGfuB7HXGrHafMjGqXLgdcfxg+b6b977WgCx02UCpwWBhU6GdCl3ynptTmARGN+toBKFOcC7IHKa24EkU5ABTrSHdtAJxHVNtARHTm3AVUinZ7G61lkKjfZNmvwuAFFOoEOZwY6SxqgOgx0aAKdw0Q67rdEOoFOb+G3aKTkUkgQ6PSq16KRkqvQyWqjSzDoQWdpPxU6HiYOC53sa23yTkUQF73oRQ80nvSXJu+UjgJmnfTR0AP80uSdfos6Z5vJO33OkgZA6oqbohHHS9Peb9G4Hmt0J7vgvPg+PY3rPg9fzP0jJfov//Ivkx8ZwDlOW4DDmZ9++ukHr7tAOGg53F47msBxkfo3Z8uBtRea1zk7x5mboIVOexNEo0M1g+B8pxrptBqvOSdy3BU6a5GOvwoJKnTW0muBTiKdml7rOXaauUhnCQaBTtJrgc4SDESbOo0TtVTo9DSBTp7Ua5/OnPMMdFIyXSOdJQ3opGTad9oWOlk5FHxrn05PMwed3jidaFro1Oq1dvtoRDNSaODOHJvPacuf/b6uJZF7nQbHderpPiP8672TBy8PUXnwYu6Hk046aTovcxrnxLxkifZZUmWiFeetavLgVSN35l7NNDhzmjxE5YGI6Z/xmutpTuN6rn2UDHSl/XzemLzzOG4BjvnL6g/jYneBypH22tEEDrOwkjE4CZ3rzZYbgR0GOl7znpu0hU4+b07jhnNsqZLbBjo0vUhnDga5SVvoqPzpaSp05vp05mBAox/IjZ+oRXpNurQHkBrpJGrJEtc9x04jJZfqNbpEOj1NjXRoOBH598NEOi102u2jqZFOoCPS6WmcG048g0PbSKfdPvtp02sVOu2DlO9nP+b1y3VDo0gi08rQBDauyVwrfo9UldXqtWgCG9dkHlD8HpldgJ8DKimyqnFMrskUqqiUy9LT7oeUTAcGNP66JlOI4MEh0+AAYkqm635cx3XsGF9iPJx/u1dTMp39BDa1jN95Tnot0+BILWY9owGc46y5kPXhuFhqy9ONp81eO9rAYcJ2KQUX/RxAlqDj5urBIE+GFTpJr/U0Pq+FTtJrPRjkybD26awtcZ0nw1pIADpzALFtoKNTNlELJ6IUdu6JPZpAJ1VlIp1Ap9Xk+wQ6qZ7i5AxS7GkccwudOk6n3T6aFjo1vdZuHw2n10uvtdtH06bX1qDTRjopJNgGOrVkOum1VuMcui7ayTtBxXfjPGUbbONazHUFAlJIoqM8zdM4h/plaFw7ou6kYJ0fcJHiSvWaz1O95nUaxyNSyHXl/DjPUmkVVKAjdZVUmfL9RBzOr85+46wyuwDoqCTzO9O4fuvS6b4ruNTVRt2rIhmv07h+60BlY5JEM67HQEd0BGIB8QDOcdZcyPK5nByn7Yk86QpO4+Mf/3grOWhHEziglwWiKnTmYOA1jrr26aSQIE+CraZGOrWQINDpwSDQydOn/HIPOnkKS6STJ9Ea6bQAyX4S6SRqcaMm0pnTeD3pCDc6IHAI6dPpaZJec6PTcDxL0PFZSa85rm2hk/QazWHSa71Ip90+mhY6nPwadOYKCXpzrzHHXKvXaJagk6ilVq/5XUU6mZqmbus6qpN31k506Uag0heZ9JY+n0xXwxxHhY6oBfBqNOQ4Mls1A9mUDoOOSjQAq0uzOy9ZIoGlkMB7jsWDiM/0sFTH5gCR7Z2DFBJ4L7NMA3iNhupsCDT6gVLxBjpg5jgyZ6DXnRc+2vZMIUEq3qTX8mA5gHOcNRe9G1Y/BycpFFWi6Ee2et5SO5rAcQMb6Oli8X8AWoJOohbQyZMh6Jj4kLPtwaCFjkjH+COvt5rsZw46WQ5hzrEnMhPp5OnSDZRIp6dJpJOnSw8BWW10zkkHOiKd3LyJdJY0yYGnzyDQWdKATqZAoVGem9VG2+1ZoMOR0QCVp/KsNtpuH01Kpml8p22gw8FlcChQgU5vOQTfj6aO06EBk16kE4BwlJmRgIPdFjqZkcDvKtKp0KnA4fj5HtdjUkKuUynTOqlmHVzKAp3MTG1bmkTm9j83EafqtZRZc9A0gZrvmbnRqkbUkujBw57rLVGX7+a3cH6rBnRSZs23+HegxvdkoGjV6C8MdDyI0uS+cH3wz9E4fzQVOgHTAM5x1j72sY9NM0b7e9ppp00/Igfj/2vtaAOHIxQ9JFUGOp7setBJOgxkasl0DzrReK8+MYp03ORLkY5j0PGaJ8ZAJ0Ca0wAI6OTmWoNOAFKfGD0dZg2enkaqAXSSntgGOimZtj1bi3RopMrqvFsVOnMa+3cfBTqcAKcIOhxET8MBSZdEs1a9Zv8inUDHeVgqJKjQyRo8oOOJvrfEdQDCcdeZqZeq1yp06szUFTotcFxfSspFKNHEfKc66Wfdj9cUNOR+jAUcrSaOXWQXUMWAWOqx/V2jkV7LejMx4MhCbvUcRCM1n/FAMVFKigmqxvnwWp2ZOiZqzuqhc5o6MzUbwNmjdjSB4wkzq/tx/oGOgoY16LjYKnSUYi5BJwCp0JEDXoOOvxU6OjgT6fQ0gU6ezkBHem0JVIFOcuJr0KHJjAR5spP6CHTmNHPQ2aaQwM1eR3VvAx33VaDDAp0lDedVoSPS8aTcOk4Wx85JZoLIQCeRTk/TQicl0z2NY6szElTozH2f7EdUEoBIr9U+HddPO3knjfVfcs6cA/eIKEtBT7sfv41rsM6l5xwEHvZTt4/G71z7RUSVUuoAPqcJHLI+Us6bqGMOHtG4D5L6zHnTd5SigDmNB6lUFua8Se0uTRLqmk6RBxvA2aN2tIGTnKwbRxVZ+me2hU5d2kCkI93mhuppAp06I8FSei2fY92epMpqeq2n0UFq3qo6Dc7aGjygY7XRpMpqem0OBoFOXbK3RjpzmqTKVAMFVKBjtdElDejo8I1GX0Cg02qcYxq/7Un/d+E3ploqjnVOE+jEsbWRTk8jpVOhk9VGe/sJdOoaPMAg0lkCiL6LOEMPE3U5hJ6mRjquBTDI1DV18k4l61LceRjKtea9FBLUY6sPNrXSzV9pNZEESNaIt15jSYlF4x7KaqPtfhJNe+jym0Qjre33rSk1Vh9sbFs1KbP2O9uuapLClR3wOyZLIL2WMutWk37DWmI9gLNH7cwAThx3oJP+mQqdRBvVbM+hgE76Z5Je894cdLzu8/QV5aYDHSXitp/TVOjkJpA3TnptDiA0HIIO2UQ6WeI6T6atpjqEtk9nSRPoJCUn9x3o9DQcQlYbpanVa3OaCp0AMSXTSxq/r6fpAHFb6OgET38T6GSJ656G0zNS3faOry5xPafxWQoJEuk4d/o9Mji0pxFtJL0W6CS91tPUVJnrB3S8VifvFNnl99MfJfqp87WBY6DjvAY2+S0cB03ma/OZWeI6mowBy28h4vL7Jb3GBwY6zilNilTyoCGFCY4pPnDfZYlrGpYiFe8z3821lYo3fUdZ4jr7SWVkND7TmlApswYqBQTpx2FgU5dMyD0zgLNH7cwCjht0Djq1TydPdfWmrtBJh2kLnVaTSAd08nSYQoJAZ07jL+gEVBU6PVAl0skTXoXOnCbQaVcbTaTT07jJ/R51nM620MmNCjqJdOY0FTpxjjXS6Wk4Bk/Cqayr0Olp9OmATsYDqdLioHswcMxSQiId29uX63QJOjSgw5k7rkAnkU5PU6HjfAc6NTJoNRU6rgUpLI5Rh3ocJvM9s3xBXeI6JdPe85lgE400IkjQ6NMJQAId7zkWKdto3HvSbjT6dAIQ9xDoeC9l+NFkiWeaWjId6PjNXLsVNgDFx5r5wO/nAcrroCOacf+3sLF/1xmNPp2M0wEdny0S8n5g4/f2PVMMMYCzR+3MBA4LdB7xiEccpNeUTAc6ebqrNzU952CCz5RGGqeT9NocqAKduvCbfqBAp6fxt13iOtCZ0yQyA53AbRvouNlBJ3CTkkukM6fJ06jfJHAzcG8JOjRAZfLEgEo/0Bp03PCeNgMqxQdZbXROk6dRkU6gU5e47mncm4EOU/HWi3SiyWqjLXSWNFltdBvoMK/X1UadO9dybw2e7AcsAh2/qwixjtAPbJzjgKpOSknjOEEgkWnG2VSNmakzzQu/xunXCTIdq4jEdRaNY09RgPtBSq6CQ1Tm3EZjf6CTkmn3nd+q9vUBpPu77kchQYoCPFQCVR3UKRoCk7qfCh2ABqeU3/udgUskl+huAGeP2tEETibvbB1OIhORTp4AAx0OYA46AZVIp/YDJdKZg4F9eE+kE1BtAx03gkinju0ByG2gkxz9ttCp+fZAx43b03w+0MlaJC10ejCgyVokFTprkY7fOpEORwE6vfRaNO5PT7yBzlKkwwIdkQ6AtNDpwYADTnrNdwp05vpnogGdurTBNtDhGFMyTeM8+F7ORWDTakAHWHyX/EY09ucYcn1VTZa4tl00YAocgU2rEek4jqpxLlLGPKcBnUzRk2tBZA4cgU22r9BJyXQ0wAsirpFWE+gkvRaNBziwcb+NyTv3tB1N4AiBPZ3NTd5ZoZMJCE2DswQd2zORTq14E+n4vJ7GeyKdpPFa6NTtowl0UrAAOjXSaTV5YtOnk+hI8QHoeK8HEMc7B50eqLwOVPp0Ah1PlGvQAarPFzocGYdTodODgadX0EmqLJHOXNor+3Ffgk4AkkhnCQYcZAoJHN+xgA5Hm0KCpf1U6ETnoSej/luN1JKoxcS60WTyzrlJNaMBkIxxY/S9yTujUVZeJ++U0s7kne2941hplHTXOdvcP1KMSxr9TYn4WSbvXNK4HpNmZq5r53JM3rnH7WgCxzk3DUeeYtoLLQ4fdHLjfN3Xfd00iDOa9qaJRqST6KhCZw4GAZWbvs5isFRI4HM4yBY6iXR6GsddIx03WqrXehp/2/Ta4x73uC5AaEDH75MbdBvoJNLJEyTo6LilmYOB16Xk9OkkVVbTa3OaGunUp/uk1+YcLo0n2FSv2ZdIh6NbgsEcdAxi7O2HRj9QqtcCnaw22m4fjYemtk8n1Wvt9tGIZvS1OAfOmyIHUGkn73RNOI8eVKpT99Diu4l+7KfeO7mOPKjk4YaJyEUeGdfTavKgkuuMifxFHqleqxrXWR5U8nDDPLhJk2X2gaqpDyq5zhjIuY4yrqfdT31QiUb1mn37PDYm79zDdjSBw0yxw2nnYqw3W24Er1foJNLhNHoAOSx0vJb02lyk04MBTYWOPh3QWdIk0pmDTg8G/nIgyfmnkMB7PU0cSKKWml5rYeAGr9BJ1KKQAHTmnHQ0oMOBcJ6sQqfV5NgCHcfFiXg6TaQzp3HMiXRoAp1EOu320bTQ4dhBZ0mzFOm020fTptf8uwcd38+58dCQp/yUTINOnHRg43fPb6g/J0UBKT7IlDfR+PxatSgdlw5110+q16rGX797Kth85zr3WqrXqgZsap+NFF8Gevpeft+M7aFxfbtW6vgs56lOEipFlilvcn25VjI+iylNT3ot0+AoNR+Td+5hO9rAYaBjcGUuyvYGXYJO3p/T9KDjJp7TJMpooSPS4dTnHHsg0RYSZGbqniaRTp4m9emAju85B4OcF5FOnibddIl05jQ+y1+/U54m3dzWsZ/TsEBHJzMQVOjQzMGgQielzKqelqDjs/LU6ri2iXRo0qdDUyOdJU36dKLZFjqJdFJIsBbp1EKClEzPQcdxui7ayTtTMg06Sa/VakXHoMBBhJJ70HugI9JJqgxs8ntz6L6/dJVUpNdcP6Djc5LCqlP/q0ZznqXFUkgAVM67Cr1MqgkOAZTz6/dUVl5ns07JNI1rJJ39LIun+S3Sp+MeSsk0Ddhk2iMmcrJvv3ktmVaQkgKGAZw9akcTOJx5FpXy1+tr0BE9pE9HIUHSaz2AMH06dRE387f1oJPIRJ9OncUg6bUWIDneXaBTZzHIcghzMPC6/UlD5olXmSnozIGKJdLxW9VxOoHOnJOu0EnKx82cNXh6GmmNTD2/DXRoOKmMem/7dNrto3GfclY0KSRIeq3dngU6nCzNttBJ9Vo0S9Dx/WhqybTzDTrtJKEBjn4M1ws41E50+6Sp5fSq27IMAQOYPNG7Fjh8hQI1GnIcma6GBsiy8BtQceQ0ZorOtSGyS1TCUkjgPdepUmTRRB5IvG7f/Kjt7SuFBN7jV/2+gJcHEq+DlzRp9qNvKWXWzon0Gk2NhnwOANkHA+yUWUvJ5X4dwNmjdjSBIzSWstIv4//+rkU6XufIM8u0Tk3QyftzGlar17aBTtJrdcJP4OpFOjQcCegkTWKczhp0/G3H6WwDHU++eYpNpLMEnVSvxUkEOkualEzHSYh0sgZPDyAcQtabp/OEvAQdn5WS6Wik17LwW0+TkmkaoFKR1evTCQwyTieaCp05jf1X6Dh3S+m1Cp3MSABUbaRTgSPC5Xs8SCUl5//mBkvKVaoqAzhpc2wccmam5qRpEjHbv74l29Xvk+o123DQrrc88GRZ6GhcF45Z1JIOeSks+0nUlWWhfe9o6BUfZGyP+44m16vfzW9eNfaj+jDQARDHFhAGNq6xqlE4EejEBnD2qB1N4HgC8yStL+LCF77w9BroJNKZg4EbldN1g9aSadOC5P1WE4cPGElhVOgsaUQ6iVrWoJOoxbFU6LgBlqDju1ptNNBxc65BR9Qi0skN6abLaqM9Deh4mt0WOjSgI0eem3lb6NRFtjierDba03BAdTyGp+rDQIdtk17jULPaKOi4lj1dL0GH486cYIFOIp2eBnTamakT6eSaayfvrMUHMXOEZbG0ui//9lqdOidmv4lSWo1jE6HkHo5Jy+k7ac9dHHudmTpWlwuo5yAaYG4n/BQhJUqZ09TlEGJSbK7DwKbV1OUQ2ADOHrWjCZxM3qkyR3lwrUTjgJeg43VlyHWW6UBnThOHLzVWB4dmtdE5GCRqAaZtoRONY8mT41qk4/VAJ+mQtUiHJtBJ7n0b6AA86CT3vtanE+jU6U2SXutpkirrQaen6UEnTrpu7xzbPydZ+wX0UyTS6Wk44/QLOA864hPp9DQinQod086ATuugowl09IfQeDDIOB3Xu9+vTt4pPeRc1wGazH6kz3qTd/pbO+79RiKqFAW0mkQVNVXlHIBUUnatxnfxsFL7UlxzBpTqn5k7B15zrSU6zDnwGXMzTEcDRon0mPvB71ujqFbjuqll5gM4e9SONnCccxeSG9CMyumfqdCZS68FOnVpgxrpzEEnkACd5HvX0mu2955tkuLQp7O08Ftek+oLdPTpLEU6gY5zE+ioXgMdjmVOk0jHmkaJdKTX1pa45gjMqRVQgc7jH//46XfoaQKdaKQ+0qfT03AeWW2URmfyNtDxRBsgqq5agg6Ne5hTSsGCJ/FEOnMa35PT4/xsH+gk0ulpQKeuwVOXQ5jT2L9CggqdLPzWTt5prrG6rIVUrmMDI+kxqbDq2H3vpEldL7aNJjMSSLm1mkSs0lu+twcpGtd2lrhuNUmTOn6/ZR6+7C9LXNeI17/TN+c8VY37TpTjXFaA+Hf65mhYNLISWeI6mvo7SpPWcukBnD1qZwZw4oSXoNOG0ywAqZFOhU4PVJyDvqMKnUQ6PYC4wFW4VeiIdLzX0/gLOsmr19VG5zRJrzk/dQ2eRDo9TaATZ2WcTiKdnibQCdykJBLpzAEkzqpd4noJOnFWoBMg6kwGnaX9gI4KqMANdLLaaE8T6HA8HGld4noOBhU6tqfTtwE6S6DyRC/S4aQDnaTXepoKHefOda8DX58Fp+36yGfaRlrNcdSxPZ76Qcd+fCbY1KUMAIamztemACDQofH7KX2ORv+LY0g/kGsOdDJJKE3GzEQDFmCe4gP3Q6ATTa0+9J1ErX6LlGb7zsAiVWj7wCbVh34P0bHikZRZy0oEOvbDavWh3y8p6QGcPWpnFnDcoHH4nGWgY3R0hY6/9aYOdEQ6KQpQMg06bvg48TkN6CS9JiUX6MxpHJf3QKcuh5D0Wk/jGJRv15RcoNPT+Kt4InCTkssS195vNYGOJ+Q6OHQNOpyWCR3rjAQinZ7G65mqPnDTD5T0Wg8GnBboBG410ulpOC3QyXggfQHp05nTxGmBDhBwWjq6s8R1T5OF3zisNehEk4XfHFfG9oh0ljTtEtcAIkquo/oZYGRSzbraqHMHQPpf/P4VNl53TDRgUWeZBh2vZYBmNADF99GAUgoJXD++m5RcSt2j0WfjYSCThAYgIjTvOW6/dV18L302ZgrQp5OSafeD9xy3z8w4G79B+mxo9OlknI77DrwcN0u06TewzzHTwB62MxM4bA46tWS6Bx0aTjmFBKKjQKenYS7OgAp0pM683tMEOrX4YA06NCKdgAp09OnYvqdx3L5zLbNOpDOnyWsinRQsKD5Yg06mrE9EpR8okU5PE+gEVNtAhwM5LHQ4Ks5nW+gkOqqRDifUS6+xQGfbSCcajjJRSQudpJZaDeikes250xdWR+hnnI1zHA3oZHEx2wJVXZco42yqRlosJdMAAnR1NmYQ4veqBnQStbh+AClRChNJOLdVo5AgJdOuUwDIDM6OTxQDQFVTx+m4H4AqsHH+M86maip03HcioTquSr+Xczsm79zDdjSB4+bjVFrnEectvXaRi1xk2hZ0Eum4CFuHW6FTiw+WoGN7JtJJmbWUXCKdnsa+QKeWWadPZw4GgY5IJxFVG+nU7ZnXAp2UZtdIp6fxV6ST6GgNOl6fg076dHqarJMSh8khrEGHIzma0OnBoEKH1UhnTmM//ED6dDixtSWu7YejTyHBttABlEQ6+U72557ynmNpNRnbIzJKatLfrNLZXguBjmjJZ0fjvGeJ5zkN6PgOzlk0IlkQyQzOrUako1ADLJICBbms0lk1STGCjugo353G9SqN5hqp11zuXdAJqKJxX7gG/aZ894hw9rAdTeCoXHIzCZ1bJ50og7PMpIXgs5Zec4FzyimzpjU2xvtzmjh80ElE1abX6vbRMNBJSqSFzpzGeyKdREcVOnOO3ec4hgodkU5Nr81p3KQinUBHxVugM+fYc7w96MxpAqqaXgOd3/md31nUBDpxtnXhtx4Msl5KohbQSZ9OT8NBppCghU4PBu7/VGJ9vtBJIcHSfip0GBD0Ju90vbo/VKplvBpzffcm76RJ2qtO3knv+7z73e8+g4bZDxjUNXrMzuH70LT3jmOlEQ3Wed5c16rxlibidOx18k7XqHThksZ4rnbyTrMljMk797gdTeB4EvIZvaiFQ+U8RDq52VrotDdNNAoJEh21kc6chtNVvbYtdOLwpeC2hY7XAp25SKcHEJqaXmv7dOY0gU76dGqk04OBcwo6iVq2hY6nzFpIEOi0MMhvFuhw6oBQI53W4WY/oOOpGXBYLSToaUQ6SfGATgoJehrHnEiHpoVOu300PegsaaSARBO+i3MgSlC9Njd5p79K2fPQwThrqbEUErQav4tqtDx0MP92nBw7Tb3faPK75KGDZW0cEVOrcZ3lYaCCAHyk01JmXTX1d0kUxbJcdcYctfvJ71Kr0dx3dRG3MXnnHrajCRzGwXOMbpA5GHB0btAedOYce4VOHVCaSKen8XovvTbn2KNpI52lJa7XoDPn2GkS6cwVEsxpfP9AJw5EIUFKpudg4LMCnTrLdNbgmdMEOiKdRC36dAKdOcdeoROHCzpZDqGnqStDtpHOnMb+k16jCXSyBk+7fTTp06Gp0FnSpE+HxnnQcZ/VRtvtHavPAvP8njT6akQYcbi5foAjzlkRQV1PR6otS1xH4/fQz+Mc2U7quk6Do2JO+qxq/B51DBSYpU/EA0iq16IJbOrAW98/UQZNqteqRuSZKYaYvpgMDvVwBEQVOn53PjqTqfpOAJj0mvOnsEFElWq7AZw9akcbOEzYbwCji34OOm6IFjrp03Fz9QBCU9Nrnw90RDrSHZxEDyBeB5mkytolruc03tOnU6fOyczULUBys3L4qteSilAynTV45mDgdcetT6fOYtCDTo6NVvVaopZAp6ep0El+vUY6czCgUUhg0shtoeOz0qcT58NZZQ2ensZ9ncopGtEE6MzBIBp+oVZOGaezNjN1qtdoUjI9F+k4Tr9xO3lnhU5SSxU20nBgyCGnes1vFOjQ6FvLchHedzygW9fgoQGdpLDcd0qOAyigcJ7raqMeQAIdmhY2zq/PUe5dZ7MOdGjAJp39DChcNyK7OejQ+B1SUs4UCDgvzmtKphNRZT66AZw9akcTOPojOHT/DnTcMHMwqJFO+nRAxzxkLto5x+41jq0WEiiZznIIPU2gUxdxA525SCdPiKxWrwU6NC1Asp9EOkmVGadjv16f0wQgoJNUmdw36Pi8ORjkXNZxOnVw6JwmABHpHAY6fjvQSdpDFVYvvRYNxwU6tg900qczBxAajivQoZFeOyx0tkmvpWQ6Gs63l17zGTQZp0PjPMxFOgFOnbwzk10CBYCY+aBCn9PN+jKOGUACHUDyPidcB+cCRKaroQOLCh1FB8YQBfpeBwg+MZo6DY7rR3ShvNn5T6WcCBLUaFidBiezTINonRGC3m+f/fjMWmYtvQZEmYaIOU4PKc4znXMU6Ljvch8N4OxRO5rA8cRmSn7O2f9FIialrGWR1QIQzjKzTIPPEnTc2D5rDjo1bdHuZw46WYNnDgYBCMjUcTpZDqGn8Z7PTWoFdDIz9ZyTDnQcfx0cug10rMGTCjHptaw22tM4p2YfjgOr0Jlz0jR+O2NE4sBAJ2vwzGla6LBEOkuajNOJZg06NO71OqULp7i2HEKFDgdb02s9DTDUSUJFOoEOTQWOBwe/vfsgoPKagcWJSpUoZ2R+9IFOBody0jR1Uk19SzSOKxrQSZm1/bpGc00AAx9YNYFO0lUicvtJ1AUMfgvnt+5Hiitl1u4H+8l1JLLxm0fj+muhI91Mk4cXY4jqfGrR1Oq12ADOHrWjCRxjCDwVW2sFBLy2Bh03qovO7MgpCgAdznQJOl43jiWpsrVIJxoXb6KWbaDjRlA4cBjo+DwRVKAj8ltagyfH6/jjlLaBDsA6T3lq3gY6fh/QyY2/FulU6OQJWKqjt/AbC3TqwMSaXutpWuhsU73mHucko6kLv7Uav4tj5riTPgp0ektcRwM66asAHX0ogU6uhXbyTnATdeTYGKDYfxtVxbGbxSBje2I+w/fsaYCqnfAzgzq932oSHbUTfkp9+d0CqFYDVO2Enxln02oCEKDKLNMxfX1zfbwVVHXCzwGcPWpHEzgGfsoVq8zRgRroAMkSdFxoXm+hsxbptNBRFLAGHfuqg0MVBQQ6SxqRTvpnPBGupdcCnToNzlJ6jQZAHH+eamufzpwmUYs+nUCn9un0NKDj98gTal2DZ07jdU+joFP7dNaWuHYtgE7gVqEzp/FZnGTtIK99Oi1Aogl0AkTQSZ9Oq/G7ODZOXwRAwzy9J9KZ07TQ8Z0qdJzXdvJO37FOeMqk8VIU0O7HPvw2WdqBOTZps1SitUCkcV9lGhnm3EnPZbnqVuM7Akv6p5jfVRqvLpvQajwQ1PJvUZEoLssmtBr75o8TgTHRlzSfc5kIr9X4bVIUwY5r4Lhg/ejMBT/acvvEJz5xABylmodtFTgucheli8YFKNJJn06g44aKk6rmhqUBqvTp1EgnT9OthvPgYNv0mos3T+1V4zXWzkwd6PQ09lWjo0Q6eb/VOF4QsU2dBkekk+Oe0/jrWOpyCJZuWNI4br9BLZkW6eS7tpo89QJV0nhZ4trn9TQpPqiDQ0HHe4mqWk0GlAaicvSgEyfdarzezmLgCTnQ6Wnc66Ij4OWka6TT0/AVUnIcJ4BkiWsPTHMar6f4gINm7h3Q0SEOMkmpGTTrAc42Pl+k76/zIBrxFJ9ZpnOu8r0di+8RTWYkyBo8VZOokMb5ch/Yp+MQKWWJ66oBaP0vwOR4aOgdd13iOhr/rrM3OJ5oXNtZ4tpn1/NbZ29wnalgpZctqEtcV02mDMrDw3ELnNNPP33664LwQzkhiXDy3mj/r+WcfPSjH53yuS6IRDh+3G3PWRvhOP8unkQMplWRugp0dFz7XbzPgVWLxtN2rV7TQe7GmtPEKciZJzoCHRVvnFBPw9qF31S8uel7Gq/X+bJSfOAJc06T82CbRFSZmXpJ469jCdyk5ERHwDuncc68JyJMabboSD+X93uaRDpJF4IOUIFRT+P8uE4ykzHoANWcxmsct99BdRbnxOGkH2hJAwaiA+DlQHXCA5Xt5zQg6boSHXC2NOkHWtJwpNJrrn/OPf1AtrfNnCZr8HC8nDzo6PA2Y4Lz4rPq0tQiCZ3s+oE4eOaeM8Ay16LPTDTkM9Mxr3zY/+3L/aUoIBr9QCl99j54AllmMchx+JzcJxx6xjJ5X/+LzwRB3z/jgURh2Y+qtHT2O7eiVgUNvrfzDFS+oygsGgM4k070maJj31dFIVBlZmpwy7GJyJJOpMkD1HEFHDcaB+XJkQNRVeOpkPm317xnG9ue6O0DH/jANCjPfGGe8o1L4Zw4djcbJ+WccYqeqKTclhrgcHRxjM45J+ZJWF8BWLhRkiLhED2tqWCzTWs03qvrYXC8nnp8Vrs9sz9Ww3BQcOOsaTI2gRmR7YlsSeP4ah7bUxtH0tPke6bzlHkgcgOLMNrtqyaVTgxMOaGl/YhQa+5bhMi59DRep8m8VgysTzrppEUN55H150EHrDn6NY0KPBrXglSmyqbedUAjMpKKjEaEKN3W0zifwJaiFY7NNcmRL2kUOCQS50DdD15rNR6WohGJ5KGIxvlQDFBH2zPXBwftocxxpDiGc6dxvPbjHqm/tXJhGtFLoncav5Vz2d4jfjefRQNCmV0AeKQ/PSS094gHJp9F4zfPQxEgSn/6vq73eo94YPJZNKKkPKzQiERzrjJ+h/HFrjMPga7h9G0CnsGd9kFTF3erFa/893EDnLZTbslQ+ERvOjPb89IzF/EapD/72c9OKaxWO2zYsGFHwzwEHzfAUePvSVbHlKcE/QjVvOY923iyP9GbVIEnSyG0c9Oes7zmfZHL+973vvYjztCyZK/z3J7/YX1rz/2wL27ze3qy99Tu/yL5+l67/Zqd6BrbCxKkcXdpRxU42sc//vHNf/7nf24+9KEPzZr3bDPa59onP/nJzQc/+MEznKdqUm/b9uNon/rUpxZ/g2HD9tlOO+206a9JNll9bdjnZ/zJZz7zmdbVHLoddeCMNtpoo4022lwbwBlttNFGG+2YtAGc0UYbbbTRjkkbwBlttNFGG+2YtAGc0UYbbbTRjkkbwBlttNFGG+2YtAGc0UYbbbTRjkkbwBlttNFGG+2YtAGc0UYbbbTRjkkbwBlttNFGG+2YtAGc0UYbbbTRjkkbwBlttNFGG+2YtAGc0UYbbbTRjkkbwBlttNFGG+2YtAGc0UYbbbTRjkkbwBlttNFGG+2YtAGc0UYbbbTRjkkbwBlttNFGG+2YtP8fWGJmJsMVPuAAAAAASUVORK5CYII=[/img][br][list=1][*]Aus einem größeren Quadrat mit dem Flächeninhalt a² soll ein kleineres Quadrat mit dem Flächeninhalt (a - b)² entstehen.[/*][*]Da man eine Fläche nicht doppelt entfernen kann, muss eine Fläche mit dieser Größe wieder hinzugefügt werden.[/*][*]Es soll erneut eine Fläche mit dem Flächeninhalt a ⋅ b abgezogen werden. Doch dabei würde ein Teil der Fläche doppelt abgezogen werden.[br][/*][*]Die restlichen Flächen müssen vom größeren Quadrat abgezogen werden.[/*][*]Dieser doppelte Teil hätte den Flächeninhalt b².[/*][*]Es wird eine Fläche mit dem Flächeninhalt a ⋅ b von a² abgezogen.[/*][*]Dann kann ein 2. Mal eine Fläche mit dem Flächeninhalt a ⋅ b von a² abgezogen werden.[/*][/list]
[br]1. Aus einem größeren Quadrat mit dem Flächeninhalt a² soll ein kleineres Quadrat mit dem Flächeninhalt (a - b)² entstehen.[br]4. Die restlichen Flächen müssen vom größeren Quadrat abgezogen werden.[br]6. Es wird eine Fläche mit dem Flächeninhalt a ⋅ b von a² abgezogen.[br]3. Es soll erneut eine Fläche mit dem Flächeninhalt a ⋅ b abgezogen werden. Doch dabei würde ein Teil der Fläche doppelt abgezogen werden.[br]5. Dieser doppelte Teil hätte den Flächeninhalt b². [br]2. Da man eine Fläche nicht doppelt entfernen kann, muss eine Fläche mit dieser Größe wieder hinzugefügt werden.[br]7. Dann kann ein 2. Mal eine Fläche mit dem Flächeninhalt a ⋅ b von a² abgezogen werden.