Die Legende mit dem Schachbrett
Sissa ibn Dahir war der Legende nach der Erfinder des Schachspiels und hat eine Geschichte geprägt welche im Zusammenhang mit exponentiellen Funktionen oft zitiert wird.
Es geht im Kern um die Auszahlung einer Belohung welche in Form von Weizenkörnern gewährt werden soll.So sollte erst ein einzelnes Korn auf das erste Feld des Schachbretts gelegt, auf das zweite Feld das Doppelte auf das drutte wiederrum die doppelte Menge und so weiter.
Leider waren im ganzen Königreich nicht genug Weizenkörner um die ca. 18,45 Trillionen Weizenkörner als Belohnung auszuzahlen.
Eine schöne Geschichte - die in einer Abwandlung alle 2 Jahre im Internet stattfindet.
Nach einer Studie von IEEE802.org verdoppelt sich der Datenverkehr im Internet alle 2 Jahre und wird im Jahr 2020 bei dem 100-fachen des Volumens von nur 10 Jahren zuvor sein.
Nicht weiter verwunderlich, da sich Dienste wie Youtube, Whatsapp, Facebook, Twitter und viele mehr sich zunehmender Beliebtheit erfreuen.
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1ACCFvjNuTKgiCED67TUtCyAPNPlx18KqR0saqB2XcMsfOzQh59d1V14xmSs0G9bHh5N7rgdJzy63XfLw7XpaVVyhkXls5/hNCCCHNum6wff1HBdv1QGmUe4fKFnuo9/6sym9VuWryY98rgiAI532/f6Y1IaRFj+HrklWU0iwvR+tLLG8tOZooCEJmdOA3XZ4jhLzQ0SMx9+KEfu8+QMgzLy1WlJ+ouHna9S1CyIOdPcNrvKAwPWBq8wfLduzwQsf9idW+3nt7fNmzdPm1Gi16DJPV/m7ejVgPtODvCa8SQiqu/8jPTFw+8i1CyEOPTo2q/U8FgBmoB2DXbfVA1RE+Mzo+Qggh7d+ec7GEUirsH9Om5nowK5ODnLu88hAhLV90XHc+m6Yf/eTVFoSQtu/233c++45+KM2I2DWya9uHbv+NzWYtWjv+5BWfZ336b5x60GTsmtL3kYceaPH0C87uu+Xy3126lb1Bwas/rq/5NY961AO9tcO589Okule6zo+o60MaaqoHmuBT8QuX7Ufvya/ynfJ6aPPUUw9W3d0jT3X/LazsKTgnZM3bL7WpfkDtP1gblk+p9so/C7s+/oj1WgfrJ0usHPU2Ia1f/3Z5XM3vH6rJj/n5k7Jtdp4TXHFKQivELf/29daEEMeZ1q3t+m3MU62bP/J414X/XKn9PR8asx4oTQjo8dYdlz488/oM/5ouywFgDuoB2FX27NtudJhSR6kpK8ynx+utCCFvfPv7TUoppWELHWqqB6M6b8+iAW1bEELI6FUXBUop1VzbM/ZlQghp/a7T+hu6O39tU58R8feGpSNfrnxE/2Te9l2x2RUvsjdOPVCqyYj4bXTnyr2OX7lwwlfPEEJeHRKcob2HeqCqW3F+c398o12rsk0/0WGoy+JTKXW/W3aN9UCzt/b/LyGEkI6rz+VU/UZ5PfSY7+P+U9ltCOnm5ON7vqJVzAZ1dLC304cdK65l7Nj7+xXHEsq/X3je16fyvoQ8/JiDdNrmsKu5tby/VeV7UZD/up2vej2kMfdq2OZpUofHHq7Y4H/7/1T1eGrSuPVAadaFP2Z+37viAtlnO344c1eY0sbfSQBGoR6AXcrs6wqF9ToAM6XUpBWSE+IUCkV8plD2O4TZlxUKhSIhtVhrpJRqC9IVCoVCkVpsMpuN+uy0a9aT55XX2xkKr1u/VL5NGypuo1AoFJm3nxw3qW5lXq22zXoff/nmUxUKG+8VUfZ1616LTXpl9jWFQqFIuKU11bBfVdlPm1Nc9jqKQZV6/apCobiakFe1DirmZnO/NTEUpSsUCsWV63kl+mq3D3PrSQgh3X++cuu2KZTXQ58/0wpVuUlle7xRdMe2S4sykmPLf9jkm4XV3jy68r4KxaXLV2y+0eRtLKaSvIwrCoVCkVR0x+9jGlV5Vy5fqthgUm69Pn/UYirNy4i33uG2TZqNhWUXZdywXpqpK8qIi1UoYuMyyi/lKFXlxisUCkV8rsp6AYZJlZd6+VK1n8WsKbwZX35U8ckZmmoXawCwDfUAAPVR/rkMV3w/JoSQB/vN313tyseq9SDSQQLAfYJ6AID60Cv+XNS5/HxD62c+Xnckqdq/81EPAP87UA8AUB/GxGCP7u0IIeTR1k/M2HI8V139FqgHgP8dqAcAqA+LviTv+hWFQqGIjbtq890aDEU3rFcyFBlw9R8A51APAAAAYB/UAwAAANgH9QAAAAD2QT0AAACAfVAPAAAAYB/UAwAAANgH9QAAAAD2QT0AAACAfVAP98iYfHbHsrFb0jWUUppzNWC4pJVDm5ZfuEcazNRsTNk+uNczDg5vf7DqSqlJ7EMFAABoGKiHu6fPiz90cNWwF9/6tqweCtYN+3DZwQS9cMn9+98iCo0JB9fMXf+nptQsd/tq1vaLdX8oMgAAQFOAerh7eZFy13WybbLF06z1UPTP1E6LL1e8g69ROLZitffei6UWmhG2c9mk3Vl3fHYwAABAU4R6uHulWq3BYkk+4llWD5Gu737ruXTutxKJxC20hBoKAhet9pHHGSnNUvivKD+7AQAA0NShHu5VZT2ELWzzUuftUUX01qnhT/bdn1J3PQiC4Ovr6+Xl5eXltXr1ai8AgMZ05MgRMR4mgUOoh3tVWQ/Rbl0ka5IopTRv9+DWa84VHXZdvclfUWqhNyJ2L5+wM7PWCx+2b99+fw4YAADgHqEe7lVlPSivuY0YciRNTbNPS9/+6p9cw5UArzG//a4ymI6tHTJnY6S21u2gHgAAoKlAPdyrynqgNC1q27gv35G88eLIDfEaSg2qOM+hfd9/V9K9x6/niuv4lQvUAwAANBWoB1agHgAAoKlAPbAC9QAAAE0F6oEVqAcAAGgqUA+sQD0AAEBTgXpgBeoBAACaCtQDK1APAADQVKAeWIF6AACApgL1wArUAwAANBWoB1agHgAAoKlAPbAC9QAAAE0F6oEVqAcAAGgqUA+sQD0AAEBTgXpgBeoBAACaCtQDK1APAADQVKAeWIF6AACApgL1wArUAwAANBWoB1agHoBXZotZpVPxvcSeMcD9hnpgBeoBeJUr5Hyz4nO+l9gzBrjfUA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1wArUA/AK9QDAH9QDK1APwCvUAwB/UA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1wArUA/AK9QDAH9QDK1APwCvUAwB/UA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1wArUA/AK9QDAH9QDK1APwCvUAwB/UA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1cK/MJoNOozdbyv/bYtKpNHqT9b/NBnWJIAjKEp2pru2gHoBXqAcA/qAe7lFB8Jp5M8ZuSdeU/bf2RsjUjwd7x6oopdr8SNm44QMHSPs6Tjuerap9Q6gH4BXqAYA/qIe7V5IQNHfOsIEffj6yoh70xYf2zPnwhU83xqoo1V/a67nU+6DWaDmzZdwvnmG15wPqAXiFegDgD+rh7uXFhB27GH3Gb+W08nrIuxq8YfLisT1GbYpV0dLCg0tXbw64VGqhmVF+ruO339DWtjXUA/AK9QDAH9TDvUo+4llWD2bDyS3OvifPLnP8cVOsihoKAhet9pHHGSnNUvivqHJ2o4IgCL6+vl5eXl5eXm5ubl4APFrh+Zvoz+6NvcSecX0dOXJEjIdJ4BDq4V5V1ENB6OwZbhElyrj610NVeO0BeIXXHgD4g3q4V+X1kL2tZ+tPh7u4TP7ho5fe6jVyyuqTl4+vWr1x9wWDmaaf8V06eW92aW3bQT0Ar1APAPxBPdyr8nrQZl+OVSgUirAA54+kv+4LT8hTJQet6ferrFhn/HPpRzP84oy1bgf1ALxCPQDwB/Vwr1KPb5gzdUdGxVkJ5TX3gdN849SUUkqz9o746hkHh/d6eKfUtR3UA/AK9QDAH9QDK1APwCvUAwB/UA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1wArUA/AK9QDAH9QDK1APwCvUAwB/UA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1wArUA/AK9QDAH9QDK1APwCvUAwB/UA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1wArUA/AK9QDAH9QDK1APwCvUAwB/UA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1wArUA/AK9QDAH9QDK1APwCvUAwB/UA+sQD0Ar1APAPxBPbAC9QC8Qj0A8Af1wArUA/AK9QDAH9QDK1APwCtBuLnUtTPfS+wZA9xvqAdWoB6AV2YhvXhJC76X2DMGuN9QD6xAPQCvUA8A/EE9sAL1ALxCPQDwB/XACtQD8Ar1AMAf1AMrUA/AK9QDAH9QD6xAPQCvUA8A/EE9sAL1ALxCPQDwB/XACtQD8Ar1AMAf1AMrUA/AK9QDAH9QD6xAPQCvUA8A/EE93CuzyaDT6M0WSik1lWqVgiAIJXqTxfpNg7pEEARlic5U13ZQD8Ar1AMAf1AP96ggeM28GWO3pGsopQUnVk0c/IVU2mvw5A0XiijV5kfKxg0fOEDa13Ha8WxV7RtCPQCvUA8A/EE93L2ShKC5c4YN/PDzkdZ6SNn2db+5lwVK808OaDP6RLH+0l7Ppd4HtUbLmS3jfvEMqz0fUA/AK9QDAH9QD3cvLybs2MXoM34rp1nrQZUdnykYKaU0bqGDNDC98ODS1ZsDLpVaaGaUn+v47Te0tW0N9QC8Qj0A8Af1cK+Sj3iW1QOllFKLyRC1Rfr04C3ZhoLARat95HFGSrMU/iuq3KaC2WzW6/U6nU6n023btk0HwCNtbqLoz+6NvcSecX2Vlpbe50dI4BXq4V5VrQezQR29f83AgS4HU3W0HvWgUqmOHTsWEBAQEBDg5eUVAMCjw39sFv3ZvbGX2DOur8jIyPv/IAlcQj3cq6r1cDnQfdSoOfujb5oslJqKj69avXH3BYOZpp/xXTp5b3at0Y8zF8ArnLkA4A/q4V5V1kP2ocndxgVezjeYrd8xJQet6ferrFhn/HPpRzP84oy1bgf1ALxCPQDwB/Vwr1KPb5gzdUeGhp777SWHKrxjKKVZe0d89YyDw3s9vFPq2g7qAXiFegDgD+qBFagH4BXqAYA/qAdWoB6AV6gHAP6gHliBegBeoR4A+IN6YAXqAXiFegDgD+qBFagH4BXqAYA/qAdWoB6AV6gHAP6gHliBegBeoR4A+IN6YAXqAXiFegDgD+qBFagH4BXqAYA/qAdWoB6AV6gHAP6gHliBegBeoR4A+IN6YAXqAXiFegDgD+qBFagH4BXqAYA/qAdWoB6AV6gHAP6gHliBegBeoR4A+IN6YAXqAXiFegDgD+qBFagH4BXqAYA/qAdWoB6AV6gHAP6gHliBegBeoR4A+IN6YAXqAXiFegDgD+qBFagH4BXqAYA/qAdWoB6AV6gHAP6gHliBegBeoR4A+IN6sMFiKji08PMWzUgV0y408k5RD8Ar1AMAf1APNijjAh07S7p+3V9aaWtSI+8U9QC8Qj0A8Af1YIM+K2xSj/F7UtX3c6eoB+AV6gGAP6iHamIWSiSSTm882/rJF97oJKnkdqWRd4x6AF6hHgD4g3qo5pyzg01zYhp5x6gH4BXqAYA/qAcbSpU3w0MUOaUm638qMyIPnUvRNvJOUQ/AK9QDAH9QD9Wd83OZ/EP/l9q+843zVBcXFxcXlx8cX3345UXXGnm/qAfgFeoBgD+oh+rigxd/SO4wfK+mkfeLegBeoR4A+IN6sEF57dDAT1yOFdfrZIXZZNBp9GaL9X/rVYIgCOpSi8X6TYO6RBAEZYnOVNd2UA/AK9QDAH9QD9UURMttii2q4fbBa+bNGLslXUMppZePzP3h0697vSddHJlBKdXmR8rGDR84QNrXcdrxbFXtO0Y9AK9QDwD8QT1UE+Z052mLGt5rsiQhaO6cYQM//HxkWT2kyAZ8czBZlx/p+UH3tRlUf2mv51Lvg1qj5cyWcb94htWeD6gH4BXqAYA/qIdqVOkKhSIswPkj6a/7whUKhUKhCFj2WQsnG9c95MWEHbsYfcZv5TRrPWT7j3t3VbyR0tKY2Q5DD90sPLh09eaAS6UWmhnl5zp++41az4SgHoBXqAcA/qAebFBe+efL9xzdw7IEQRAEIdz765YtXaJruHHyEc+yesjY7SRZk0QppXELHaSBaQWBi1b7yOOMlGYp/FeUn92oymw26/V6nU6n0+m2bdumawq0Oq1Kp+J7iT1j3mhzE0V/dm/sJfaM66u0tLRRHzzhfwfqwZb8qyunfN3soQfLzlo8++bXCw4W1nDbe6kHlUp17NixgICAgIAALy+vgKZgq9/mb1Z8zvcSe8a8OfzHZtGf3Rt7iT3j+oqMjGzUx07434F6qEH+1U0b18usDkbqjeaablhZD8rDP78zX6GmtCR8QpsJIcri46tWb9x9wWCm6Wd8l07em11r9DeVMxcpuUmiP7s39hJ7xrzBmQsA/qAe7lVlPVCV98T3lp7MSPp73HNj/tRQU0tNQKEAACAASURBVHLQmn6/yop1xj+XfjTDL85Y63ZQD+wssWfMG9QDAH9QD9WEObX979gVqx07P1Pn71xYpR7fMGfqjgwNpZRmX941wMHBwWFE+XtFZO0d8dUzDg7v9fBOqWvHqAd2ltgz5g3qAYA/qIdqrq51cl7ju8mxs6Tr1/2llbYmNfKOUQ/sLLFnzBvUAwB/UA82KOMCHTt3+8Z5qovLgh2BcXW8zVMDQT2ws8SeMW9QDwD8QT3YYNIKyQmhrr1bEtLM4elX3pFIJBK3K428U9QDO0vsGfMG9QDAH9SDTWWfTyEIQsY5v16d2jZvOTumkXeJemBniT1j3qAeAPiDerChVHnZ9cvOzUjbLl+VX/UQpW7snaIe2Fliz5g3qAcA/qAebNAXXFk16r2HH3yx/3gXq/1X6vV5m/cC9cDOEnvGvEE9APAH9WCTqSQnOfaSQqFQhAWs+eiNJ59+ZQWue7BCPYC9UA8A/EE92GAxGVQlEbPbtCTkgYebt2zj4ODgMAfXPVihHsBeqAcA/qAebFDGBZa/34OT+/bzyvuyU9QDO0vsGfMG9QDAH9SDDfqCpL/9Tqboa39r6QaGemBniT1j3qAeAPiDeqgmZqHEJjdc92CFegB7qbOzArt14nuJPWOA+w31UM05ZwcHB4fWjzZr3qK1g1XrFs3IIzNw3YMV6gHspcq6ufPNLnwvsWcMcL+hHmwozYn8uecI79iyt6iO2yltOci3qJF3inpgZ4k9Y96gHgD4g3qwQZ98vF+X/+s5cor1zR5+cHz14TeXJTbyTlEP7CyxZ8wb1AMAf1APthhUqUfdWrV4uOzTuT+bcvZKTmkj7xP1wM4Se8a8QT0A8Af1wArUAztL7BnzBvUAwB/Ug02lefHhB/+RVxGL6x6sUA9gL9QDAH9QDzbosi/MG/x2swdIFdMuNPJOUQ/sLLFnzBvUAwB/UA82KOMCHTsPW3c2UlEpU9PIO0U9sLPEnjFvUA8A/EE92GAxpfkMmCQLyxIqaRr7jSdRD+wssWfMG9QDAH9QDzYo4wIdOz9DCM5c2IB6AHuhHgD4g3qwQV+Q9Lefj+w2p3MbeaeoB3aW2DPmDeoBgD+oB1agHthZYs+YN6gHAP6gHmwxFx1e2LtFM5y5sAH1APZCPfDJYtKpL7p2fM3BwcGhw+erDl7WmM2UWowGvU5XarHQ3LDNs0f759i1TVWi5+BPnmjVpuwzhh7ru+NajrmO+5h0SrWhrhvV4m6OE1APNpWmnuz/0Uddv+7f+ZUWL0k+7d/rveffW5PUyDtFPbCzxJ4xb1APTdqt4tyIhLCqS1+qo9SsyghdNmbwxpAcSqn2pmLhDz/+eiqeUl3UzvVeHsElxruuh0nrwspOFGeeWvzuJ67X67hP/Ir2Q/0z7+pno5SiHu4W6sEGffLxfl1+OiRog1b2euvzYVN/cHzNcVtGI+8U9cDOEnvGvEE9NGknY4Oq/R8kV8ihJm3kTtdZv+0t0pX9q7/wrNsLn62+Whi1zPGzT3pMOZpUkhu2+aevl61Yu9jFxSU4zXqr3OBlC11c5m7eG6OklAox27b4b3Fz2XLwvMb6WQC31wPND3VqNz/CpE+4GPLnFre5s12C00y3Ek6tXezi4uKyxC9GRZUxe1d+3rrDdzP9klWUUlWM3xIXFxeXxWtPJdwyUUppacb5g24uLi4uLn4xgnUf1W5TWQ9pwdbPNqo8HqgZ6sEWgyrYc+jbHqezL/l99TIhhHT5JQTv92CFegB7oR6aNNv1YCwJ9nBfsy1Caym/Xc7Jwe3mhRlyDy77ZeaMnanFpblhHgO6D919Ikqxa9o7PbenUk307mk/LNyjiAxb4+a+PSLdmOnf98U3l+wNSb5ZaLRGyO31kHp4xuvjdqiNJcFrJw/4Yf7pcxdSMy7Om/Kd574TCkXQ7G/fnx90vSjjpMtzX3qeSlcZNdG7p0umeikUFw5sX9h3lntWsV5dEO0xY8TOA+EKxa7p738RlGrjNuX1kLq952i3IIXihN/IbxceziwWZdpNCOqBFagHdpbYM+YN6qFJq7kevNbvjNJV3C7v9Ih28yJuO3Oxzvm7NddVlGb6D22/Il6V6Dl48d7YVEHICfF2d1sdVJLqP+iFsWcLquzs9useHLpPPZenosaSYI9FizxPVDsbkvvvljlOf2Rbys9cqBI9B7v+k1ZIKaWq62u+Wx6YUpgT6j3zx305t22/+m3Kt5no2enV1xYFC4Kg1OjMFguFWqEeqtMWp4XJ5fKQS8VG1bVQubzsf9/DNTn1g3pgZ4k9Y96gHpq0Gs5caP7d6vnbxmMl5Y+NJZHrXvzANcHmdQ+V9TDwE8evpVKpVCpdtuuUKsV/aPsV8VV3Vu3MhVWVUqlaD/nX/BcP807R2qoH442dI+fvuJCXcXT5qMXHhdu2X/02VbaZ4C2VSvt98fWopRcb/e2FmzzUQzVFAQt6v0AIafvusrUruj5HCCGk7bsj155u7JexUA/sLLFnzBvUQ5Nmux6ouej6sYUTRu2JzKeU6m8leE0Z6/xPjO2rJq31YMj9a5bzgkNXqUmfcOrIkVMJ+nS766EoXj555IyQDCWlNGyT1NntrLriqklD7l+znIfvDKeUKpODJkxYGJVTUhQvnz9+3sVbekqFUN8lIdeS77xN2XGqkv2W+MYI1mP4Zffl/Ps14KYK9VBN5PgXXhwhO6A4tfnb/zzdYZafQqEIWPZZiydnKRp5x6gHdpbYM+YN6qFJK9EqU3KTqq5SUymllJr0eanHl3X7RCKRdPp00NLdYfkGI6Wl8Uc8+3Z+dcnRm9XrgZpUeSELPuwqkXT68rsJJ6+WmG7YXQ+m0uIw/8UDPn5bIpF8+KPXpSIdpTm7Bnd4+5O+QakmVV6M59gPJRLJ2x8PWPx3hMZoNpUWntw4/cuOnSSStz5c8EeeynDnbcqO06iKWvND+7ckkk4dh0zfeqOksT+coMlDPVQTNvXFN7dEFFIat9Ch5ZTAm5TSvOBlrVvMwPs9WKEewF6oBwD+oB6qCZv09AvO7rvl8nVDHnu07zxfuVz++9LhLZq71KceitOirRdKpBRbu1WbERl6QC4PDklS1XVf1AM7S+wZ8wb1AMAf1EM1YU7Epvq812TKtuFfjFsgc53s9NWYvzIoFZIPuc6a7umxZuLQQTvibtV+Z9QDO0vsGfMG9QDAH9RDNap0hU31uAA3xv39Tgvj9LS0JGxSmyGH8jSRWzzcN5/SmSyX/JfMXxBUVOu9UQ/sLLFnzBvUAwB/UA8N6NyCd7vsuyhcP7jk+WHbsw0FgYtW+8jjjJRmKfxXjN2SfkeAmM1mvV6v0+l0Ot22bdt0TUF8xlXRn90be4k9Y94UpKSJ/uze2EvsGddXaSneQxEaBuqhARWc3jz3h0+/lo5bsDFAUVSPelCpVMeOHQsICAgICPDy8gpoCrb6bRb92b2xl9gz5s1f23xFf3Zv7CX2jOsrMjJSjMdG4BDqoZqikN9Xhaep7+qu/4x/48dT2Tqaf3JAm27+SXXXQ1U4c8HOEnvGvMnLufVd71F8L7FnDHC/oR6qiZzX6d3fDwc7L/FJ1Bjsu2vGbieJ9aM4s7Z92XrNeWWI5+p1vpEGM00N3rJo2v7cWt+vEvXAzhJ7xry5cauo3fCFfC+xZwxwv6Eeqjk37pGH7vZ3Lm6sG915fXCqEL7l2WcXxFCaFb6x14zF6dn5G1ze+uVISu13Rj2ws8SeMW9QDwD8QT1UF/3H3H6fd2n7Usde/QdIK21Nqsd9C1ODF0qlUumMw2nWz47JP7Vy3ndSqfP0A9l13Rf1wM4Se8a8QT0A8Af1YIO+IOnv4MhbBtP93CnqgZ0l9ox5g3rgT6mmMPT4joRbeuv/PrjF7eD5DOv7V99KuBhxMUF/+8NnScq/B/bGKO/ckEmfcOqPxS4VKrZzz1TJfksOpTXIpsAW1ENNkrx7dJNIJBKJZPrWEF3jv+U56oGdJfaMeYN6aNJKEw6XbO5adZlLskuV2Z6Lxm08k2qkVJWnWNDnnUkb/xT0lBrVZ/7y9TsaZ7j9A66rfjbmbYwlwR5zp8zYHH5BoVAowg/sHDHDI7rgrq5br75lVfqVmw2xIbAN9WCDxZTmM6CHQ+uyj5hv3aLZZ+5Rjd0PqAd2ltgz5g3qoUkzKHYXL2lRdZmFdGosOeHptX7Hea2F5kRtnTVlyS9b92YrSy3agiD5lhPXVZQaNYIgCEqtwWihNDds86xRe5JLigVBUFb915ixJNhj4UKPYOuHUlmU8R7DVxxKLzIb9WqVSlksaAxmi9moUQqCIAgqnZlajAa9TldqsVCz2aBVaYxmSqlRq9SZzEaNSikIglCsNJgoNRvVxVqjxVKq02k16uJiQSgu1pV9nrhZpxIEQVBqNJpiLT4O6+6gHmxQxgU6du6zPrbssynidkpbPlKfqybvCeqBnSX2jHmDemjSbNcDNcTt37TCI0DQmy/7jfkl8Kz3L7ITyYIm/7qf7Je4In1m9LpxH3wp7TPKZf2xbJ0xN2z9kA9HjJg0Qir98rNZay9mlpRt3VgS7DHbafTSP/bL5XL5n95LXdb65alMuefXD+7db/jQft5n02OPeY0Z3Fsq7ftBn4l/JORW7Df/kvfEgZPDbxhp4cExPTfHXTr+0w/D+30jlX7R3f1Api4/1Knd/AhjSbDHkmljnYd8/12/Xl3n7r6mo7Qw4Y9J330qlfYb+fOoQY/PjBB1vE0X6sEGfUH0vM97fTFyivVE3A+Or749ZG9u3fe7J6gHdpbYM+YN6qFJq6EeaGFc4I+rZJlC3p+Tex+9oT7r5ux2IlPIj/DfflatilvS7VufxBKqvu7mvOSvuILcsLVD+iyKyFVTWhIiGz11ycmyayCMJcEe0wd+4+zmJZPJZG6/On8zZFF4niY3zOv7PrOicw1UODvt/4bsTiikVJu4b8qn/XenXj/mvGZLpqCP2eA0YclaeWRWyu7+vX1iona6Dp2wMUdVqkw4G3g8QV1ZD9MnzN9bpDNnHV01ZrR/Ds3d3f/TacHZlBoyQ9d98tR01MPdQT3YZChMPTqxVQvrL2t2HLbwcuOfPmsq9aDNuRy79Cm+l9gz5g3qoUmrqR5MRXHLlm1VXP5zktPWTCPVxWx9b9WpvH89153MofmhTu06vC6RSCRvt3+i7c/703Ojti3+7WQxpbTaNRC3n7kwFcUt+2aid2Rebpj3zFG7s0yUZvoPbb8ivuxQQme+MDH8VsZW5w2nMhL2jp+zbfuuPX6n/pgo3Zqg1xReXjvy2w/febdrzy93RxfRynpwX7MtQmsp329R+MQXZoZa383HeHlx+4Woh7uDemBFU6kHU86lag8l/C2xZ8wb1EOTVlM9UJobMH7Wz2N6d3CPopTSgrBxL8+auWDs2YKy/33GYKYWk06t0RvNuWGbZozanWWyUGq+vuvnfhP2l72ae3s9mIuvuQ1Zfii9qLIwsvZ//+pihcFEKTWm7BzcwT2R0sSA8QvW/zbWPSrnwi7Z6tEDhu7MslhKdVqtrtRioblh65y/W3M9raIevNbvjNJVVkuie4fBO1OMlFJT9okR7eaiHu4O6oEVqAd2ltgz5g3qoUkzpp5W/zmk6jKr86zfSpH/9Nzjz6xVWP9LeWDKi8/39MmklFJl2NqBY2Ztl//pPddpXmCckBvmNbD78PX+crl8+08/DvznSvkvb95+3cOODUt+cN+UozJUeX0if9+iAWOWbZDL5W4un/0QkGDdsdMX0rUKqs3497exA512XaEmbfQemctMtz/2y/28Zvz2W1hRfk31QBMCfvjMxU0ul/+1fkzHx6eiHu4O6oEVqAd2ltgz5g3qgVfazOhtmwMTy6+AzD7v63u+4o3xsk/IZDKZTB52VWek6qzYk/uC9+3bJpPJqtyGUrMhPTp4m6zctn3R6UVmStVZsWePJ1hPGBvUWcF7ZDKZTBZwoaR8x0HbDiWWUGooij58UpGlppQaitIP79smk8m8fXwTCq23+TfbbEiPvqi4mmu8bZslFwJkMplMHrh52LPzUQ93B/XACtQDO0vsGfMG9QAsSd3et/f2WEopTT084/VxO/CeEHcH9VCdXi1knPPr1Wn0n+nZgiAIghDu/XXLL2WZjbxf1AM7S+wZ8wb1AGzJ+ruf9c18uk89l6cS+2iaKtRDdQeXdX76zg/JemV5fT7n4l6gHthZYs+YN6gHAP6gHqpT3Yrzm/vjG+26jV+5uuJknOx0HZ+Qee9QD+wssWfMG9QDAH9QDzaYtEJywo1ik/l+7hT1wM4Se8a8QT0A8Af1YIPFVHBo4ectmlU9dYF3qi6DegB7oR4A+IN6sEEZF+jYWdL16/7SSltx3YMV6gHshXoA4A/qwQZ9QfS8z6f4pd7XX+RBPbCzxJ4xb1APAPxBPdigSgoa2qXDC290klRyu9LIO0U9sLPEnjFvUA8A/EE92KC8dmjgJ6873GZOTCPvFPXAzhJ7xrxBPXDIYinVaYqFCkqtwWhp1D2ajeriKjsUNMZG3R3UBfXACtQDO0vsGfMG9dCkqW7mZJw8U3UZtTpqLAn2mNzt7e79vpFKpdI+PaXO7vuydXf3hK7LvBiXWqCr41b5oU7t3vjgy7Ir0T59U7ouOlN/V/uDBoF6sEGXHbtp9UKX2+zPaOSdoh7YWWLPmDeohyYtKfDQzje7VF2qrJvVPhtTnXHm5yGzgzKFu9pDjv/o2ZvDcuu4VX6oU7tB/uVv+psdPO2Tjzem3dX+oEGgHmxQxgU6dn7m9jebxG9slkE9gL1QD01afeqBqhI9B7v+k1ZIqf7KgbWDJRKJZHls2QZSt/ftLZF8PGVRUD6lNDfo5ynLp3wnmbL2QLGeUqq/csDz8yfavvCaU1AupVQTvXtWz64SSdees3ZHa6oex+31QDP9h7ZfEX/n9iktvnlsikQikUw5drOYGtURR3cvnTL4466S7bEUGhDqoW5Xdg3qt/ZCY59jQz2ws8SeMW9QD01azfXw6y/LAzPzBUEQEk779Ju3KL1Ip7x5ZuGk4aeSVTTK/ZURe3LNylPuQ4dvCqe6ot0bXD2OxZfe8O/z9MuysIIqeyh/7cFSGn/Mo+ekhelFOlXeuUkj++2IvFl5LUV+qFO7b3yvlF31ELy0wzueUdRyx/bNaV7SV9f9W0ATAzoMXp9mKAn2GNdv/JpcFS6TaGCoBxtKlTfDQ47Ky/2+dHiL5i547cEK9QD2Qj00aTXXQ+V1D9If58oVN02U5oatd+o1a4dcLpe7DXu+3/GERM/B0xb47JHL93n8NH7uigPKFP/BL06JUFJ9flLQkYNy+aHwixd+t9aDsSTYw2v9zigdpdSkOr1uzVqf8IIb0XK5XC4/eeXiPz9Uue5BuuDvfGp9zaP69qVtR26Qy+XyDSPbfux7rSTYY5nrutMqk9hz5A7qwYY7z1x8Mv5oXSfl7hXqgZ0l9ox5g3po0up15qJcbtjaIR86LZPJZDKZt49vQkai5+BxkxatsH5ekDzsqi6t7IyDNjN62+YNMpl34PEzvjbqQR26UbZ2U1hufJBMJpPJdoeF/jWy6pkLK5WN7fd/ot+88k8oOn+jyjahQaEebDBpheSEOEUVmcWNHq6oB3aW2DPmDeqhSbOrHoozghdMHHc2XUNzg2Z+uTC6oOjYsh/G/36BGtURuzZu3BWhTqu4XqFCxZkLQ9wBj69/XpVZrNcX33Cd9932sxmVnzZU7boHK9Md29cmrOwr2RpdRIuiF345MygL9dBYUA81MWnLf7VYrSu1NO4vMlOKemBpiT1j3qAeOGRUhaz/7bf1IXdcTqCL2bvkIwcHBwcHzyjrVxI9O3VwcHD4aPDkmFxKs/4e28kz8ba7qP7d4PTqs9bbl/1vh2dfddrwr6rqrQr+dX5r1N9Zdx7K7duntChj/2AHBwcHB5f9GdSoClm/0WdvDOqhwaEebNJmRO4Z9tij1tMWXUbMC7le3Ni7RD2ws8SeMW9QDwD8QT3YoMsOn/bp50PmuFvPnP3y/TuvfbEF7/dghXoAe6EeAPiDerBBGRfo2LnP+tiyl83idkpbPoL3eyiDegB7oR4A+IN6sClr7wjHNuW/cPFQ8xbfbIlr7F2iHthZYs+YN6gHAP6gHmqSvnfEMOvvFc/wOa4rNdd9D0oN6pyoE3K5XP5vivU6CW1GZOgBuTw4JElVx11RDwwtsWfMG9QDAH9QDw0pxHf0qEnT3V0n9/9qZWwxFZIPuc6a7umxZuLQQTvibtV+X9QDO0vsGfMG9QDAH9SDTaqILc5d/09ShduVuu8Vs6zLyMMpanNpSWpsilCqidzi4b75lM5kueS/ZP6CoKJa74x6YGeJPWPeoB4A+IN6sMFy44z0444t2zhUMSemzrul7RzxvtcVtVIQBE2phRoKAhet9pHHGSnNUvivGLslXVP9HmazWa/X63Q6nU63bds2XVOgTY8S/dm9sZfYM+ZNUmau6M/ujb3EnnF9lZaWNsqDJvzvQT3YoEkOHt51wl8373i2r13Ywhccf5r/6wRpn+7jl5y8WVx3PahUqmPHjgUEBAQEBHh5eQU0BUF7vER/dm/sJfaMeeOza6/oz+6NvcSecX1FRkY21OMk/I9DPdiiz9o1adBXo6a4VNpf9/s9hC18/o0fT2XrqObKkg/f3H6p7nqoCmcu2Fliz5g3OHPBKX1yyI5fZ7u4uLi4bd6boWyEPaiS/ZYcSrPvPmn+s3/dEZKsL/9v/a2EHWu3nEwpqe1O+lshO45fLtSUpPx7YG9MY/wo/EE92KBKOjGyZ/sHqn5MFqnH+z0kbRssWZNEKaV5uwe3XnNeGeK5ep1vpMFMU4O3LJq2P7fW39tAPbCzxJ4xb1APXMq/IneaNz3obKRCEbl/zczfPA8U62nxzZCts3bX/i8lOxhV6Vduqu27T8SEBx7r6bQptewYjKlnNvZ8+X23sFo/6FCV6DnY9Z+0wlJV/s2MIpzdqQ/Ugw3Kawf7vT/xQKHW3jvuX/b+xlOpQrh322cWxFCaFb6x14zF6dn5G1ze+uVISu33RT2ws8SeMW9QD03avjMXq/2wN24VUaq7sGvd6tXHlKUWSqkqOcRptU9Gkfpm7N5fv1lxuaDUYjaoVBqVUlBpDWaLUSMIgqDUGowWSqnFbNCqyj5FyGCmFpNOrdPrVIIgFJeoDXpdcbEgFBfrjGZqNqqLtUaLpVSn02rUlV+nlFKzTiUIgqDUaDTF2iqfthEx26HPBNflx+OVFkot2oKdu2b06zRic1gupRajQasUBEHQlN/ebFAXC4KgzFG4D3L9J63QbNRrNQYzpdSosx6hUqMz34cPOmqCUA82lCovu345aLLsT3ml2Np/Y8KqJCfac6pUKpVujbLmcv6plfO+k0qdpx/Iruu+qAd2ltgz5g3qoUmroR5MN6P3zHKZufuP/YeOHs8sOy2QsNaxa8fnP10VoNCm+/fr+s2okX2X7ToWH7Fu3AdfSvuMcll/LFtnNAjx65ylPftIpZ++2WdReIkq0XPwtF/dZkoHfP3FgG+XuruO/P67fr26zt19TZcf6tRufoSxJNhjybSxzkMqvk5pYcIfk777VCrtN/LnUYMenxlRebwR858bsnLLzj2HL+nNVJ132Xep00Lp7M1huUZd9kGvacO/6Cf91GVddKaeGvOTTswf95VU+s3YHwdLO0//O60wN2zz7NH+ObQkYf24Nz+VSvv07PH9b3EFdv9L8n8B6sEGZVygY+dniL1nLu4N6oGdJfaMeYN6aNJqqAdKDUXRh/dtkMlmD3uvr5PLloPnNaW0MO0f18GeiSpKM/0HPNvrrwQtVcUt6fatT2IJVV93c17yV1yBTplwNvB4rprSaz4ft18Rr0r0HDx4xr54aigOXD7h+/l7i3TmrKOrxoz2z6msh+kTqn6d5u7u/+m04GxKDZmh6z55avpt9dBu1F9BBzx/lxdoTTcjvGe7/eU7evbmsNyCuL/mjXONKzLQ7L++7bYkrjBrz7Sfp/4dQ6m56Pox5+6T91fWQ+F5X5/z2ZQWxs37ZuH+tEKxhs8y1IMNJq2QnBCnuE1mQ53IqwnqgZ0l9ox5g3po0mqsh3Kq3KTwA5sHOv58OLO4aj0Mbb/4spHS/FCndh1el0gkkrfbP9H25/3plBrTI3aNdpRI3mr/37J6WPRXYgE1lgR7uK/ZFqG10LJn8cp6uP3rReETX5gZaqCUUmq8vLj9wtvrwSnketzqFb6xt9SnVr23NSbNf/TszWG5uWEe3Z9o/7ZEIpG8/uqzb++PKbvWgdLK6x7K64FSmrtjnETSqePzDoP9UQ+2oB5qY9KrBUG4Lp/fusV0vPZghXoAe6EemjTb9WBUnVzj6enzr8psoZSai6+5DVl+KL3o9npYEU8pLQgb9/KsM2XXN2j0RnNO6KphfcdH51Jjys5B7ZdfVZY/ixtLgj281u+M0tE76+H2r9NE9w6Dd6YYKaWm7BMj2s2tVg+h+aow2bLN/+6b28E9keaU1UO4z5wxu7NMFmo2qIvVxpLkdcMnuYdkUWoxCVdWfbtEXlEPeadHtHvOPYqai6+5DVz0dwrqwQbUgy3a/MjQYLlcvmbKZ4QQh1ck/Qf4JDXyPlEP7CyxZ8wb1EOT9m9cyo+eflVXfrGKUtNNhXzqxDFefn/I5fIdPq7jZFvzVAYh4+i8r8bsj84wpJfXA1WGrR04ZtZ2+Z/ec53mBcYJN094SqWzdsjl/rJBH73dZ3fURfvrgSYE/PCZi5tcLv9r/ZiOj0+9ox6oMsb3h15de/ok0PJ60ApxG+c5eXn/Kd8+68eBa68oaWaYh+NPC+Ty/XvWz+z92oh9FfWQeerrd4e7yeX7d60a9Xm3cf6N/imJTRHqoZoUPxcXl3Hfvfq8AyGvD/tpwnsdO0zdEao3Nfo1t6gHdpbYM+YN6oFX4b2nzQAAGXlJREFUhQnHfbxlMplMtjvwaq6aUmpQZwXvkcnDruqExCO+58v/zZ59QiaTyWTysKs6Y9ltZDLZiYSsCwd8jselRB+OTFbqqNmQHn1RcTXXSKk6K/bs8QS1NjNo27/Zd36dUkpLLgTIZDKZPHDzsGfnV6mH7H+3BWVqKdVmBm3bfD6bUqpOOH42NktNqTH3athumUwmk50vu45dmxi0TSaT7d637+i+yGSlrnz75V8PPHzx7OHNpxPu61ibCNRDNWFO5LGu0gVHIxQKRVJK/JFhfb7wCU+v1yds3hvUAztL7BnzBvUADS11e9/e22MppTT18IzXx+2w8z0hoAGgHqo55+zg4ODQ+tFmDxHSc/3RfYN699wYmtL4Lz2gHhhaYs+YN6gHaHhZf/ezfgZR96nn8lRiH83/ItSDLZoM/yUzBkmln3V+kRDSZcS8ffvr9X4P9wL1wM4Se8a8QT0A8Af1UJtbcUEymcx1cp9HHnbB71xYoR7AXqgHAP6gHupWWpITG5uF93uwQj2AvVAPAPxBPbAC9cDOEnvGvEE9APAH9cAK1AM7S+wZ8wb1AMAf1AMrUA/sLLFnzBvUAwB/UA+sQD2ws8SeMW9QDwD8QT2wAvXAzhJ7xrxBPQDwB/XACtQDO0vsGfMG9QDAH9QDK1AP7CyxZ8wb1AMAf1APrEA9sLPEnjFvUA8A/EE9sAL1wM4Se8a8QT0A8Af1wArUAztL7BnzBvUAwB/UAytQD+wssWfMG9QDAH9QD6xAPbCzxJ4xb1APAPxBPbAC9cDOEnvGvEE9APAH9cAK1AM7S+wZ8wb1AMAf1AMrUA/sLLFnzBvUAwB/UA+sQD2ws8SeMW9QDwD8QT2wAvXAzhJ7xrxBPQDwB/XACtQDO0vsGfMG9QDAH9QDK1AP7CyxZ8wb1AMAf1APrEA9sLPEnjFvUA8A/EE9sKKp1EPhtcSdb3bhe4k9Y96gHgD4g3poaKXK+PCY1GIjpZRSbUZk6AG5PDgkSVXX/VAP7CyxZ8wb1AMAf1APDUy49veI97/cGKuilArJh1xnTff0WDNx6KAdcbdqvyPqgZ0l9ox5g3oA4A/qoUFp8nZ6T/6/53p7x6oo1URu8XDffEpnslzyXzJ/QVBRrXdFPbCzxJ4xb1APAPxBPTSkGxf2e09y/9nxx02xKmooCFy02kceZ6Q0S+G/YuyWdE1t90U9sLPEnjFvUA8A/EE9NBxNxl7PBQejIpbVux4MBkNqampiYmJiYqK3t3diUxATFCz6s3tjL7FnzJvQ8xdFf3Zv7CX2jOsrOztbjAdH4BDqocGk+EsX/J6kU8bVvx50Ol1sbGxUVFRUVNSGDRuimoLQgEDRn90be4k9Y94cPnFG9Gf3xl5iz7i+kpOTxXh0BA6hHhpKkvtrrZ7vIJF0euPZ1k++8EanobsjQjxXr/ONNJhpavCWRdP255pruz/OXLCzxJ4xb3DmAoA/qIeGVvHaA6VZ4Rt7zVicnp2/weWtX46k1H4/1AM7S+wZ8wb1AMAf1END02T4L9lwLE1HKaU0/9TKed9Jpc7TD9R5shH1wM4Se8a8QT0A8Af1wArUAztL7BnzBvUAwB/UAytQD+wssWfMG9QDAH9QD6xAPbCzxJ4xb1APAPxBPbAC9cDOEnvGvEE9APAH9cAK1AM7S+wZ8wb1AMAf1AMrUA/sLLFnzBvUAwB/UA+sQD2ws8SeMW9QDwD8QT2wAvXAzhJ7xrxBPQDwB/XACtQDO0vsGfMG9QDAH9QDK1AP7CyxZ8wb1AMAf1APrEA9sLPEnjFvUA8A/EE9sAL1wM4Se8a8QT0A8Af1wArUAztL7BnzBvUAwB/UAytQD+wssWfMG9QDAH9QD6xAPbCzxJ4xb1APAPxBPbAC9cDOEnvGvEE9APAH9cAK1AM7S+wZ8wb1AMAf1AMrUA/sLLFnzBvUAwB/UA+saCr1cCUtW/RHajwTNC2oBwD+oB5YgXpgZ4k9Y96gHgD4g3pgBeqBnSX2jHmDegDgD+qBFagHdpbYM+YN6gGAP6gHVqAe2Fliz5g3qAcA/qAeWIF6YGeJPWPeoB4A+IN6YAXqgZ0l9ox5g3oA4A/qgRWoB3aW2DPmDeoBgD+oB1agHthZYs+YN6gHAP6gHliBemBniT1j3qAeAPiDemAF6oGdJfaMeYN6AOAP6oEVqAd2ltgz5g3qAYA/qAdWoB7YWWLPmDeoBwD+oB4akjrn2gm5XC4PSSk2Ukop1WZEhh6Qy4NDklR13Rf1wM4Se8a8QT0A8Af10IBSdo0bNGeBTPaLS58fAzIoFZIPuc6a7umxZuLQQTvibtV+Z9QDO0vsGfMG9QDAH9RDw4lx7zpqU4aeUu15Z4ehh/I0kVs83Def0pksl/yXzF8QVFTrvVEP7CyxZ8wb1AMAf1APDc9kiJrz1OAD6QWBi1b7yOOMlGYp/FeM3ZKuqe1eqAd2ltgz5g3qAYA/qIcGVqq8+cfCAR/O/qfQUHc9GAyG1NTUxMTExMREb2/vxKbgyJkI0R+pG3uJPWPehJ6/KPqfKf7OWGVnZ4vxuAgcQj00JKM6X+41Z8TUNRfyDLQe9aDT6WJjY6OioqKiojZs2BDVFOw7fEL0R+rGXmLPmDeHT5wR/c8Uf2eskpOTxXhoBA6hHhpS6IZx34x2j8pUmy2UmpUhnqvX+UYazDQ1eMuiaftzzbXdF2cu2Fliz5g3OHMBwB/UQ4MxXvcZ9Ma44FTBSmekWeEbe81YnJ6dv8HlrV+OpNR+d9QDO0vsGfMG9QDAH9RDg7m6d4S0igNJlNL8UyvnfSeVOk8/UOfJRtQDO0vsGfMG9QDAH9QDK1AP7CyxZ8wb1AMAf1APrEA9sLPEnjFvUA8A/EE9sAL1wM4Se8a8QT0A8Af1wArUAztL7BnzBvUAwB/UAytQD+wssWfMG9QDAH9QD6xAPbCzxJ4xb1APAPxBPbAC9cDOEnvGvEE9APAH9cAK1AM7S+wZ8wb1AMAf1AMrUA/sLLFnzBvUAwB/UA+sQD2ws8SeMW9QDwD8QT2wAvXAzhJ7xrxBPQDwB/XACtQDO0vsGfMG9QDAH9QDK1AP7CyxZ8wb1AMAf1APrEA9sLPEnjFvUA8A/EE9sAL1wM4Se8a8QT0A8Af1wArUAztL7BnzBvUAwB/UAytQD+wssWfMG9QDAH9QD6xAPbCzxJ4xb1APAPxBPbAC9cDOEnvGvEE9APAH9cAK1AM7S+wZ8wb1AMAf1AMrUA/sLLFnzBvUAwB/UA+sQD2ws8SeMW9QDwD8QT2wAvXAzhJ7xrxBPQDwB/XACtQDO0vsGfMG9QDAH9QDK1AP7CyxZ8wb1AMAf1APrEA9sLPEnjFvUA8A/EE9sAL1wM4Se8a8QT0A8Af1wArUAztL7BnzBvUAwB/UAytQD+wssWfMG9QDAH9QD6xAPbCzxJ4xb1APAPxBPbAC9cDOEnvGvEE9APAH9cAK1AM7S+wZ8wb1AMAf1EOjEs5vXzfLxcV19elbdd0U9cDOEnvGvEE9APAH9dCIci/u/MV1VUTUxd8mdXU9nVH7jVEP7CyxZ8wb1AMAf1APjcZScmbN6rVbz+nNNOWo98Kf5bcstd0c9cDOEnvGvEE9APAH9dBoDAWBi1b7yOOMlGYp/FeM3ZKuueMmBkNqampiYmJiYqK3t3diU3AiLLLHxCV8L7FnzJvwqIui/5ni74xVRkYdL4IC1BPqodHUox50Ol1sbGxUVFRUVNSGDRuiAOyxfv16sQ8BmhgfHx8xHg2BQ6iHRlOPeqiqqZy5AHbg7wzYy9vbW+xDAE6gHhqP6t/1Hqs3hepNloQDXgtmHSqo9da+vr736biAF/g7A/ZCPUBDQT00ovyr+0Y4T/tj3/45To7rzmfXfuOwsLD7c1TADfydAXudPn1a7EMATqAeGlXJ1YP71stkO/0uCmIfCgAAQENBPQAAAIB9UA8AAABgH9QDAAAA2Af1AAAAAPZBPYBISoVT3mt99l8ymO/izpqLfr/7ld1Xc9Fv1QCJRCJxu9LQxwhsMaojdm3cuCtCbbyLO+uvHPhj9233Td3e95eg3IY7PID/JagHEImhIHDR3GU+4Xo768FsUMeHre/V7L/TfML1ZlqSGb3adXxEhubc8ufed4swNc7BAhOMJcEeCxd6BJfYWQ9mgzrtsm+fZu3HeQSXGKnFYtZpkn53+upJ0tM/s3EOFYB3qAcQSdV6MGqTL4X9f3t3HxxFecBx/KZ/1Bk7Q6bOONOpY20rKrWljJ3O2qKWVpQW5UREKiP0UGqASQjMVMcWAxVIFQ61pyhXVGgkg4OMyEEriqaWFw2nVD0IIAq5QEwIXki4XM68XpKnfzzwzJPdvZe95JKI388fDLe39+zzPLe3z+/22b0EAoFAIHDgVJvoih2tOFod3hcIBN5676Om1j5jRc2Wh++cOX3e3XPlaz8Pli3PL63tEKJhy9zRyw93DlV7kHt6eujurDlcIfeZD2vbRCJ+/INPqz4LBgKBN/d8EIn32Wdqtz/qnj6t8A+F8rWJeOPLj88uKF4w+ZLJpAcgO6QHDBEtPTRXly/1zPjz33y+ogk3z329IXZo2a1TC1b7fSuXeu4tfOm9z/UzCrG6urj22qodzy1euO2MEEK8W/yjgmDTEDUHg0BLD62RisdnTvvTMp9v4e3GjK1fxD97cuq981b6fKsey5+Z/9zOqi7tdS319S3aa3sSiVhTU+eZPZ7L7iI9ANkhPWCIaAmgq62xrrquLSHE8Renjvn78dihZbdOX1HRJNrPbH7k8TWBQ+YT1aSHryctASQ6z9ZV1bR2CRHecPsVjx2Nf/bk1FklO2tEV2zHipVPle5vT/7ac0gPQD+QHjDYerrao21dorNx65K/lLywr6NHdHfFPty8eOyVeXkjLr7mXHpY+ma0Tf2lsepNnry8vLy8cU+8/klC9EkP4TfWLF4QaOgVomf3omvnv392qJuHHOhJtDe3dYlEy9tPLFnyZHlLQvQk4gf/vXL8NXl5Iy6+7Fx6KNl2okkkWt5+4qnVpfurXpuXl5eXl/eLR1/+uF2QHoABRnrAYIvuXTWiYGtbe8PLy1Y+/8bRhBCfvlY8fWbJsZho3PPQxNHLD58xp4cU5x4iR15fMnf5gYaOxj0PTXZvSPPXRPDVFAuuuXzBK22dse1PeZ/eFOoQ4tTby6dOfvjQWdFUseQ331t0oNGcHjj3AOQU6QGD7sz7s6fc9kBBYf6Dvj0nY71CnNi9dtpv3XMWLlz94uK7x9285p1dmaeHznjtupL77p85Z5pxy4qPuP3uAtX00fwZU/44v2jOwpVvHjvbI0TD/176/fiJ+QsXPr22eNr1xqq33iU9AIOJ9IDB19VUfTAUOni85oz8sYdER+zEJ6FQKFTb3FZffaSuqfl01elYd4/oSUTrI43Nbb2mAnoS0fpTp8982dMrhOiON9QeCYVCodrWwW8KBkni7MnDodCBY9WRjm4hhOjuitccDYVCoc/Pxr8IH6ppbI5Un27uTIje7pZIpKGp1XwjcG93S6S+PtLSrXamRPzk4eqz3KQDZIX0AAAAnCE9AAAAZ0gPAADAGdIDAABwhvQAAACcIT0AAABnSA/A8NRRtfvVkoXnLVtTUd2UzR8zB4AcID0Aw1N8r69w5Kh7NlfsD4Uq1j/ywNirCna3mH8DSQghxPE1D26LDHb1AHytkR6A4Sm+11c48rrCg/EOIYSoe+/uG68a5wuJ3p6O1ng0Go1Goy3tie7OqrWTrv/mOO+nsdZET3d7vCUajTbHWhOcpgCQS6QHYHjqmx5EbenkGy6a9UrjiYpFs26/acKkCT/77jXz/e//Z/3UUZd849LRMwpW79q9ZdbvbnNPuuOWse5/7qluNf++NwAMGNIDMDzZpYfxq49U79u6/h8lJY/OnjDy0ivHbDt+bnlNrPbZeTcZ89fFO3p2Lh07ZsqigxF+hBlArpAegOHJLj3kb6l+13/ntb+as2LT9uXj9fRworFqyT2jRnzn+z8dM+bqy799xS33V5zk734AyBXSAzA86emht/vEO+5fXn3b2kM7/jr2ursWVDYkjj1/h0wPG+668aLxq080hZfe++NJS7e0dvV2tcXjrR095r8tBgADhvQADE/xvb7CkT+c6Nv0aiDw6jPLC6e4F+//snPfuvuuu2H8ihdWFfzk2qt+MHrz4egHz07/1s/zN76xPfDMolET8zdu3lIy+9dzVuyMdAx1CwBcuEgPwPDUWffxf0t9561/rfJUrFeItmj1jg0+n8+3Zdeures2HKxvb60Jrnn2mbWlG6tq6/61udTn860t3VgVHerqA7igkR4AAIAzpAcAAOAM6QEAADhDegAAAM6QHgAAgDOkBwAA4AzpAQAAOEN6AAAAzpAeAACAM6QHAADgDOkBAAA4Q3oAAADOkB4AAIAzpAcAAOAM6QEAADhDegAAAM6QHgAAgDOkBwAA4AzpAQAAOEN6AAAAzpAeAACAM6QHAADgDOkBAAA4Q3oAAADOkB4AAIAzpAcAAOAM6QEAADhDegAAAM6QHgAAgDOkB+SKKwnTCkNYQ6mysrK4uFhWxuPxBINB9VQwGPR4PPIpt9tdVlbWnw2pHohEImphJBIZtJ7Rm1NUVGR6trKy0rqwP4WblmTdqH5WbJiwtmKY7P9Adth3kStfifRQWVlprWF5ebkQIhAIWJ/y+/1Zb0sVEggE1EJ9K6Y1+9MuW4ZhqG0VFxfbVm8ACzctybr84bCf9J+1FRdGu/C1xb6LXPlKHBzlqOb1euXDsrIyl8vldruFEPJ7s3pK5Yyst6WGUo/Hoxaqb+eD0FeptzIgrRvAAge8nKF1YbQCUNibkStpD5emFYLBoNvtdrlcRUVF4XBYfzbtyCQflpeXy++7cnhWBbrdbn0+QifPqCcrWZ9ikCcJZLDIjv4tXF9o/V6uP5RdYRiGela2MRwO224lHA6rAouLi9Vqrr5s66Y/a9ulQgi/369OKqjyk73cukTfqJraMAwj2Ukdl4XeFXqH6OuneOsz2SuCwaCr7+kZ2aVqfa/XKzdqGEYm81m2nW/7puufAmH5UDhqBZBTpAfkiu0olWwF0wyCPDImO85al5iOzkVFRdYpicrKyrR1lq8yRQQ1Z28YRrIxOxOyEJlC5ORIeXm5WmJtjnro9/td5ydN5P+TjViRSESfL5B1lhnIdgAzbVF/1tqlQgiv12u7PO3LrY2yvkG2jTKtIysge0+SfahOEbnsqLc+871CTySyWJVa1P6Quuapu9faIdZq6+elXNqlKtnt28DAIj0gV2yP49YV5P9NMwimr+OpX6seqi+LkUhEliCPqvJoa53pt5LHa9NgoKKMYRj9OUzLQuRlkrIyspLqwslkrVN1kDlDn/gwkYOraqmpV63FWqtneqh3qTg/psovu9mdH1IP9brZhjbbF1rXlD2j3he5smqybYdkslfoMcU2oMgOkWcprKdDUrciRf/oHaIeyq2YPixO921gYJEekCsuO9YV9P+rmQLTgJrhkVc/MWD6Cp72EB8Oh+U4pAYJEzmcqJHbtnWZEEJ4PB5ZGcMwZIG2zdG3rn/dTHH+Q7ba1I2q4dZidWm7VAkGg36/X30zTlZ46kalrkyKcvS4ILtFj1Ny5WQ7UuZ7hT55YZq2UFMGfr9fPwviqBXWJbYPVUOyawWQO6QH5Era4SHzscfpkVdkkF104XBYHpGTRYdkVcqCOD/7IOOInI9I2xxxfsxIceIhbUel7oRM6hAMBq1DVyabzrD8TComr2zVx3V9CM+kB2zrb6WimKvv8BwOh/U5BcMwMskQ/eyfrFsB5Aj7HHIl7UHNekDM8NxDJqf6Mz+kquhgmrAoKipSFw04LdOWerl+IkF+h07bHP3GzhRj1YCfezCtI792+/3+QCCQ3fmh1OVnUjG1XdmNpq/dtjtShj1gIuOd+tf0bCQSKS8vl88O4MxFJg/7uR8CA4JdELmS9hinr2CaoTf9uJD8vxzd1TUNqYcivUB5FjrZtLoccfXfYNBLUDPKphn0LOiVVFfs29bf2hy5vjxpkWKsGvDrHmzXkdMZpos9nY6Omb9Byd5cyTSuy4XqAsMUHZJ6o6JvyNPva9CXmC7+SMFp/6R46KgVQI6QHpAraY+q+gqmy8hNc+r6aCGHz7RDnfW6dNsb26w3Eaii1DkJfbv9v+dC326ycd30UF9ZdkWy+xtt62w7d26l34eZbGXT7Qb6qQ7r+qkbleE9F9aKCe0qQlffH+5UWzF1gnrXMtwrFHmuxRTXrPdcZJLPrK1I3T8pHjptBZALpAfkSoojqe0K6hZ229FLDfPyNwZSH2pNBRqGYT21IFln8fWikv12Qnb0kuVl/GoOIu1Q0f/fe7BuxUT9tIN+E6Z1NVm4YRher1e+EXLstK6f9j3S36AUP+Jpqpik/yiCdaPqGliPx2O6TSaTvUJRV6iYlpeVlalC9GdT9LC1Fan7J/VDR60AcoH0gGFBHhzVgb7/P82EC5j6WQvrJSCpExKAgcLHDMOCaW5C6udfpcIFSe0ettd/kB6AwcHHDMOF1+tVv8skb6Yf6hphOFJ3rtrO3ZAegMHBxwwAADhDegAAAM6QHgAAgDOkBwAA4AzpAQAAOEN6AAAAzpAeAACAM6QHAADgDOkBAAA4Q3oAAADOkB4AAIAzpAcAAOAM6QEAADhDegAAAM78H4uKlcZyVQQJAAAAAElFTkSuQmCC)
Besonders rassant wachsen Streaming Media, also Inhalte wie Video, Sprache und Telefonie.
Immerhin ist IT nur Mittel zum Zweck und soll den Unternehmensablauf verbessern oder unterstützen!
Die Kunst muss also sein, wie auch in unserer Menschheitsgeschichte sich zu spezialisieren und Knowhow einzukaufen.
Hier kommt nun die maxIT ins Spiel, denn wir sind Ihr kompetenter Ansprechpartner, wenn es um Lösungen für die Cloud geht. Wir wissen, wie man wie wir Ihre Cloudvision umsetzen, ohne bei der Uptime, Zuverlässigkeit und Sicherheit Kompromisse einzugehen.
Registrieren Sie sich gleich bei MaxIT für eine kostenlose Beratung von Ihrem Netzwerk in die Cloud und profitieren Sie von schnellen Lösungen.
Nicht weiter verwunderlich, da sich Dienste wie Youtube, Whatsapp, Facebook, Twitter und viele mehr sich zunehmender Beliebtheit erfreuen.
Besonders rassant wachsen Streaming Media, also Inhalte wie Video, Sprache und Telefonie.
Doch kann ein Unternehmen hier mithalten?
Am Beispiel von lokalen IT Infrastrukturen bedeuted, dass eine Anbindungsverbesserung an das Internet von allen 2 Jahren - ein Breitbandausbau der fast nicht in Ballungsräumen zu schaffen ist und erst recht nicht in ländlichen Industriegebieten.Immerhin ist IT nur Mittel zum Zweck und soll den Unternehmensablauf verbessern oder unterstützen!
Die Kunst muss also sein, wie auch in unserer Menschheitsgeschichte sich zu spezialisieren und Knowhow einzukaufen.
Hier kommt nun die maxIT ins Spiel, denn wir sind Ihr kompetenter Ansprechpartner, wenn es um Lösungen für die Cloud geht. Wir wissen, wie man wie wir Ihre Cloudvision umsetzen, ohne bei der Uptime, Zuverlässigkeit und Sicherheit Kompromisse einzugehen.
Das Beste dabei: Ihr Unternehmensnetzwerk führt die Cloud an!
Registrieren Sie sich gleich bei MaxIT für eine kostenlose Beratung von Ihrem Netzwerk in die Cloud und profitieren Sie von schnellen Lösungen.
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