MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01C70364.170F2570" Bei diesem Dokument handelt es sich um eine Webseite in einer Datei, die auch als Webarchivdatei bezeichnet wird. Wenn Sie diese Nachricht erhalten, unterstützt Ihr Browser oder Editor keine Webarchivdateien. Downloaden Sie einen Browser, der Webarchivdateien unterstützt, wie zum Beispiel Microsoft Internet Explorer. ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Grundwissen Mathematik

Diese Präsentation enthält Objekte, die Ihr Browser eventuell nicht ordnungsgemäß anzeigen kann. Diese Präsentation ist optimiert für neuere Versionen des Microsoft Internet Explorers.

Falls Sie trotzdem fortfahren möchten, klicken Sie hier.

 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/master03.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii"
Titelmasterformat durch Klicken bea= rbeiten
Textmasterformate durch Klicken bearbeiten
Zweite Ebene
Dritte Ebene
Vierte Ebene
Fünfte Ebene
‹Datum/Uhrzeit›
‹Fußzeile›<= /span>
‹Nr.›
------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/master03.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/preview.wmf Content-Transfer-Encoding: base64 Content-Type: image/x-wmf AQAJAAADzCkAAAEAoScAAAAABAAAAAMBCAAFAAAACwIAAAAABQAAAAwC0QLBAwkCAAD3AAADAgEA AAAAgAAAAACAAACAgAAAAACAAIAAgAAAgIAAwMDAAMDcwACmyvAABAQEAAgICAAMDAwAERERABYW FgAcHBwAIiIiACkpKQBVVVUATU1NAEJCQgA5OTkA/3yAAP9QUADWAJMAzOz/AO/WxgDn59YAramQ ADMAAABmAAAAmQAAAMwAAAAAMwAAMzMAAGYzAACZMwAAzDMAAP8zAAAAZgAAM2YAAGZmAACZZgAA zGYAAP9mAAAAmQAAM5kAAGaZAACZmQAAzJkAAP+ZAAAAzAAAM8wAAGbMAACZzAAAzMwAAP/MAABm /wAAmf8AAMz/AAAAADMAMwAzAGYAMwCZADMAzAAzAP8AMwAAMzMAMzMzAGYzMwCZMzMAzDMzAP8z MwAAZjMAM2YzAGZmMwCZZjMAzGYzAP9mMwAAmTMAM5kzAGaZMwCZmTMAzJkzAP+ZMwAAzDMAM8wz AGbMMwCZzDMAzMwzAP/MMwAz/zMAZv8zAJn/MwDM/zMA//8zAAAAZgAzAGYAZgBmAJkAZgDMAGYA /wBmAAAzZgAzM2YAZjNmAJkzZgDMM2YA/zNmAABmZgAzZmYAZmZmAJlmZgDMZmYAAJlmADOZZgBm mWYAmZlmAMyZZgD/mWYAAMxmADPMZgCZzGYAzMxmAP/MZgAA/2YAM/9mAJn/ZgDM/2YA/wDMAMwA /wAAmZkAmTOZAJkAmQDMAJkAAACZADMzmQBmAJkAzDOZAP8AmQAAZpkAM2aZAGYzmQCZZpkAzGaZ AP8zmQAzmZkAZpmZAJmZmQDMmZkA/5mZAADMmQAzzJkAZsxmAJnMmQDMzJkA/8yZAAD/mQAz/5kA ZsyZAJn/mQDM/5kA//+ZAAAAzAAzAJkAZgDMAJkAzADMAMwAADOZADMzzABmM8wAmTPMAMwzzAD/ M8wAAGbMADNmzABmZpkAmWbMAMxmzAD/ZpkAAJnMADOZzABmmcwAmZnMAMyZzAD/mcwAAMzMADPM zABmzMwAmczMAMzMzAD/zMwAAP/MADP/zABm/5kAmf/MAMz/zAD//8wAMwDMAGYA/wCZAP8AADPM ADMz/wBmM/8AmTP/AMwz/wD/M/8AAGb/ADNm/wBmZswAmWb/AMxm/wD/ZswAAJn/ADOZ/wBmmf8A mZn/AMyZ/wD/mf8AAMz/ADPM/wBmzP8Amcz/AMzM/wD/zP8AM///AGb/zACZ//8AzP//AP9mZgBm /2YA//9mAGZm/wD/Zv8AZv//AKUAIQBfX18Ad3d3AIaGhgCWlpYAy8vLALKysgDX19cA3d3dAOPj 4wDq6uoA8fHxAPj4+AD/+/AAoKCkAICAgAD/AAAAAP8AAP//AAAAAP8A/wD/AP///wAAAAAAAAAA AJADFQAEAAAANAIAAAQAAAAHAQMAoScAAEELIADMAHgAoAAAAAAA0ALAAwAAAAAoAAAAoAAAAHgA AAABAAgAAAAAAABLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgAAAgAAAAICAAIAAAACAAIAAgIAA AMDAwADA3MAA8MqmAAQEBAAICAgADAwMABEREQAWFhYAHBwcACIiIgApKSkAVVVVAE1NTQBCQkIA OTk5AIB8/wBQUP8AkwDWAP/szADG1u8A1ufnAJCprQAAADMAAABmAAAAmQAAAMwAADMAAAAzMwAA M2YAADOZAAAzzAAAM/8AAGYAAABmMwAAZmYAAGaZAABmzAAAZv8AAJkAAACZMwAAmWYAAJmZAACZ zAAAmf8AAMwAAADMMwAAzGYAAMyZAADMzAAAzP8AAP9mAAD/mQAA/8wAMwAAADMAMwAzAGYAMwCZ ADMAzAAzAP8AMzMAADMzMwAzM2YAMzOZADMzzAAzM/8AM2YAADNmMwAzZmYAM2aZADNmzAAzZv8A M5kAADOZMwAzmWYAM5mZADOZzAAzmf8AM8wAADPMMwAzzGYAM8yZADPMzAAzzP8AM/8zADP/ZgAz /5kAM//MADP//wBmAAAAZgAzAGYAZgBmAJkAZgDMAGYA/wBmMwAAZjMzAGYzZgBmM5kAZjPMAGYz /wBmZgAAZmYzAGZmZgBmZpkAZmbMAGaZAABmmTMAZplmAGaZmQBmmcwAZpn/AGbMAABmzDMAZsyZ AGbMzABmzP8AZv8AAGb/MwBm/5kAZv/MAMwA/wD/AMwAmZkAAJkzmQCZAJkAmQDMAJkAAACZMzMA mQBmAJkzzACZAP8AmWYAAJlmMwCZM2YAmWaZAJlmzACZM/8AmZkzAJmZZgCZmZkAmZnMAJmZ/wCZ zAAAmcwzAGbMZgCZzJkAmczMAJnM/wCZ/wAAmf8zAJnMZgCZ/5kAmf/MAJn//wDMAAAAmQAzAMwA ZgDMAJkAzADMAJkzAADMMzMAzDNmAMwzmQDMM8wAzDP/AMxmAADMZjMAmWZmAMxmmQDMZswAmWb/ AMyZAADMmTMAzJlmAMyZmQDMmcwAzJn/AMzMAADMzDMAzMxmAMzMmQDMzMwAzMz/AMz/AADM/zMA mf9mAMz/mQDM/8wAzP//AMwAMwD/AGYA/wCZAMwzAAD/MzMA/zNmAP8zmQD/M8wA/zP/AP9mAAD/ ZjMAzGZmAP9mmQD/ZswAzGb/AP+ZAAD/mTMA/5lmAP+ZmQD/mcwA/5n/AP/MAAD/zDMA/8xmAP/M mQD/zMwA/8z/AP//MwDM/2YA//+ZAP//zABmZv8AZv9mAGb//wD/ZmYA/2b/AP//ZgAhAKUAX19f AHd3dwCGhoYAlpaWAMvLywCysrIA19fXAN3d3QDj4+MA6urqAPHx8QD4+PgA8Pv/AKSgoACAgIAA AAD/AAD/AAAA//8A/wAAAP8A/wD//wAA////AP////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP////////////////////8A//// /////////////////////////////////////////////wD///////////////////////////// /////////////////////wD///////////////////////////////////8A//////////////// /////////////////////////////////wD/////////////////////AP////////////////// //////////////////////////////8A//////////////////////////////////////////// //////8A////////////////////////////////////AP////////////////////////////// //////////////////8A/////////////////////wD///////////////////////////////// ////////////////AP//////////////////////////////////////////////////AP////// /////////////////////////////wD///////////////////////////////////////////// ////AP////////////////////8A//////////////////////////////////////////////// /wD//////////////////////////////////////////////////wD///////////////////// //////////////8A/////////////////////////////////////////////////wD///////// ////////////AP////////////////////////////////////////////////8A//////////// //////////////////////////////////////8A//////////////////////////////////// AP////////////////////////////////////////////////8A/////////////////////wD/ //////////////8AAP////8AAAAAAAD/////////////////AP////////////////////////// ////////////////////////AP//AAAA//8A/wD/AAD/AP//AAD///8AAAD//wD///////////// //8A/////wAAAP//AAAA////////////////AP////////////////////8A//////////////// /wD/AAAAAP8AAP8A/////////////////wD///////////8g/yD/////ICAg//////////////// /////////wD//wAAAP///wAAAAAA/wAA/wAA/wD/AAD///8A////////////////AP//AP8AAAD/ /wAA/////////////////wD/////////////////////AP//////////////////AAAA/wD/AAD/ AP////////////////8A////////////IP8g/////yAg//////////////////////////8A//8A /wD///8A/wD/AP8AAP//AP8AAP8A////AP////////////////8A/wD/AP////8AAP////////// //////8A/////////////////////wD/////////////////AP//////AP//AP////////////// ////AP////////////8g/yD/////IP//////////////////////////AP///wD/////AP8A//// /////////////////wD/////////////////AAAAAP8A/////wAA////////////////AP////// //////////////8A/////////////////////////////////////////////////wD///////// ////IP8g//8gICD//////////////////////////wD///////////////////////////////// //8A/////////////////////////////////////////////////wD///////////////////// AP////////////////////////////////////////////////8A//////////////////////// //////////////////////////8A////////////////////////////////////AP////////// //////////////////////////////////////8A/////////////////////wD///////////// ////////////////////////////////////AP////////////////////////////////////// ////////////AP///////////////////////////////////wD///////////////////////// ////////////////////////AP////////////////////8A//////////////////////////// /////////////////////wD//////////////////////////////////////////////////wD/ //////////////////////////////////8A//////////////////////////////////////// /////////wD/////////////////////AP////////////////////////////////////////// //////8A//////////////////////////////////////////////////8A//////////////// ////////////////////AP////////////////////////////////////////////////8A//// /////////////////wD/////////////////////////////////////////////////AP////// ////////////////////////////////////////////AP////////////////////////////// /////wD/////////////////////////////////////////////////AP////////////////// //8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/////////////////////AP////////// //////////////////////////////////////8A//////////////////////////////////// //////////////8A////////////////////////////////////AP////////////////////// //////////////////////////8A/////////////////////wD///////////////////////// ////////////////////////AP////////////////////////////////////////////////// AP///////////////////////////////////wD///////////////////////////////////// ////////////AP////////////////////8A//////////////////////////////////////// /////////wD//////////////////////////////////////////////////wD///////////// //////////////////////8A/////////////////////////////////////////////////wD/ ////////////////////AP////////////////////////////////////////////////8A//// //////////////////////////////////////////////8A//////////////////////////// ////////AP////////////////////////////////////////////////8A//////////////// /////wD/////////////////////////////////////////////////AP////////////////// ////////////////////////////////AP///////////////////////////////////wD///// ////////////////////////////////////////////AP////////////////////8A//////// //////8AAAD///8AAAD//wAAAP///////////////wD//////////////////////////wAAAP// /////////////////wD///////////8gICAgIP8gICD///////////8A/////////////////wD/ /wAAAAAAAP//AAAA/////////////wD/////////////////////AP////////////////8AAAAA AP8A//8AAP////////////////8A//////////////////8AAAD///8AAP////////////////// //8A////////////ICAg/yD///8g////////////AP///////////wAAAP8AAP///wAA/wD//wAA //////////////8A/////////////////////wD//////////////wAA/wAA/wD/AP//AAD///// ////////////AP//////////////////AAD//////wD/////////////////////AP////////// /yD/IP//ICAg/////////////wD///////////8AAP8A/wD/AAD/AP8A//8AAP////////////// AP////////////////////8A//////////////8AAAD/////AP////8AAP///////////////wD/ ////////////////////////AAAA/////////////////////wD/////////////IP//IP8gICD/ //////////8A/////////////////wD//wAAAP8A/////wAA/////////////wD///////////// ////////AP////////////////////////////////////////////////8A//////////////// //////////////////////////////////8A////////////////////////////////////AP// //////////////////////////////////////////////8A/////////////////////wD///// ////////////////////////////////////////////AP////////////////////////////// ////////////////////AP///////////////////////////////////wD///////////////// ////////////////////////////////AP////////////////////8A//////////////////// /////////////////////////////wD///////////////////////////////////////////// /////wD///////////////////////////////////8A//////////////////////////////// /////////////////wD/////////////////////AP////////////////////////////////// //////////////8A//////////////////////////////////////////////////8A//////// ////////////////////////////AP////////////////////////////////////////////// //8A/////////////////////wD///////////////////////////////////////////////// AP//////////////////////////////////////////////////AP////////////////////// /////////////wD/////////////////////////////////////////////////AP////////// //////////8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/////////////////////AP// //////////////////////////////////////////////8A//////////////////////////// //////////////////////8A////////////////////////////////////AP////////////// //////////////////////////////////8A/////////////////////wD///////////////// ////////////////////////////////AP////////////////////////////////////////// ////////AP///////////////////////////////////wD///////////////////////////// ////////////////////AP////////////////////8A//////////////////////////////// /////////////////wD//////////////////////////////////////////////////wD///// //////////////////////////////8A//////////////////////////////////////////// /////wD/////////////////////AP////////////////////////////////////////////// //8A//////////////////////////////////////////////////8A//////////////////// ////////////////AP////////////////////////////////////////////////8A//////// /////////////wD/////////////////////////////////////////////////AP////////// ////////////////////////////////////////AP////////////////////////////////// /wD/////////////////////////////////////////////////AP////////////////////8A /////////////////////////////////////////////////wD///////////////////////// /////////////////////////wD///////////////////////////////////8A//////////8g IP8g/yAgIP//////ICD//yD///8gICD//////wD/////////////////////AP//////AAAA/wAA AP///wAAAP8AAAD/AAAA/////wAA//////8A/////////////////wD//wD//////wAAAAD///// //////////8A/////////wD/AP8AAP8A//8AAP///wAAAP//AP///////////yD/IP8g/yD/IP// //8g//8gIP//ICD///////8A/////////////////////wD//////wD/AP///wD///8A/wD/AP8A /wD/AP///wAA////////AP//////////////AAAA//8AAP////8A/wAA////////////////AP// /wD/////AAAAAAD/AAD/AAD/AP8AAP///wD/////////////IP8gIP8g/yD//////yAg/yD//yAg ////////AP////////////////////8A////////AAD/AP8A////AP8A/wD/AP8A/wD///8AAAD/ /////wD//////////////wD/AP///////////wD//////////////////wD///8A/////wD/AP8A /wAA//8A/wAA/wD///8A////////////IP//IP8g/yAgIP///yD//yD/////ICD//////wD///// ////////////////AP//////AAAA/wAAAP///wD/AP8A/wD/AP8A/////wAA//////8A//////// ////////AAD//wD//////wAA//////////////////8A//8AAAD///8A/wD///////////////// ////AP////////////////////////////////////////////////8A//////////////////// /wD/////////////////////AP///wD///8A////////AAD/////AP////////////////8A//8A //////8A/wD/////////////////AP///////////////////////////////////wD///////// ////////////////////////////////////////AP////////////////////8A//////////// /////////////////////////////////////wD///////////////////////////////////// /////////////wD///////////////////////////////////8A//////////////////////// /////////////////////////wD/////////////////////AP////////////////////////// //////////////////////8A//////////////////////////////////////////////////8A ////////////////////////////////////AP////////////////////////////////////// //////////8A/////////////////////wD///////////////////////////////////////// ////////AP//////////////////////////////////////////////////AP////////////// /////////////////////wD/////////////////////////////////////////////////AP// //////////////////8A/////////////////////////////////////////////////wD///// /////////////////////////////////////////////wD///////////////////////////// //////8A/////////////////////////////////////////////////wD///////////////// ////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/////////////////////wD///////// ////////////////////////////////////////AP////////////////////////////////// ////////////////AP///////////////////////////////////wD///////////////////// ////////////////////////////AP////////////////////8A//////////////////////// /////////////////////////wD///////////////////////////////////////////////// /wD///////////////////////////////////8A//////////////////////////////////// /////////////wD/////////////////////AP////////////////////////////////////// //////////8A//////////////////////////////////////////////////8A//////////// ////////////////////////AP////////////////////////////////////////////////8A /////////////////////wD/////////////////////////////////////////////////AP// ////////////////////////////////////////////////AP////////////////////////// /////////wD/////////////////////////////////////////////////AP////////////// //////8A/////////////////////////////////////////////////wD///////////////// /////////////////////////////////wD///////////////////////////////////8A//// /////////////////////////////////////////////wD/////////////////////AP////// ////IP8gICAgICAgICAgICD/ICAg//8gICD///////8A/////////////////////wD///////// //////////////////8A////////////////////////////////////AP////////////////// ////////////AP////////////////8A/////////////////////wD//////////yD/ICAgICAg ICAgIP8g/yD/IP//ICD/////////AP///////////////wD/////AP////8AAAAA//////////// ////AP//////AP////8AAAD/AAAAAP8AAP///////wD//wD/AAAA//////8A//8A//8AAAD//wAA AP8AAAD/////AAD/AP////////////////////8A////////////ICD/ICD//yD//yD/IP8g/yD/ /yAg/////////wD///////////////8A////AAD/////AP8AAP///////////////wD///////8A //////8A/wD/AAD/AAD///////8A//8A/wD/AP///wAAAP//AAD/AP8A////AP////8A////AAD/ /wD/////////////////////AP///////////yD/IP//IP//IP//IP///yD/////ICD///////8A ////////////////AP////////////8A//////////////////8A//////8A////////AP//AAAA AAAAAAD/////AP//AP8A/wD///8A/wD/AP8A/wAAAP////8A/wD/AP///wAAAP8A//////////// /////////wD/////////////////////////////////////////////////AP////////////// /wAA//8A//////8AAP//////////////////AP///////wD//////wD/////AP///////////wD/ AAD/AP8A/////wAA/wAAAP//AP///wAAAP8AAAD/////AAD/AP////////////////////8A//// /////////////////////////////////////////////wD/////////////////////AP////// AP8A/////////////////wD///////8A/////////////wD///////////8A//8A//8A//////// AP////////////////////////////8AAAD/////////////////////AP////////////////// //////////////////////////////8A//////////////////////////////////////////// //////8A////////////////////////////////////AP////////////////////////////// //////////////////8A/////////////////////wD///////////////////////////////// ////////////////AP//////////////////////////////////////////////////AP////// /////////////////////////////wD///////////////////////////////////////////// ////AP////////////////////8A//////////////////////////////////////////////// /wD//////////////////////////////////////////////////wD///////////////////// //////////////8A/////////////////////////////////////////////////wD///////// ////////////AP////////////////////////////////////////////////8A//////////// //////////////////////////////////////8A//////////////////////////////////// AP////////////////////////////////////////////////8A/////////////////////wAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP////////////////////8ABwcHBwcHBwcHBwcH BwcHAAcHBwcHBwcHBwcHBwcHBwcHBwcHBwAHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcH BwcHBwcHBwAHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcABwcHBwcHBwcHBwcHBwcHBwcHBwcH BwcHBwcHBwcHBwcHBwcHBwD/////////////////////AAcHBwcHBwcHBwcHBwcHBwAHBwcHBwcH BwcHBwcHBwcHBwcHBwcABwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcABwcH BwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHAAcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcH BwcHBwcA/////////////////////wAHBwcHBwcHBwcHAAAAAAcHAAAHBwcHAAcAAAAHBwAHBwcH BwcHAAcHBwcAAAAABwcHAAcHBwAAAAAAAAAAAAcHAAcHAAAHBwcHBwcHAAcHBwcHBwAAAAAHBwAA AAcHBwAHBwcHBwcHBwAHBwcHBwcHAAAAAAcHBwAHBwcAAAAHAAAAAAcHBwcHBwcHBwcHAP////// //////////////8ABwcHBwcHBwcAAAcABwAHAAcABwcABwAHAAcABwcABwcHBwcHBwAHBwcHBwAH BwcHAAAHAAcHAAAHAAAABwAHBwAHBwAHBwcHBwcHBwAHBwcHBwcHAAcHBwAABwcHAAcABwcHBwcH BwcABwcHBwcHBwcABwcHBwAABwAHBwAAAAAHBwAHAAcHBwcHBwcHBwD///////////////////// AAcHBwcHBwcHAAcHAAAABwAAAAcHAAcABwAAAAcHAAcHBwcHBwcABwcHBwcHAAcHBwAHAAAHAAcH AAcHAAAABwcABwcHAAcHBwcHBwcABwcHBwcHBwcABwcABwAHBwAHAAcHBwcHBwcHAAcHBwcHBwcH BwAHBwcABwAABwAHBwAHAAcHAAAHBwcHBwcHBwcA/////////////////////wAHBwcHBwcHBwAA BwcHAAcABwcHBwAAAAAHBwAHBwAHBwcHBwcHAAcHBwcHBwAHBwcABwcABwcAAAcAAAcHAAcAAAAH AAAABwcHBwcHAAcHBwcHBwcHAAcHBwAABwcAAAAABwcHBwcHBwAHBwcHBwcHBwcABwcHAAcHAAcH AAAHAAAHBwcABwcHBwcHBwcHAP////////////////////8ABwcHBwcHBwcABwAHBwcHBwcHBwcA BwAHBwcHBwcABwcHBwcHBwAHBwcHAAAAAAAHAAcHBwcHBwcHBwcHBwcHBwAHBwcHBwcHBwcHBwAH BwcHBwcAAAAAAAcHBwcHAAcABwcHBwcHBwcABwcHBwcHBwAAAAAABwAHBwcHBwcHBwcHBwcHBwcH BwcHBwcHBwD/////////////////////AAcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHAAcH BwcHBwcABwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcABwcHBwcHBwcHBwcH BwcHBwcHBwcHBwcHBwcHAAcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcA//// /////////////////wAHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHAAcHBwcH BwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHAAcHBwcHBwcHBwcHBwcHBwcHBwcHBwcH BwcHBwAHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHAP////////////////// //8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////////////wD///////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////8AAAAAAAAA/wAAAAAA/wD/AAD//wAAAP//AAAAAAAAAP////// AAAAAP8AAAAAAAD//wAAAAAAAAD/////AP///wD//wAA/wAA/wAAAAAAAAD///////////////// //////////////////////////////////////////////////////////////////////////// ////////////AAAAAAD/AP8AAP8A//8AAP8AAP8AAP///wD/AAAAAP///wD//wAA/wAA/wAAAP8A AP8A/wAAAP8AAP////8AAP8AAP8AAP8AAP8A/wAAAP8AAP////////////////////////////// /////////////////////////////////////////////////////////////////////////wD/ AP8A/wAA/wD//wD/AP//AAD//wD/////AAAA/wD///8A////AP8A//8A/wD/AAD//wAA/wD/AAD/ ////AAD/AAD//////wD/AAD//wD/AAAA//////////////////////////////////////////// ////////////////////////////////////////////////////////////AP////////////// /wD///////////////8A/////////wD/////AP//AP//////////AP////////////8A//////// /////wD///////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////////////ICAgICAgICAgICAgICAgICAgICAgIB8gICAfICAgHyAgIB8gICAfICAg HyAfIB8gHyAfIB8gHyAfIB8gHyAfIB8gHyAfIB8fHyAfHx8fHx8fHx8fHx8fHx8fHx8fHx4fHx8e Hx4fHh8eHx4fHgEeHx5tkm2Sc5JuknOSbpJzknOSkpJzkpKSkpKSkpKSkpKSkpKSkpKSknOSc5Ju knOSbSAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAfICAgHyAfIB8gHyAfIB8gHyAfIB8gHyAfIB8fHyAfHx8fHx8fHx8fHx8fHx8fHx8eHx8fHh8B Hx4fkpKSkpOSkpKZkpKSkpKSkpmSk5KZkpOSmZKTkrySmZKZkpmSmZKSkpOSkpKTkpIgICAgICAg IB8gICAfICAgHyAgIB8gICAfICAgHyAgIB8gHyAfIB8gHyAfIB8gHyAfIB8gHyAfIB8gHyAfIB8g Hx8fIB8fHx8fHx8fHx8fHx8fHx8fHx8fHh8fHx4fHh8eHx4fHh8eHx4fHh8eAR4fHm2SbZJtkm6S bpJzkm6SkpJzkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpJzknOSbXNKICAgICAg/yD///8gIP///yAg IP//IP8gIP///yD/IP////////8gICAgICAgIP8g////IP//IP//////IB8g/yAfIB8gHyAfIB8g Hx8fIB8fHx8fHx8fHx8fHx8fHx8fHx8fHx8eHx8fHh8eHwEfHh9zSm1tbm1zbXNtbnOSkpmSk5KZ kpmSvJKTkpmSmZK8kpmSmZKTkpOSkm1zbW5KSyAgICAg//8gICD/ICAgIP8g/yD//yD//yD//yAg /x////8f/yD/HyD//x8gH/8fIP///yD/IB//H///IB8gH///IB8fHyAfHx8fHx8fHx8fHx8fHx8f Hx8fHx4fHx8eHx4fHh8eHx4fHh8eHx4BHh8eQ0pDbW1zbXNtbW1zbpJzkm2Sc5KSknOSkpJzkpKZ kpKSkm2SbZKZvJm8km5KSkQgICAgIP8g////ICAg//8gIP//IP8g////ICD/IP///yD/ICD//yAg ICAgICD/ICD/IP8fIP8gH/8f/x8gH/8f/x8gHyAfIB8gHyAfIB8gHyAfHx8gHx8fHx8fHx8fHx8f Hx8fHx8fHh8fHx4fAR8eH21tbW1ubXNtbW1tQ21Dkm1tcpKSkm1zcpKSvJK8mLySkm1tbZKS//// //9zbUptICAgIB//ICAgIP8gHyAg/x8gICAfICAgHyAgIB8gICAfIB8gH/8fIB8gHyAfIP8g/yAf IB8gHyAfIB8gHyAf/x8fHyAfHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8eHx4fHh8eHx4fHh8eHx4f HgEeHx6RkpKSbZJtbURKREpESm2SbZJykktubpKRkpKSkbySvJKRbZJtksL/vMO8vG2SriAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIB8gICAfICAgHyAfIB8gHyAf IB8gHyAfIB8gHyAfIB8fHyAfHx8gHx8fHx8fHx8fHx8fHx8fHx8fHh8fHx4fHh8BHx4fu7W8tZKu kpJuREtES0RuS3Nukm6SkruSu5KSbW5tc25zbnNubpL///+8/7u1kbUgICAgICAgICAgICAgICAg ICAgICAgHyAgIB8gICAfICAgHyAgIB8gICAfIB8gHyAfIB8gHyAfIB8gHyAfIB8gHyAfIB8gHx8f IB8fHx8fHx8fHx8fHx8fHx8fHx8fHh8fHx4fHh8eHx4fHh8eAR4fHrW7kruSkpK7kW1DbUNtZm1t bW2RkbWRtZK1kZJukm6SbpJuc26Skry8vJK1kbWRICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgIB8gICAfIB8gHyAfIB8gHyAfIB8gHyAfIB8gHx8f IB8fHx8fHx8fHx8fHx8fHx8fHx4fHx8eHwEfHh+7u7y1vLu8tbu1tZG1kbWRu7W7tLu1tZG7tbW1 vLu8tbu1u7W8u7uSvLu8tbu0tQMAAAAAAA== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/pres.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0016.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Grundwissen Mathematik
VS Stamsried – Klasse 9
Berechne die fehlenden Angaben:
176 €
8 Monate
2400
49,50 €
= 3;
4 %
540 €
7 Monate4¼ %
¾ Jahr
7½ %
ZinsenZeitZinssatzKapital
186600 €
2107,29 €
11 %
825
------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0016_image001.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhFgIhAHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAFgIhAIZfAABe AAB/AAB+AAB9AAB8AAB7AAB6AAB5AAB4AAB3AAB2AAB1AAB0AABzAAByAABxAABwAABvAABuAABt AABsAABrAABqAABpAABoAABnAABmAABlAABkAABjAABiAABhAABgAACfAACeAACdAACcAACbAACa AACZAACYAACXAACWAACVAACUAACTAACSAACRAACQAACPAACOAACNAACMAACLAACKAACJAACIAACH AACGAACFAACEAACDAACCAACBAACAAAC/AAC+AAC9AAC8AAC7AAC6AAC5AAC4AAC3AAC2AAC1AAC0 AACzAACyAACxAACwAACvAACuAACtAACsAACrAACqAACpAACoAACnAACmAAClAACkAACjAACiAACh AACgAADMAADLAADKAADJAADIAADHAADGAADFAADEAADDAADCAADBAADAAAABAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMH/4BigoOEhWJjiImKi4lkjo+Q kY5llJWWl2aZmpuZZ56foGdoo6SjaaeoqWqrrGprr7CvbLO0bba3bW66u7pCvkJDwcJExMVERchF RstGR87PSNFISdTUStdKS9pLTN3eTeBNTuPjT09Q6FBR61FS7lJT8VNU9FRV91b5VldXWP5YWQJm 0aJli8EtXBIm7NLFi0MvX76AmQgmTBgRGEWMGEGiY8cSJUyINHHiBAoUKVKmUKFihUuXLFi0mNnC hYsXOF/AgBEjhoyfMmbMoEGUaI0aNmzcWHoDB44cUHPo0LGjalUePHpo7eHDx4+vP4AACUI2iAAB A9KmJUCggNsCBv/iGjhwAIFdBAkSKNi7d4HfBQwCM2jQwIFhBw8SP4DAGEKEx48lSJYwofIECpgp VNhcwYLnzxYuiL6AoTSGDKhTa1jNeoNr1xxiy+5Au7aH27g/6N69G4Tv375DCB9OPASA48iPB1jO PICh54MYSV8kqTqkS9gtcdpuJpT3UqVSiU/TilWsWLRq4bLFi9cvYMKCGSuWTBmzZ9CkVbOGbRs3 b92EIw45TpiTjjrsvAOPPPXYg48+/PwDkEAEHYSQQlww9BBEElFkUUYaceQRCSCNRJJJKKnE0ksw yUSTTTnpxJNPQAlVlFFIKcWUU1FJRZVVO2C1FVdegSVWWWahpdb/AGy9BZdcdN2Fl158KfAXYIIR dhhiijXmGGQRTEaZZZlpxhlon41Gmmmpqcbaaq/BJltstdmG22285QkccMX1mVxyzTEHHXTTFTqG dYhmpyh3nHgXCnikjKdKea6cJ0t6bKzHXnu9/BKffPMdkwwzzeB3hDTT7IdNNtsAGGA4BBZ4Tjrs tPOOPPPUc08V+uzTzz8CDVTQQRhm2NBDEVFU0UUZbTQiiSGNVNJJKq3UEosx0VTTTTnt1BNQQQ11 41FJMdXUU1FNBWSQWW3VFVhhjVXWWUsy2dZbcs1V1115VWnlX4INVthhii3WGJhhTmbZZZlx1hma oY1m2mltZvAm/5xxzklnnR3ciWeeve0ZXJ/E/YlcoMsN+pyh0yFqnaLZMbqJo6BAaoqkp1BaqaWY Zqopp5368ukQoYqKDKmmnqqfqv216qqAsRpIa4K3Mqjrg/lECCyFwxpUrIbIdjjRh82K6FGJ0qJY 7YrYujgTjN3OCK6N4+ZoLo/p/miVkO4W+dWR8yqpVpP4QrmvXf1WeWXAWhLc5cFgirlwmQ5DHLFo E1ds8cVxbqAxBxx37DHIIYtMcskmA4CycyoXwrJ0LlcHM3Yya0LzJzajgXPOlFp6aXqa5gL0e0MX XR/SpqK6XxKr+ucqE1ATKDU6tSqIa4O79qq1P8FWSCyGYDuUrP+HzGLk7IhoizRtiimx/VK2L3KL k7c0/kR3UeTquBTeUKkLJN9aeZeR5EUWei2JcG7JV5T4RSW+LC5LAzNMwbyEMMmRqWFngpiaMlex i2mgc58Lncc8QDrdiGxkpzNO6lbXOte9jjqxi8TsMFG77txOFDbbHXl657ueBQ9obiDep4w3qvsk b2nVaJ7TABQ9ckwPQeuwntXokT0I/Yp7XLPQ144lPrEtC0TnO1u01Kc2FV3rfW7bVozoNzdx4c9u O0JX//R2lXYF0G/xQpIBB3evBBpOSolzIMAguKUJQg4yFqwM5TKIpg2yqYOcy5jGRDi6Ep4QBCkU TupUh7IWEuL/hTCM4SNmqJ0a3hCHkNKhzny3Bh/+bHieGmKojmdE/CiPaddw3tNgJb1ZUY9q7rje 1XhlRQl1r2sXUkj4OKQsspnPbB8Z44moZUYWrQB+b5OfjL5VIzfiqFxx7JH/9mZHIsELcAUU3Fr6 +KS4LBBxDezLIAPTOAk+jjEVVNgFMVM5DUrskW3yIAgnybERlvADl8ykCk3GQk8KApSKEOV1SEmJ GtrwdrlTJQ95hqkfwlJospwPLZeRtFsmsWnaeF4Ty+FLKNoqmFN0EDGzdsUJBcR7XgMfF5lJPjBC E1omWt/aztgibcFtfnLr5o1okL+7ydFH6wKgOQeoR3Xay0kK/zzclPz1QHpGkEuJoWDk9KlIDG7G co4sjeYEKsk5UfJOB01oJjfZUIdCtBESnQRFy2DRU2Z0d6vsYUdfySkhxoeIR6tlfqKxPCWmdJfg iFpLq1e1eGAPa74yZha/p8ydjm9s5QvRs9I3TfZZy5rYVGPcuGk/bzIVjvt76jjrOCQB/o2ASaoX AtupL0DG819+YdxXDYnPsUpmcmZ9WCP/qVZIvmmgbi1oJUkn1xTStZMOPcRdD5VXMuyVr6a84V9x FliOAo+w7THsMGZZRJIekbG4ZNVjmchLJ04WmAuy7DC1V9NjalGnG/rsF8s2WmkKtZptM6o22ajU uoEztuKkI/+7aotHdOb2gOzMqm+5Ok+BFfKeX0IkWRnGT0aCJq0UC2gkXxNC6cLVkidU6HUDlV3t 3rW73t1rX8WbQ8Bu9DyuXA8Q1Qsqkba3VLZEIn9yucRv1JelB6IsTPVLRcxuz6bC+m9nA+xFZ4oW fQYuY/uIes00HnWb9QvXUpsazrxFtZy2zWPgdJvhPzKQw8ElpOPCesjIjHiRZ/Un5gDqpue2dTYu zg2MTTfXFWLXrtvF8Xd3jNEek/fH6BmskD8Kn8OyN7HuTTJ8T8rk+To5sr2MMn6FWeWZZnZrN0Xm FrnczNCGMZpBFfNpExy/NSa1tWuG7bki/GYKnxO3e1wnVu3/DE88Y8mrH+ZzcUV83H2aKdDLHXRz VWxoFhO0TgZd9J5k7GgaZ3e73M3rpMNb6VT6uDysDDIuhhxLTxsZ1EhebKpILd//0BfV9lV1FCub q1bzV7Ox1vJCPNtlW/+UtAceM2rNvOBfq9nB+hu2m/8H5woj26q71fCdFdfheoLVYNP2c7XLWmJs n5i5KS50aw69MXBPF2TVPd2Mm1NjdEtax+ym2XglVV4ga3renC7ep+0Tan03FqX+PvWAAj61gU+5 4DI9OKyzzNmF07qnBAZzrqkpcV5n09esvfgbH6zxORa7b8euKp2X7U6tBlKeeYb2nlEeYpWPieXX Vu7LtR1z/9Sw1dvRtfmLqRvjRjP00Z70eXfXXTu/WpromIaFvG9Bb5Da2xgjzbczTLrkfqv0ybIS +Evzi/Uq0hThXM/plsNWa58WeOymdV9Re73aNN/vmxnnH1Q5bmyqzhnDdO/tyAWZdw/vXazU/juJ A49WmK91xXJKvJ0Wj/PGW7fcPD93pCcP9Mrz2N2Xhrdgz7vpwtZ7vfdmuuiVNurS6/LfU4dy1VfP 6qwXc+s4lUxeR3tg90y3lzZkt2topGBo53uuxWYQtnHkVHy3JXfIVzh1t2Ek13wmR1x9lzArN339 lG1rsm0yhzGIh2iKp2iMx2jf93jmBmk3Rn4URWlCd3njUf90mcZ+SOd+ngd/oHdkJaVkzAN1pwdw +vdLVsd6l+VqV+ZfXWcsXwdatid2CJh7ZJZaZ8ZgwIZxTkVsxAd3xpdOc4eBytdsG/hszmdP0vaB iSSCJpYm1udcM5eCNbd9LNh9Lqhz4Cco4jeD6lZ+MmN56Id56mde6tF+6fV+RRaE+DaE9VeEpRZ1 r4KEqbd/UkRl/vd6AChrAEaAVBh2YoR7QzVxDNh7bRRsbCd8szVhYliBx8dHyfdOW5WGwhVtfJdP IQhogieHhHd93ZZ9KoiHH9OC4+Z4f1JXkTd+gViDQecoQ5eDmfc7idiDi/iDjUgfQvhe+2Z/TVaJ +XeJSsj/fzHleq+GRQkXhcskYF52a0B1haVodqqFVGn3e6+1irIlYVIVZxaWbFdlhrR4d8Clhh0I YroofbxYfb9IhygojHdIG+FmjHyCjIACeS0kec1ISjYIjTgoHjqoeUfHeUkXUo4of5DYjZJoepAV jk8kZUy4X/+HjrEngFIIigNmgFZIRgmoe2V2ivTogKoYfPn4dncUd7GobABpd7/VVWt4ctDnd8jV cr3oGSgGjHXokKCTaMWoh8f4gsloka2DkRJFeYN4fuChUYdodDwokj7YaUCojY/IjU83iUfIkve1 hP1njk+4WbI3gF1Ue6KIa/CIYAvIez+Zil7YZm4XhkU5/4YXJotJqYHMR5DDZZDGhZDJpZAlWHib E4ye823ESELiNpFeWZExuIyAOJaCyCiEeJbv1grxFpKb0pZKF3/II2oo6ViUCD2o15KrVo5W1l98 SZPr2HBVOIqDWXaFeXao2GBrJ5RgOIGvKGdkeIF+lIHLh3eUiYtPCYKYKZWayUHcdpWfqX0QeXN6 4n18CIPhJ4MQ9XPOaH7t5prpB5vrV41seY1umY3EEHonOZcqiX+SpXqZ2HrBCXsBOGs22Y4PF2Y7 mYUU14CI+ZxfKIG0NZ39CHJ1hp1oOJm3+Hx95p1RSX2CtplW2ZDlOYznyX3puYcks3N+6J6gBJ8a +Yzf0f+Rk5KWO4ifs6mftVmSt+l08XV/UjegmEhwTah1Mpmgn/iXBfhlyKmTWGiKholmEwp8FbqY 0tmYsFidkHmdZ1iLHqpnbJiLlzmiIzh4JsqQH0RzWbmCW9miXbmeX3maF8mMqhmfZTmf4fGa5nGf s+BRtEmScGmScjmk38ibluibeAmcTiic6diXNemkoYiTUVpa8bic82ilzomlijl8WzpVXfqYSAmm AbmUJVeZbXiQaBqHVDmH44miLQanoimRv0Fu7BmjqPmeNFij8nmDhSiNOgqSa9mj7sGIRLN0QTp6 RKibdWmk41igSRqTWMaks0epNwmlgimlmbp7zHmYnXr/j9Bpoa7IpdRJqv9oqkrpbB9apt35hglZ ouJ5gm1qh28amnGlni/ahynzh7yakTO0kTcarB45ja0km8IzqJ9XqMtKf7lphCsJrS4lrTDJiUvq idfKU5Wqre/IrYTprZvKhWrnqRGopRdqrhlahuoqmdrZrk4ZovCamfJKaIaHfSn6kKLDoryRc/ua q/0qoy9EowFro4+Co6jwkdQYqOh1rNiYrLapWMwaic4asal2pFc3rRZbrRjrlxqbre4IcbrGk1pY cfX4gMLGivrYcUbppaXKW6fKrmT6siknotaWpr64prFar1j5Vnkop6RJp6bZnrs6o706tL/KkQSb o/aJ/4hKq4hMu59OC6RQ67AASqTgKLEumZcH2okKN6ldy6AH6LHKCbJbaHH2CIFtB6onK6rn6o8h x2xi2rJx64GsWreuejl4S6/QpaI527c7q69+wq+sA7SvI7SzI7BFm7hHa7CbZ6y7QGSRy7CTS3op abmKapcEiqQVe45a27nFCZiWuq2Y+rE9WaUie7pnO5SMybopa51uu662OLuWGX2t6nJ3O68165mz iq+jeasUeTJgqTJiKUpkyZpm2af1+aeM6zOO+7zIiliGipuVm6grJY4Tq70GR61QKKnf+6Rf66BT Ko+lW7ZBmaWqW67s+3Eq+74sO5AuS7tnarv2+6oLmcm3u4uzEcmVf9uzdSq4d5qaBLya3NGaCGyI i6uWPJqwPkqo/bmNEoyopna5VRutGLyJ3LvBxMlw4MuxYPugVPqtnNqFFPqprbiPHmeBX8rC2enC 8ruqMQx4dkvDuZu/5Lm/K+q7pTOnPBy4uvrD/5qnvrqnwEqfRqzASNy41vi4Pyq9TRe1D0uXVEt1 VHy127uXkZrFU+i1DUqK5Du2EhquqIu2RJnCaNy2Itehsqt37gqzfyazJIi/nVnHoHnHcfq7Lhq8 PhsAgQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0016_image002.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcG BwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwM DAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wgARCACkAwIDASIA AhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAAAwACBAUBBgcI/8QAGgEAAwEBAQEAAAAAAAAAAAAA AAECAwQFBv/aAAwDAQACEAMQAAAB6y0o/ofAlSYBMOiUITk2BLishFkzMdgTmk5unLBhmg1VjB2x ro82L28QBnZrAGHY0FkjBUVswIAc/OkZJgiMlHnLTBRumpmYzc9cBKtcQNkKoj4PikJGInFUpqoG C4ASImnSI+cOmXDdljJkc+uJpgZXJ1qVGJjpZyYBsdDRTDCBU3UTq56p8s2mUZWbMtY0iDhq5l0h Mdrp1M+atmVwAuI1bz9ONN5/715duIXS59UdHbWHtOrzQ9MyErw3N5Hqo1xY0Qw9vJHa9vXyNWVR vIjj4OphB5mjuCTLRFHmKkmh8m5ey86N5g69G27ie3p4Y0YzdsqHgXpTlXPvzaLudXlrq6u5gtZH s9UyA64eVUHwXTMh7GkHaytYuguJ3N5NT1C14eIfoi48xw0/Va8q3emfo7HPOj9PMN2VcJEPGkNs w81WYuYDUNpma5sI1wFIzX89NmJoMfh7Okt5iLm6epl5IPHo7PniR877NG4fjLftreK5DtD+KtF2 9/DHVPbgcbJcdfJx0uufXscd6b1cOv8ANvWHUsNfJPsAucqbCnZk4Drvp/UbjlQaqV28+RzB9OES LcwNsq9hG9fGJpG0mJyZvA3i87twsYB5QkiyZHz7n3jV8ja8O3knS5Wl1hK6XptGtemD1bh2Otjp hc/P/UDyV2WrCZPnbSJ808rDxbpYJE1KMw6DHAQT5Dbfr4qeu6RtnqeRxuL1zTMdtGPsRebs3Gw5 9N7uDdFSW3v/AD0ydUrTK5fS4m7iDDVzjBHa5YbI4lxdmy0IDeF78pVAuTs2F+vuuL9RoFRbABca ZQMRcokOBHCY2NKaY5tenZv1+RN3ETWdfH7f7lxntPqeEIMgNISeNGWFBIPn/QeWI6FznrBmeUrT u3A/R4ytAzs5Wie3owZh2Klqyg3IIxed3FUGjT259fSRo/VcN5ewd3rnQLmVw/rvPFGw67s/O4rU WbBTeZ741sDsjW37BWohGuHS6clq9OoJasVwZZzS2TndT0x03Ydl0X0vJ6LX8I0vo5O79y8X+0Zf Ouj+Mt+R13n209H5e7zxJ2blPifSbg/VZPN2b1a88k+v43QFqlx7ngWbgv7eAyHgrcNA3615NvNP R77d5PMe7R9j1zgxN72WXV879B6xjpyPrBNwZ59J1BOdV13beQTW27Dy+1FvdDVVwtk33j/aB8y8 v+kuI6z7R7bx7sOGuAZ19VcDcwEwwJI1Rs1UFxgkYIvm3vfnfqwM2Ou/kkErjDczLLjKag4O+0z5 HsRbqm2t5z6DGxNUdTuvMo6N4rJ+l8p0amp7nXOJtnJuuSq7mXcOXbY65T77XrqlbFV70seGwbdu uOuC2hgul8C9WedVpUyrg1xJ9Fco7xL0zzR6q8/tVuudFrEM9peTvWirypvun7DplLv9S3iai6Pv bI14xbalctbZUdE5Ii7uabrrVLL1/HVlsONXgh2vovELjDToGpcI37WbTe+T2Wb3224rKi/S+t6Z xUPUuyeL+7w94z5UyA9Ft4tRWmloHEj1IXHqbxh6ciha/oOj9GXv/cdA6hzdBK21q2EyZqBOIkBp 7+gC+pLbVpegeRfS/l+bmDdr1GxzR10VZ2PP3aPpC5qtctOxNPy9FN02r2TSXWtlNvLSKyy6lHRw OT3AKw5TuPRD51wzo+YlzJ1jpdmRxym7hr1nMNk3TR56OfWffpZh5rJ6SaLnXMvSWFXnY3oM9Lk/ QL3AtL5P6DZS4IL0C4OG+kKZ0vUVuQ7jSNvkFFpod3fGnnyx7llml84744fGN/2pym1uNfhZs0OO bTnsIMAk9dLZt2ZzJrNqtdY5Vb7FdZaanpHX5jXENx2yh1y1HV+nQZrkBN6ZU0MbZzC5lSdngXPF uj7JVRPIabpmr7L0b3HyZ6G59ut1lIDPbcM18lozcZAGr3/LxdM0q+1eK4Bz7YtX5dplVNqsmV0O x57o5N4NqtVogt+e9Sgepnz6NuNZNtbqNfW/ds6G3Ti6zW6TbyWRYt1ldYG9LU61M2QTKCo2GLne qRriiGK6vY9G07Tz7cnnbtzmpbIAS1JeFUj5jPQdg8Jtc8qbMuQnuEgLkOWytZkHZa0HJYacssai KSMCPr5VkokcgiDzlEauu1Lqc2bk4krOAdkYAlYiSWstyJNrWOBqe0eVhITmYAFNeMl6lX73jB6A fZ6TnqPGjVGZtw9UJiysHlNgJJs6ocX4Aoo+yMzNaWxprpIpOfpeesgbCprn8bppZfNpnQHZVzwf SMy+bxuotT5PSdxQaJsdu7SINXs2GuYrqAw5qTojg1m/kqjAsDqTFjkalmhyBnyFAZDcjJhvTw9y l4aRzQ05Ax6w05mUDc5xQ5NaDhvEDoxyWmSoTamwcPEsyZlNJscJccRBDLnKb8jynmEKeJjhOTwz Kow3IwIzAgIPAGGzHfJIzHSJAxYkiUuzvh85r+qrCuPY6pWYXzp2013PVNnAMm9RlnXXRtX1HJkj MIOeFIklPjvlma10tzm5Aia0CqPkJLB5DORNCQ0WWPYxoFYMbJOYpWpSGVprnZBuJGZYcvQGLCyE 51c5Oc2E5qWoyCRmHkJeYTmSMRUwyisCW6E+pnZhkpAnRgMngLIlx5Gcptc/Ejc5wNVyK5I8gVTR EGCSZSzlmEEHkTMBeIGuY5BHMyjLUk3JuEPw1onuGhvTMIJAfqFTtK0taLbcYCmQgkOSSHJkk5Ae KIsJDnDwD3NQJqyD8DcBGNaBcCMzI8jBucjYVR5osninaO8TVUvIWiPkLxmwAoEQcg/DEDstQOY0 zGvTRMT2jTGvE14nUjEE2g7hZQd0WQhyBgJbWjAla6A1m5bhDhtGrLgTmEE1EkHGyOQwQxEDmIgp IZAl5i5A7DREzZBJbGFzJMvyMH5FkHsSEk9UVjUtJEZJKWxKHJalFyoySH5STHKSaAZIAvSHgaSB yEmglSHEAkE8qVKwAlUyQJS5MZIcgKSMS0gY9JghpBPhJBKgpUTYySJI0hEjJAUaVS6alYEqUtMS A8dICw0hVUpJqaks9CxkmEjpIcxKg1ck5dLSCPBSkFMSpQcJQ5gEm8S0kwESBoEhSYaQKQkigSRX /8QAMxAAAQQBAwMEAQMEAgIDAQAAAQACAwQFBhESBxMhEBQVIjEWIzIXIDNBCCQlJjQ2QkP/2gAI AQEAAQUCIQCj8oDZOKKd6cd02uSoYAEIwgNk8qweSdCFKziSEQiiFsitlxRHoE387Jo9CPLBsmFO epG7rguK2Wy2XFbLZbIeEVstvITSt1KPLD5aN0I/LWeGhMao2rgEY1JXD1LTZtJX2XZCbX5IVUIe Ja/ZNm2TJ02Zd1c13V3UZAU9y1vqVkFWph8h04OJz1bMQCRByd5T2qRgTShLsvcJ9lS2t1am5I+u yKa/ZdxclyRQao4EI9k1u3oXJxUhT3qTyiEUVstlstkWotWyAQC2/sC5Inf12XFFq2XFCPddtcEW rZbLZBclzW+64Jh2THerZuKbZCE+6MnjuKU7pzeQ7CjZxQ2Tk9ux32TH+BPsvcIWV7hPn2XuFqvV /tVjKPZlhh2r6k6R17k7s3d0xYrXGWYjKnTKSRGTwZl31PP4Mic7kj6lEIIIBbLj6ByadmaU6kw5 2w+RGVGVPfunFZlth9GfWechP6tzchfqjN8XalzXBmoc44/qbNsH6zzbWN11ndj1EzMYb1MyoTOp +STep+RTeqd9R9VrKb1Yeo+rDFH1UqFR9TMY5Ra9xEog1NjbCZZhmC2W393FcVstlt6hD0D9l3V3 V3F3UyxshZXuQjLunSr3bQvetXvGr3AKH2XYKcxzCSg5clzRctV6j+Lip/eXBdMs/mXws7cSvY+D KVc10xt4GTH6mZalLt05PJQaXmSJzU5H+0o+gW/r+U57YmajzsmfrU9NMx3UHD5ubG2CN05oALUY 0W7LqTIzJ5qrAGZJ9LhjLUPPF1qvGzLS2YK7/h6eOncbGNsdyGnMzF0cTZdD8VY9xQx8jTXx0xxd /F8crBRjdg6GLhsTWcbD7S3h2QtfgY+yMA92SqPvRxnP5zGHReVy+ZPqyPkvbFdl27ahK9qAJo+D iEfQKL/JJnI6NY6vJD9V2ijqTIORzWRcjfvvTpbT05krkzEOlq/GRlfEwL4muhiK+5xUC+NgC+Pi Xs2hBjmreXbv22IZK+0fqjIsmxGi9UaljxHQ/HVHY/C1MPHud/TZbbLU+i6GrIcphMrol9O9FkYn Bfhb7ieNEeh9Sj/YCv8AZIY3UeRfm7WFofqrI9QbdjG53Lzx6mp6e1PNhxHbjnbFYZOshkocZU1N rCxm7RbyIauJQag1ALZbBcQU2JiZExNjYmwRpreKG67KjL2CWH3LJa8Dn+1jsQ/FtZkYNNxxVcji W2XYrJQOwm3oAmO4Js/jmCmzbJ04Uzw702QhVq5Dj4LurJLphqtjd/JBhJEbl2XLtlcdlsFwbz7s O3uIAvcV+TrtbY3a69zAV7mFc4ySwFNj8GEq5J7Kt0CqRy6Md+Xem3n0kf2onzdinZ6jQ1J8ZkWZ mtqXpfHYkdk5sZa5rubIybh35P8AYUf7B6agzLr9rUT/ANO6b0VYqR6e1hjRksHpK2ZW4yrBm6dP KHRuam1LXxzs/qmTUlvZbIIDyEwfZv8AB3hoPgBNCYmlAIBA7CvytmLCTymppRhVPTT3LK6La02c PbpKKZk447rioLstdQZhr0yQPG63XNclv6t8L2NrKC/XtxZD3Myf7hkBsSFMEk8xi4P9q1xqaebZ pjHsQx43g073cWce4I4yTlDgHzzfFSCKTEPYyrp51i3c006K23AOmYMCXxXNMOrJ2KmY+88MPQEh 3Tsp4R9HNJO+5s/42z/vaowkWU1bWlbYYVqHC1s1j3DgiUT/AG7olErkuSDlyWocz2W4Ku+nJhYW 5rVtfFup3Y8iy5iMAZKOoYbNhmc1PPHeydmLzHCHERNcuy0lrGlDjuNuWzY3MDWpvlwIK+u0bhuy RqY9qoObkLUOAmkVLSsTFWwRlbkNR4bT7cl1eYyF+QsUtBac6yxWqsVXG6lizuiO46zgrVQssiQ7 +kcxidBliFHZZMN1ut/QNW2y0UN9Q9XMNA2ycTWqXbuLrHpbdtxY5mm/YHUVvHw/qdlYMraJhZa0 RDuK1aUy43TkXPp9W5dvEc79fRzTLNB5yVCUz2NGcpdS61l9vqK0728s/CGbWVWOCN7I2i8+J8X/ AB8AHTXZORCc37ShpQc4rnvG6Ml8cbf1GGBqIV/xTk9PyuJXYPA+Fut0ZUXp8/GV+pGMtw2BOzUO f+EqYXF8GaktfAYzSld+mI7L21sjkIY7me1e34PWmoqBjry4GxLdp6PtWX5TEmvfi0FNPH/TmYo9 OpmKvo2aaQaBkcP6fyodPpU3QEoX9Pptv6fWAm6Bs7M0PaYq+kJ3Oweg69e1fyNDTsOT6mTmJlnU upcrHpPJNgu6avfC6qaY+nUVOd+kdPxTQuwfU61WVe1i9VM6lVxp50GebEwalrKPUFSRMysBTb7C oMtI1QZBs6DlyXJc1oQ8tR6z0Vc1OX9IMjNYv9PrX6Gi0s/UmQyOiZsJkY9JW2Zp3TDJyDE6Jt4v TP8AS6/xZ0rvxx1NH26ulT0vyW1XpnlKYzlW109pfqu33maqsQu0/ryTF5jNa2kymSdqd8jnao5v zAs6ho6g9/jpLWl7Ii6G1zR6d8gVZLxDhcrYyeLeHSJwZEBu9PILOzzafOpCppeCyuR4Y33bXNFy NG5GF8lE4+53XdReAu41d+/K5os8oorTn18UmW5aEOYu28o7H5bJWaWp52/OZavkxjfmbToMFZu5 K71Gyjs7jsZnp7eHwE7c3Hq1tzHZbKWZ4Y6+Wm9ngM3evZakZq8Orqz6uIp23uWAyE9y3p/J2LeV 09fsT5vrUybHYejl7RxOFzFuxh9O5Wzdb09s2MvqjRmOFDWf/JOBsWnMs3bRvSv/AO21pH+11Q7/ AMXrZvb6daQtWKuhsBlZ7Vx2btNs4Gt7/XfWu+/TZoX+/pGPXDDVbqesbWDdU1LHB8Y+H2GIkfR0 xVstp1RSh5LkuS6fn/2LJ9Q6ulCeuGLC1n1Ojz2No6vqUVLqinrSlQ1RTs4XGdYa9ShT19Vvaaj6 zY2aKLq5Qlhj1tVk05B1exdlsnVzFxx9R9UzZvUguW3p+Rsh0WQsBNyU4BykrEzKz9zQuqPj9LZL Ox37MtuIrp6QdG14GySsiETMW3jjpnucOIjW3Nw/dkkiKYSdTFXD3H6lyj4MZduyQTGGxjIPmP22 WnSubd2f+orkT49T2LCGr9gY6kbjlK7IRfbJJTf3BkJjYyFZgjFezHVVPu0pH9WvctZJEVUyz/js TgWZBafDI59G1/Z53qiw28hawvuWae0+IzUhioXcNiZIndR2b6UxuGcVpHTvtremdLtq5vSelXxa j/5A1Daw+O0oGYbDaXiq4LTGnYalfovp9tbWmHgb+uv+Q9M39P5LTZk05ojAfFZmHSLxSzGnJL1T XTDL0/wmKsQaIwsUtVwgLrOkIZHa/wCvONfloIcP7LpF+mZzi5dPT/PdGtPmLF0KdhsBx1kXMJj+ xoX5CQk2ZSnTSyJ/uGt6Xv7ep+otn/yNzJyxSZJ7ZdOx1TLY0XOf1hjH7Z/3EeTxGEuwDpxlrrMR g4M+6LTlK1H/AEYwl2vJiHy1K+nGRx3sRFT7NUVI7F6pi4xJSZFbksSRWoKTati51XzdXT7nanqR Ke20Q9GNn9Omxsa8lU2NlxqLd3vZ3GPaHtJTD/7I4+MlP2JtSXvcQ3o+cmr608U9PEltehSdJWl3 e+dxhkr23B3ukL/bdZnAcy2S7Dyux9WrkYbjG5HsYHLZUy4rJZePLVPZMlkgo/8AQx2Hmc/N4+7d NTTtrT+QxsbsNldYZD52zLXBhxsfsRUxojyMlV0M2ssw3Uen8ZgvYxY3Ce0kw+mfjMngtNfFZnqj nTrujU0z7fHUtNur08XpV1FvTrEHR2dxufo4/WHV3VuJ1jjbtOjYx2Cq0sXkI6VQVbNetYg1Hr/F ZLTOPxJdp/BYI4qdunj3sIyLGal6qamq6hT9YNl0U7EPnpjDSnIaDyLtH4aHE2q0fGw6bGaolh0v T6e1r9s9HYmxQ9PwKJ6fyuGN6b245spofNR1ZcNchr4zET5as7SGQ9pW0xl8fJR03kmstaetV5bd N8mNymLdOq2nGNow/wDWwUGI7VTUlOKhhcRLWrYvuQz0sbTYLmAvi1JoTFwszl/GQQacq4yGja6j AZvL3YI2xWY4XDROo7WF0lpHIz5KgT4xb+5jB6uTnbLv76hbNyWpdpYM1bfNI0iRTfYOeA6V/Ecl M0vsiuN+y1R6WyE7naVu3nae00cNknaWlEVXStLGk4KjljgHV8plo8XjqjJZ6PHB2oqUUtyG1Bhr 7Di9a2hk68eXZNjK+VrygOaVdpR3Yy93et34ruCxdubTqitxTwN247sX1R29B4TUApK7Jm/D1iPh awXwlcL4euhjIF7CEIwt27AXZj3DBt2Au01FgXAIMXFcAuATMldZcjzGfgnjzOcix8OpdRGOTUec p1X64y0VTJdRbcecZ1JxdF8/VjB4XIUep+CykmD6g4uq3IdRcXn7EGpOzZy18GGzqbGvbLq6rKjq Dui6flVb05HYjZgmxR4XAQ4uClhKmNWKwtTETW8FFIzK6fq34cvjLF61b07berGl7Ma0xbdA3R+r KQxsms8b2sFqaicLDlK8oFuMrvNci4K0/wCtKxy1TXlBn1DCXRaib7C1C7zNOziwclLLyUQAH0KD Y9v2ld1BPM2f3bZrcVjl2L746EdpjcnbczE46D22IxOblrSXrZfWlq13NONgJ+Ejc04GMJ2BjLY9 MQ8YsVBWUlutVlyGfrPjOf5ivqGT41mbfWbX1pcmdRZJZjjZ228UQgm+nlblciua7y+RhBZcZMvs V201u3pt/dy3QQCKdVbv3uBBQK3QcjxcuxEE3GVRF+l8YHvwFSS9Ngq088ePhhIa1i5Bclv/AGSH iuGwIQWyK5rmp4I5Wy4yAqXGugUk/YTchEUy4xe+3Ve935GyzBSG44WMHYsT/CStBxMzU7GytRpO bZMOxe1wX4G6kzJ5Tajm3n1JcjM+q7V+tLqIS162cMl+rrKYx5HVAtSRaz7sUesO41upG717/uRN M5jIHGQiiZFLgmTtfouAp2jhGLenIoWzYmImhoO5kI8np72ixMP/AFaTy9A7NP4TVzARnau44r9w rtkrshBgCDAG+FtufytlxWy2QauK4riuHjh5ICLEYwV2zAWbPAauPp5K87eV5XlefV7gE3mUAtlK eDWA+n5W39myPhFbIxh4nwsE6saRYVY05ZiTcdNA/u7LvBd7dc9x3SwC7ME7IWADlJijfkXyEq+U cu01y9pHIDi4JFLpmpYE3TjHzr+l9LaPp9DEGaU7YdpZ6h0q+AuwMwXw1hqt426Y6tHLU5aOZtBQ Xu6u+0K/W90rOC9y8Upk6tc7XxMtk16XaFRjWRutNC7znIB70IwU1jQvwAfHJc9kT6D7s4EJn1RZ ugvyvygN1+V+SD5H8f8A8nwv9/hflBOiMZin7nrut9v7XzgL7SJjA1BFOf2wze1IUAj4R3C3W633 R9D49A9clut/D4WyqXEQyC1psOM2nJg+TFTQvMUkZDt1y2TSCuYRl4DuhEp/hEofdNbuh+fyvC4r ZcER57O69vsuyF2QuyF2wR2W7e3G/ZG4jDUGhGEbmANRjcDu9qE3Fd9hTSPTiSgv9pqEmyOxRjLQ v5rt7ooonYO/i5waxx+pdyb/ACbuZGElw5ckCnwplnggeQ8+m6dIADZ3XFz1x4oeR6FSb3nNb2Wb oNTyvG5C4rfZdzZF6LkH+n4O/nn55ftl+y5/cHkD5a6jETPp+GZS6S2EmmJgJsW9hbSme72s4TX8 2A7E/RbcVtzQO6CLtgHrnuuSDguS3CBX4G+635L/AGR5/wBb+EDxT5A1biNDcCM+QRIXRte58Ozn Ncxc5QG2CB7hqE7SRI1y5Bo58Fy5rw9HdqDu2muQIc5wHJ43bwTf4D6rls8/ks2KHkSxCdv2rOis iVPtNXuHSlldcBGnHYlbEItWwVixydDEWgsThsnklf7/AJIeQCEURuiPJC/BH1X8ARxa4DZ7Nk76 lx+5Ozz9Xj6u/ih4XLdFwap8dXsEYiHYfV7t0Ps0OLFv535hjl5C2BXj0DQET6b7LkVu3kWrf680 dmouLl3ea57L/EP5L+bnP2Tfq2JAkuk8lwHEfxib5dEOUtcBe03Y2v5LXhbPjH7i7kr06WVjWOe0 cnOkcX8OciY94Y572udLKV3Z3ps0qErmHvuB9yXqS1zDYzuKojUXhB33LtiXbpziQGOkbtsLFyNq rRAAvRK/BPln/wDQfxP57u42dtz5NL93F/FcuKb4UflN+xad5HHeSQ7OlT27t/k0fuNDtw1yB4K7 afUikz9hi+ckUrdm8wVuGOJBUb+a8g7h7R49Gu5nfiWP7iMoaB+4xx4rdBxXjmOZXLiv4D/Knfjb YN+xc/kg3iItt3P3PhjYW7p31e/+Ma32fJ5TXbph2cWleJW90tTjsnFd3d3L7Dd8blt53Tpi1plP LuEnuEAS7jvBzubU0NcgQS5wTXbCN3lz/u9x2YSQJPNyx2zXj9weQRcV/tpR8M5ff8t3C2DX7Ejf knHZO+qYQV+XOdsi7ttiKH2ll33l34NJMcUx5ctpX/UuPcDHcxzdEfwvouaif208iRscp4l26Y7m tyE14kG7gvq9czydxcmvKc5rndx++4KPPd3FocNy+TtpoAcXv2P1XLuOll4oNDkP3DyLBF+46QhR ghrjsXvHGHdHdqGxbE7ZSAvA2ePPLcSJhJWwamkuZv2IXN5Bztnlg7gO72N4rbvMf+Gs2O+6bswN PJznFMG6/JLtmtKd9iW+BIWq3Z2I3c5tZzGA9w7vDmO+pf8Asve/fl+9u/fmZIZn9tnjnJxLgBDG Hc3SSFyaew1v2Mj93kDtR+E53OR7ncIfI5dt0re4yPy3mYy8ckw813O0eQQbuHN4TCwecf2k47J0 Y70bAnDhKGKwfbMhcZWvZ2mxSGVdkB0bjMe2FJu1/ABSt/bqO7kU85bLx4MYObSPMP2ntWnRVpIg 1St8MHi4eFZsQCLe0ozzEH7i48iZyJOfcn4hyk8SuZup5TEZpCUCrh+3AFWWj3PbCd4u7bGJu9g/ mMfc/it/Gx/g2UruEc7+2tt3WHGNCIMa/wDyFgVyc14A7hBQHCnU+0NodqsIQ5s7eAfECpPFgjZ8 XmbtgCD+NlgNat5itfzH+eD/ACf6qj7QfdGJrhHM4PbIZ5XDdVzzdMAW1d5A3/5boWkQvcZLX7S3 /ZddId//xAAwEQACAQIDBgUDBAMAAAAAAAAAAQIDEQQSIQUQEzFBURUgIjAyFkBSFEJhsQYjYv/a AAgBAwEBPwFEZIvcaIUu5GNt00upNFixkY4WHEsKQmrnEHZmQsRp3OEyxYjIqWaKd1oyKQjQsVKS YqK7HBQm0KRcuLXkRhoOO6RmsSq2ROtm0HusLcihTzavkVKaavAsy0im7Qby3G3bSBGUm/gOcvwL 3XwFKP4Esl/gJUrfEUaL6HDonCpdz9KnykVKWR23RjJnDbJUWi26MXLkQwGKfKDI7Jxj/aR2Ji+x PY9emrzaR9P13+5H05X/ADR9PV/yR9P1u6HsDE9B7ExS6E8NUhLLIhHLvcbkoNDh3KlLS6Gi26xY SKVPMT0p5V1M3p0HBVeXP+zCYGVSWvIpUIQVkjKhIsJIyR7HCh2HQpdYorPBU/mkVcXg72hSKENn VtJRsx7Awsl6TE/411pSMRgatF/7Y2IyscQdS5wijh4yersYWeCw/wAdWPbVLoPbkOw9ursPbSlz Q9vPseOvseOvseN/wLbn8HjatojNm9T8rK6yjmNGUymUUSEXJ2IRUpcNFaeeWhTSbsU7XuyjjYfE e0oo8Uh2PFIHisOwtrQ/k8YplTbT5QRVx9afNjZHkKRh8fVpfFmG2tCa9eg8VQkrNoxOysJV1p+l mI2XWpa2uhRNCOsdDI7EYu4qbJQbIwaOEx03ZIVN3JU3cVN2aLNcyHLzVoXOEcOJwuxwmZktEiUp ch2WhTtGDfcqQS1RGNiUUXsy/FX/AF/e5suPpu7DHzFy3Lma3LslNpXRGtUvbdkYvTEc9CMuhfqO aEy5mLjkRlpcuQ+I/LlOGjgQ6odKn0R+niJrVolLoRgr5UVZQzZV0Lq/Ieq5Fh01zLWNKmj5mRdT IiyMqLIyI4cTKraHDFT3WRlXIyola+glVRKMZKxKjFR0MqI0kOlF63Grchx0MhkY4yOFK3MyyKSZ lZYtuSFyFuZcjfohQ1IRyXl1HEjGXMeY1LsSj1LRJST5/eXLszl0OzMpYsa+S5mZnZnZxGcR+5lL FvM99veuZhTMyFIzfYW8ly/tW3W3L3XKxxY/f33MSF71hbl50MW7p7b3PzIfnXs//8QALxEAAgIB AQYFBAEFAQAAAAAAAAECEQMSBBATITFBBRUgMlEUIjBSYQYjQEJxYv/aAAgBAgEBPwGyS3aiWb4J TvdCT7EJCZqOILIahyGOzQJtGs1DyUcVGo1EkY+TJv4JzY2WxSZDK0PPyOO+46Y0UUPkTnzsjl+d 0bKI4rMeKhFljGSMsv8AVdSE/kTiJoy+/rQnz9xLTXvFX7l8/efd2mJz/Y15LrUOeVdzjZjj5Pg+ qfdGPLqVljkjiJEcyZe6eRRdMnt+zLrIl4psq7kvGNmI+K4Z8oJi8dwrszz/ABfqLx7F+p57j+Be OYe6F4zsxHbMclcTJlcnvhkaMeRMUzHl7MTL3WWNmXJRD3amJcyM6No2tQj/ACTyyk7bNQ2WNs1S +TXL5OLk+WYvq5+1sxYNqS55DLl27F7ZWed7Sn9xs39QJcsiMG24sy/tyslGzhkY0cQz7VKPRG0L as7+48sydxeFzF4UxeGuPQ8pPKbPKjysfhbF4W75lVyW9nMXI2aWtcxQEzUayzUTkkrY79wlRNur Mj5UjJs8pc2fSM+jY9iZ9DIfh8jy6ZDwz9mY9kxw6I6EijNsmPJ7kZ/DZRf28xbPli7Rs/iW1Y+W TmjB4liyfwzUWZX9/M1q0SlFR/6PJFEciVksiaJZl2FkVtjyKiORUPIrRdkuvoW7ZpUcQ4jOIcVH /WRotsb7/BhlJupEnZbvmXaOm6KRyEKh9RDHufQTVGlCiro4cO5qSOIiX3zODRJXbEuzOGONFI0/ BpNJKNujSS6i9FjmcaSVpi2yZ9RPuz6pjT5IjGuZql1MilSQr03ZF0+pqs1muy+5xGcRmtmqRcjW ziM1s4g5mo1s1MbZHXX3boynHmR2rJq01RqZLLI+olekTvqa+ZxTWma10sjNdRTRkkkcSJrRaENk 2PIOZxf5OJ/6G/ljycupCfM1X1JtL7RaTkchyl2LdCW5C/IvTXqoooeOJLZ12Hs810LyQTtDztdh 7RY8kR5IlwLx7nFGkeNHDRwkKNCK9VlljNQmX6k/XW9eih7pY0+pLZIE9iXYexyHs00cGfxvY/x2 Xu5FFFFFb6F6L3Xvr8dEcVnAlvf+PQvRRRQ2P0v8C3se5/mXpe5i9b/Atz9X/8QASRAAAQMCAwQG BQoEBAUEAwAAAQACAxEhBBIxEyJBURAyYXGBkQUUI0KhIDM0UmKSscHR8CQwcuEVQ4LxQFNzorJQ Y4OTYKPS/9oACAEBAAY/Av8A16yv/wADPgIBtsVjmlgHBjT7xW3xGEOIwczRWWG+RZ8PK144jiP/ AMeOHw/tJTZOlkO0xE3Xd+SDKAilEcV6Mk/w3Ga7nzbvDghh/TOHdFwbOy7HoPjeHtdoR/wznvIZ HGMznHgE+KUCFxedl2t4V7flO9Vk2Uo0OXMsskjo3ctiB+SHtp9P+UP0VTiMSB/QP0TXetYqjuOX +ybTEYu/2f7KpxGJt9j+yr6xLTnsx+i+ecR/0R+iu9njCv8AIP8A8a6uH+4uph/ulfM4Y+B/Vb2F gPc4q+Cb/wDZ/Zb2Cf4SLew+Jb5FX9YZ3sX0rL/UwhbuOwvjIAtyWN/c6v8AxvWHmus3zXXb5rUf ydjEf4iTj9Qc1SKKXETu+qKpr3RNwEXOXreSa2taClefQ6HERMmidq1wqnYn0FKSzV2FkNj3IwYh jsLimWdG+3yez+eXPcGtaKkngm4aAubH6Sl2UQNqxjrP8TQeBWK9HPc4MnbmhfyQwOPBzNG7L9b5 UcmGfHM3ZUJa8EVqVtnSwNZkpeQfVopGbfClzpGuAEzeRUETZIDIx7yRtm6W7Vg5HYjCtENM42za 6rGkT4Z226oEzfrIxbm022YDaN0osA6kYELt+sgtvVWPdkDmSD2dHA13gi0wvz7atMt+qm+xeKga 24rCeyOVlM/msW58Dx7F2WrOKfkw7zJtR7l6UKkb6r7FuHLq7O1cvPvWJlLBnbIwA8tVgGGOonO+ fFTvDKGOUMF+9YShNcQzMey6xT9o4DCvDDbWpKbh2Obmc0Prp7uZF8WJlja0htpSLn/ZPzYiX2XW zUdRbTFBjcMBUExZTJ3fzm96e+eQE5t0DUqrcJL4kBbuEjH9Ui6mFb5lfPRN7mK+MI7mBXxs/hZb 2LxR/wDkTn7ecg85Fcyn/UuqfNXYfNdT4rqnzXVPmtCPFWdIO4q00w/1K2InH+sq2Nn8TVGmNPi1 CJkm3kNsojuml7Y/R0J954yuPhqtpjZZsfLxzbrVlw2HhhH2W0+VTER0lHVlbZ7V7UevejxpKzrM 71nidmHxHyK/zangmYWM/wAHmG0Om1407liMcHOijhpFhae5T9/FejsZJCWYjC0zuGkgrYqD1V9J jV4dxZQfrRRQY+pw8o9nKfd7CiWSMcByNVuODk6WZ4Yxq3HPhgb1Wg696v8AI8KdHG/Rortb5Lqt 8l1Wrqhe8O4qm0l++Vdz/vlbsr207llkdnGtCxv6JldlJs7Nt1PIhSDZYdzJjV+UEZj5oYlsZzhu Wm1t1cvL806N23o54fu04V/VYt7XvBxRByuZ1adyweGa7fwzcrgWlv4/zLrNK5rG9qpgmZG/814/ ALOaySfWd0aLTo4ea6zfNddnmr4ujfq1svn4/NfSI/NfSI/NfPx+a+kR+a+kRW7VXbR+atKxddpV nM81w80+V/UZqhjHQxDEzTPq/LvU4Cvyy7kjIQ+SgrRlye5ZHYHH1P8A7WiL9jNGNMsrMtUcV6Lf 6nitcv8Alv8A0XqvpGE4accT1Xf8B6lhicrLzvHD7I7Stm2jsfj/AGDKXLAetTz+Kg2NHloy7Pjm 417FiS5olmAz1I1QLHZcTGwARu99vLvWKwkjTRkpoDqyt1L6OxL9rhGSmNsnFtDTyXpCaWduwZMR HfXkAsznUjb1GcB8j9/v/dV5IDtp+SHdX4J32f1orafL7F7GOSb+gW89Fvvji7G+0d+i3mOl/wCq beQshkBFODG0asz4XQPP+ZDave3RE5Riohq6Ibw726qrXA9NjbkVvjKqtIP8nY4LZjEP0z6J7Ma1 sk7D/mPsO5a4cfFCUyRtjdu1yr6U7wYo2DETbxp3JzXPxRLTQ3K6uINebypptm72Pbqvoo+C+jM8 1PiNg0bLgvo8V0BsILptYm2Pu9xWbYQquwi81HG7DsAeaVBUkbcK1wYaVzALMMIKf1BZxhHU8FHl ikftG5t3gi1sOOzDg2q2crsRunqvJ1UJ5yv/AB+SOACPYuKy0oMtarBTtBzOZaXa0DMruSqNAadD 48VC2VtKiure5U5fzjh4nDbPbz6n7/JCBgzSA5xm99x993cPyUmJe902D9GnZsPGV/Z3n8FiXYUN jxDH7TIOrI13D8VPPZmyFCx2ufg1ekPR+Iq7K7ah7esz7QTDbauj19zEUWKmkBb/ABHzdd6+aqsT kB0+qrOR3vguvr2fv996pWn7/fkqGo/L93V663/fmhrmH9kLnl/4otJIrb9+aGviP32Lj5fv9lf2 6L/gtjC100tK5W8FSSWOIfVi9q79EDss5+tMc58tFvVc0eDQvb4uMub7kO+79Ex2Awbcstcskxqf JHGOd/EjC7atONKqvpGDI3NkMrdK9y2uElYTrVh0WeSLaH/nR7sn9/FHZn1pnKmWUeHHwRHvDUGx HTukhUeK9oW6flxdx/BQYh5mYX2OyFSVjmbTEO9WZmOlNQLeaweLEcpc6Unr0JvTksD/AAhJxLau rN1N6nJRRuA3t4McPdrSqkh9Xj2ZkN7rEOfBDWNtrHmvSbzFGN6mnYp3Ojh3GVbuDmnPyxZtoG9Q LHOcGVzn3e5Tl+Q5IyRuBYg0YXsFRuhZnUrtOX/tyIRnIWZ9MoQa7Zlt/cCwweI+tWzAOCxAbHFr xYCsrY4stB7qMQiiy6LAlsMddlTRGXZjM7d1Ka7ZGjiffWGoKDaP/H5AvSi3vd3qLdbqK1KDbP8A dcRwQ0EjOryd2KIiNzCIZK172qwp0Sf0n5NflAcwtnltzqszTUFVpnlfuxsGrnHgpMbi3bUt338n u+qOwfisRidp/HTsyOaNKu0HhdQx4kUbiN5kleJGnesPO52VjvZSGlddPj+KgLWZMozkdg0r21Xo 30mLRy+xkKEkRpE14eaax9oUmafPtKmIFvzlzcHvRe3EmoO83Jp2FGMSyRsaaOLQg8Y2VzXXBC+l Tr6ViFKDiJ6Ruya9i+lYn7y+l4r76+l4v76+l4r7y+l4v7wX0zF+Y/RfTcV5j9F9MxPw/RNY+WWa p0JUcL5cOyaQ0EZcA4+Gqe7FSiLZv2ZaBvV1Q/wv0fG4OqNpNID8Ao/XpJPVq3aHgM8gnVwz6ntC 9FNjwk5kY1+0DW1I3ypwASRgaU/0p/sJsxxQNMh+qVBl2sDg3rNsRZBmMj9YZ9bqvXs3tEv1eq8e Cw+2g9cjlzbwHtWU+1/ugJGYsu57FXdK3vicvpDfFpCtPD95Cj4/By+uFTqnt+TH/S78FEIcPtIm DrbYMv4rFyOwt8aKP/iW2uDa3YsD6NZHDTDFzpM82l66rCRxtjyMeYWvDjlcAfwqVDj5PVWwYKT+ ILZHe0abOArwCEQODa4nclfnIcaaDwKeHS+jqSdaz7rE4JsmEEs76ggHKAi31jAUdY+zN1lGJwAb WtNkdVNgRPhttLJmzZN0C3BEDF4CjhQ+xKOTF4BuaxpERVNke7CTSSv3GM3fceK/9y2mwwmaut1V uFwgI4iv6qKZ2Bhc2M1Ozcan4qaT1CGkjqjM41p5qr8DGT/Uf1VXYHePHaUWBxGEwbp4tl/zWtot iPRzwaVNZgU1vqk9GfaBWGY8FhD32d39BLMubtQxD4mAu0aD2pwrRpHDVZj3c0fdobdqLrbChzDL coh3HSlqBN7MOf8AyHTKSPcK1C67fNddvmqCRvmrH5FnTNH2n5VfHPrya8u/BAbafvfIUHPleT2I uGKfFEy7s28jIyMue1u7a8VeP9SgifUvz7keUN6v5f8A8qPCmfbNwu9LJT52V37p4JkmI2nq8nPg tk6Z1OFU522yUb7WQ9VjRxWxhz+r4bfjrqXD3j2pjdoTG9lKFYLBvzMLDlD26h2YmvxUML80DyMr pYzlEorqp5C91Xmo8/7qTZPk6vUzdU81sZZpSMrrcrKLM50jjJSr3V4fuylk32g4o3BophtJN2Iu FSpWvlc4CJxomxySvc0td+BWFa6eVzXSAEFxvdYV7DJCdoRUbvBY6T1iYvjyUJdWl1jpHzyF0QGU 10WJ2k8jsjKi6iidLJJUHdqvR7ctHB1/uyf2WEkDW534ihNLndK9EUpVz5SfMJp5Rv8A/FSHMeK9 B8T6qD8Vij9XAUH3VjpYpXNl2rcp1pcJjXyZhlJKy5xlzU6oUDH3j2oqFhpWEStnc7cfcA20UvpF 8EWdgzBo0QkfgWXdlsVsjg97Lm17KqUsw+QR61Rz4cvLLOo0Gi+Zkaf6U58T8QGsNDvuasjXSOH2 3ZvkN/od+CihxDX1l6pHFTbr/YGkl+otlh2zMwT2+2k+seDF6tiKsxWMYIoqW2cemVveVD6HZG0Z mNz/AGRmDSaJmHls+Fvq0pPWaWdR3gqYzffFuukDhQqX0pG0nDwuym6e9ocWR9Z2YUato1riytMw cKI+k6P9XaaHROLNq8N1IymnxRcdq1o1Jp+qnxMeKBwhIbEXCoaKaWW7LE/luFZXPhqOBBVnwfFf 5K/yfNVAhd/rUR9IBsG7mjNa7QVPknyGQVearrtUdMrqvP4rebHTk1yoNFGnNj64FiRZOcTbjXQK 9gDUUOqrvDLw+snFrqOPO4T60oMMKfePQRWhWIZmodm8fiuucxsopJi5rMR7Rh+sqV30DWgd8FQO 8UW59FlDcx7AuqE4ulEtDrWyGzcxgreyYWOa6p5q11HHY4eN1gdJJP0CpXtc4/isTjJZQ6IQZ8tO XVbXlUivMqHHPDHPkk2hz81kOHiaQbmqL2gUAzJ2FGUQudtP6u/98VJJLkiwkV3yUv3d6nwpb8zL uE/VTI3mrtqHhYOlt1w17VLFK9okrmG+KFTuc+N2aPKBW4uEZixpz1H2mrCukkhJbV95BqT/ALJ+ Qta4Y543rDUrEv22EAdhXC0wOU2upny43BSZoHhrWyXrRRukx2Aks4ZY5auNj2LBF2KwJAmbZs4J N1gmZ42e1N3mg0XpBrsbgKy7PeEtQ251XpKM4/AvdK1tHNksy/FY0ev4GV7orZZOrfimv9bwM+WN +7FJU6dywpE0OZjhVlb9V36rAR54o/b1q91B1V6Ni9bwQMO0JO0s6p4LbHGYKQFjhRj6u0Tm+tYE k1uJLL0Yxk2FOww4YTtQKmvBYpgpU4MD/tCxUQ2Od0jXN9oKeaBytJy6h4NFYtfQ3NVBJQbPP9bV YBjKEtc43NOSfFlG0fEa99UwZG5toTTMOQRe2hYIta67ix8mKiymoABWIdsT7V4y1HWT/Z1AZmrT U0CnxT2UmfLQDSlgqboK1Qyucc3wVSSE175Nx0TwCe5YNrNgeedubisYx+Gwxjmk1EYBpXivRjAG NYY9tLHxdJz/AC8FgJHR4aUbtzEDJG7rE/vipskcDZHjK1+QClHDXwCx2GxMcTsPMHTNlDa0LePl qpYdlA50ezDMkdBLWu74LEYSONjHl5dsshAy21CmMeCwp2sjGlmV1Ha9qv6Pw1RiHMMbS4NFG66p x2DBUOJgBPM+K9Iub6NbC0ZAWtld7S6mc7AtymYB7BM65veuqJhh2TDI7dzV91NOmVp95TVa40hz E1Xzc7MzM4zcQtza2vfRRPdDO8XG46n5KCIifO9zb5rUryosFhnNdRsVmsbUALOY35ZeruclFTEy DW+XVYGpz1zGvPeKqGtrz6GNcKtcy46Nd2miIuKjgqX8+ibswzP/ACf0NcDrYhekmgi0Pxoq6qBm Y0GGZQVtp+/JOkL9/MLJ76sbluAeK1A6KgkLgnsBq1/O6rWnIJpaTU8AvVnPILBtcQSeoODO8qUO la0+79lTYnFvBc52QMbbd4jvP4XWFw5aGPxR9Zn7GDqN7v1TIWx5Mh1qhIcu1GtPeRIe47d272D9 /go8zZ2RVo6TZGjBVQw4bDTR4HDOrGwmhefrO7fwWGmxEJG20ze+oZ3scW11F1AY4p6R1qSxSDJL mef+SU/5xuZrg0FuqzS7SQs1yxk1smvIkbHmaXExkaGqnw2HixVZsYZw7Z1GVT09be6aLZ/RyKLa GPFZ9k+PdwpGrSPzUWIPrr9ka09VIqsPisnpF+wkElPVjdYeCHAekYtlIXkuhWIg2PpB23y32OlP FYmIYbHu9YaG/Ni1+9T0wuN9szJ1Bb4r104fGSbjmUIHFR4/ESyQBnWDozbdosJDBi67OQvO4eSw cLcZH/Dh2oN6mqExxcJs4e9xBC2frcP/AHfosExuLiHq8WzOv1ieSkwsOJbJM+FrA3Kbmykhc2L2 rs3YqnLSlFmGTWqjx8jg2JjquPFYUYRz5NmXZt2nJD0c3DYjPs8me1NUyJrcRZ5dUAcadvYvWPV8 UdzJTKPq5Vi8N6hjZzPIH1oApI/UcW7M7MTlRcfR+OuzJTLbSi/wv/CsYMzydo4WFaLKyeaoa73L 1BH6pv8AHSRuJ+oOXemPfiyLAn2akd6wJI8pvs6J0WDxkO2Y0bxBo3RybJ6xhZp3PyZm8TTtHYpN 8McHjaCRl+aZFHIxmKJq4vjzB1AmiONokaQ7MaEUT9pBBI93UEUdHV/2/FOnbhmvmD/8oO1vUHkn UwDGNL8z8ubLpchM/h5hjGtNaakVFPzWR+EmOV+e3ZVRx+rytad4iulh2dilww25B4Uu4d9O/wA0 9jYZ2tfamqMUkU8eaQOsOxOL43vja4u3hxsnB7Kym7HZeqsadoK+ogUy9XdCmZJiGy+r4UsaGxZa NHNTPZiY5WiGS2V1vgsC2TFQir5HVGYZ7i2ihmfM0SAxljKHeFuxbSZ7W1ZxrZNaZorVoakcU32j QADl3l6Iw0D27J+He/q1JOdOfO/Oc9Bu0VeSgcNCwfKxN9Iox8X/AK9Dr0poeRWLdWrnt/3XYquN e9UXetEAGWTbLRqzeqyhvaFTIKjmaIOxGzdMBnjZmq0faco5p5PZTvzSHiXH3io3l20mksxhNndp 7E9+MmkMMZca5teLnd5U2KxkVYMS7LHXqtA0CB9Vh5/N1RZsGb1uoAn0c3edYueNBonxukio9tDv ps+IkZunJSvzjh+S2xka6SO4A4DkECHVoMw7COCZ7Vm+Ki6sQspIBFweLSt7KzGRjX3Z2rEPoA5r DVp1aVC53tcJO0OtwW0aWlhGq4L3VwWlVotAuHRR7Q4ciF8xD9wL6PB9wL5iD7gXzEP3AvmYvur5 qP7oXVC6oVwPJUy2XDwHRw+VtW46dpplpbRV/wAbfLCAdwwMrWlrqJkOMwckjLO2sFjy0U7Jv8Kc HxkNyNeLqDZ4HATy5faBspZTuWHlf6JJlZLeJmIrQU1+Kf656KxeJhiYWs2UQkaXVF78F6PxEno3 FYIyBxdkgzcxcL1Wacw7EEPrBJXNXsqOaAwPpOE7MmaZpikFGceHOilxMONidG2VxnHYXmi9Xj9J YP1fTemA2h/RSwx+kMI7ERQFkZMoNL8VgzicZhNsGAvO1AGqP8bFu6BjsyBhL3V+xqhTDya8bIOc xzDTTNVObV9H6oAcLXFVMJNpNJiGbN7q03VJsmSDasMbqu4J7omzb7Cw7yw8UQ9nCTmznWqGWARy My0eHfV0C2mxifu5aZ04epNdX7a3sBIQNKXUMJik9lh8u9u5L8KrK55ic119oKVTx67hq5frrCg4 rDtdsm2LxaytNE7ueFZ7fNajp9Iu4jIP+0IqXJo7UKZpzb7KDsVTwV0SW9yaMvFaK7fiuqfNaO80 RHDbtcjRz+RsSpTDh5gZSC4k5iaDQcgjtGTuBHElbeeT5ptGFwpRbNpIdiqQxjiGe87vP5IYZ8bT HTRerStzFtmO0zBO9mKmw70AWFtPtLWTwK0e1veveVMz1Qh4b30W66W321d0hcqcRo6ospa0rs8t veum4dzYw1rcozLZwzZmyatTY8rCXcSaJrpcridd5AALTp16OHRotOj5xnmtw5lqArmv8kfIqMwP et/z+TcAonZsuKdVPj9WgDJOuAyzkHDA4YOFwQ2iOJMQM5986pkjmbzNFURtqrNp8vtPTp8nebVW Z5go5YQe55W9h5h3P/sv88f/AC/2XzuJb/qC+lzj/T/dTMGJc0sf1qEZrBbvpCn+twW76R//AHlZ 3ztlP/UquoD3FfMu8FeKQeCzFtG5bc69HVWjl7/kt3DedkAyCp8lURsa36pT/ZbK9K5Sti8uD2Hw QldfZCjexAPMdOCDs0VWhRn50xmp8l9Gdm4hUME3gFusI7ysxLaf1KgLPxV3+TVQyS35Gi6zz/Vd EZ2nwojndFk41OiGzG05ZU2dojhZykJCDXbIuit7J+qje1z2+KvmJ7/k3Wqs0r3QruK0qtFyC06d On+/RxXFcUNfNcfNcfNcfPosatVj06/ye3sXLpqsx1P8u4BXVoexVje4dmZbrnHwqn2JLjU8VdXW vRZ1PFfOSfeKvK7zqrvHiwL/ACv/AKwtI/uNXzcH/wBQVKVV2ivcvmxVUMY7kaMe3xVsy3aW5hbj lutjIHMJ1ADmvc1Qbl76Gi3WkLdzZjY8lUb47QqTYV7achVVyuHhRcbq0kg7AVQOyx6kHivZPawG 27ULLtTIDrdMzGjeXNChyhtgBoqmg5q1SrN81chXcT4rQLT5VPJX6LfJ7Pld6pwXb0ZmrhX+TzV7 fI7FWh6OX83tVw0gc02yJjIB8l7xB4i4VLHvt+K3mOHTyVqVW8uKr5qo1CqKKoVeIXauS5dGi5qg utadP6haLRaA/BaDyWngv0WgKuL8lZxB5Lr1Pcrta5bzCusVqFw8VzX6dHJWHiqdbvWt+Sq5X0XI K2ipoqfJ7x02Xb0VaqOVr/IuqNCuflZQXABAN6K8NUe75OnTyXaqKmgCJXem9BHLozZG35WKNzU8 dVuOAd5V/FWc6reCpnoftAt/FERja0+oQ5fNSfHoouw/BVQNVTirjxXNWK4tXE9y5+K5d64+C5rl 39GtSuPciLEdi5BW0VlRq5uX2iqlZrLRaWViR4rrV8F1Quqr5qq5srUoqBVzLearOot261VSNV3I ea4dAVOS7Cu9VVQqhciv3dciuZ7FYUVz0V6eC1Qa1hy8+a7SrmlfNG9a2unVXgu8L4LnSy5rmrXP 4LtXau0qnEqiogEOnvXeqHRUPgr+auB3qskMRP1si6h++UftLQ1C71TUcDVV6KGlVoSrHyC3hT4r iVay6tVrVV6q0r4K+qvSitVveVpnVTXyXYqCverXd3Kt1UkU7V2dHBf2X7CC/suPmjZaCnkFWw7a q2cK7yHcuSoJD2ldayrVtVlsaarqNXzZ76q1qdi4LqI0YVXLqq5bjRDd3SqZBUK7LFV2ZVo3d9Vl MTiVQtdfitC5WFlpTo0HRoVeiybRvag8+Cpp3KvlRAWNOeq7zxXHRN7OSIPegTbmFyouQKoP918O i6qVVd3QOivTQrKVR1Kc0S1hl7lYNaFr8FxtfRe6Qux3eF7vmu0K3iuNO5X8yrOCpl811q9lVYfG 4VzmPerUatM6Fw1Wp5LjXsCvoqCx71vEeKvbwVi5VIqe9V0W6Se5dVagKgNe4L3lw/NcB3ar3vBU 3e5U1I4DgtMy1qRqqaniVbd53XGn4ol1hwRIuSqVuqcAtVUWzIA3utbJwBoruqR2que3KqLdBSy1 a5wVTRUoAVYBVvb4L93Vloq0C0C/stfiu1UZXPxoNF1aMbr2rlRc0KGzeCJ08U0HeXW4aJ2rU0gV RH1roV1HJW6hCy1oidXcVUkdnYuX5qg+BuvzouK/WxXP4rRe8qH9FqPxVRVaiv8AUqceYCo6tOaq 2mXsC+bHkFo7zRaTS9lQ5j4K+VvghcVCsFYW40VsxC0OXzWuZW07l1q9ypw7lrUjkrVIVy+q407V vA+Ktp31WjVmLqfBVGYjuoqlpJ81W34qlRXkqnNVWt/V+i938Fc+SAzGvILqNCqfZt7NSvnC1WFu fEo+6OJBVsyoLMHPitbcVpb8VyAQN+xEkkdiLuaBOvSwU6yr2KiI8Ve10aLNxouYKpVXsWrdN17w rwX1h36Liju/FfroVoF+Syxn2h1+yhGy73XJ5JrWig4rQnKU4urTgszA7fugJK1Nim004rQ5qJ1a 04KjLcAs7hXL26LNmFKLLRpaRyWXMSRpUKps8L6w4ii1dRX3qaFalp4V0K6rKrWnYVa5HLUL317q 5d11x+6qZf8AuXIearfyVw3zVz8V7/xXWKaak2K4IV4jo8OhoaaZjddZyq1akdyc4VquXcq1NU4V plK5poqaHoK0A7kG2oUTUlVcSeh7eqByQcNT+qHOqb3j8R0Npq5wHxXHzRdqe3oLjrWnQ4Wssp0y 1VwmNFgVSpoUynvGiaOBPRE3g99/x6MO3gST8FoFGPsH8uiT+kfn0O70eg94Xgsw1Cb2iqqhQ8aK ybxB6HFvAJx1Ot0H+88ZiU0kk1FU8tsaIg1I70yhI3gNV3JgvQg/l0PHctE4cnEfFSdxTe5R/wBX 5FOUv9XRMOAdZSA3o7iqURbrlNE6vu6EarrOTqgHLaq0uruNk5h3qcTqtEW5jQKuvetAupH5L//E ACcQAQACAgEDAwUBAQEAAAAAAAEAESExQVFhcYGRoRCxwdHw4fEg/9oACAEBAAE/IYUMbJiUMV/Q l/QNiPVgDRBiplKpkWTw0yfQH0GBUYV9Ax9RvcsJRUNgZWBzA1m0QRymn/ks5wQX9U8yqaxM6lIl GXfQcsFh1U8MDshNC4q1Uy52ljucKUVzE14+qVkwws/Q0lbhkE9IB0/XCUpx2gQnbqjeTjfNHeCv ER5zZL5ZKGBUvSg+k0lMMTJxM45JUfoIYK42hjMpbE39OMLj6Vv1FxkggjDDJBJKvqavoNfVVLkW H6N5SvqSAhB9NH/gYQp9BqmFMuw1CHmP01SFF8No8FkxNdwd2Kkqk0jBwBOpCnP0MiWJ5ymLaU89 P3GvtWv2diCkCWJYlRuw+R6P4MdmNfFovIx+PaCcq12Mr+lb9E/WeUvqRusqZgzE+g+kJX6NZS5Q SsgvodIRa+0Bc1ZwzZ6KJ5iVHuPFiyUo5SAPamXV0u7z3gyivKjnIV4WrP8AGDUFwUApX5SzEZmG YXwAZUYgovFs5fSBWKLbMgWB0CbH3/7lvf6v3Ab/ALu8NV+nYGcJeB+4Xp+jix42J/EX9s/dPzsa 9poFfxYjlIvhD5lz8RfZ/wCCpUMS8yopj9WwmYfS4NSxC8vUbQQRFO7Mhd5cQhKttToGFf1If5CV ce9La5lsqSR4kGS8RlcWn+TnpE9xIqNiqN1U+XxLcTJLdOY2cQUF1TmMJTmvkv5z3jlGq9u1/b6a 8EzsiKYzF7p+hiRJUEOfooSOJcGODY7iczb2FhZYeI7dWZrTVtVmOekMooM2DjPTv7wVEPWIxql7 OoKGg8NC7lwNbptvFfWdPXgYLt7kTTlw0VzhxDJsuUK7GYIONwcHr0h8riqXhvcypJNkebOIE+RV puwXermQxOgWIUYqQffg3Ad4o5X1lnKyotJrEba00XGRxq6mq7jj28Nx1qaMEt9peDIsb3PtBPqp qkf8TBrFvKxj2hjm4StR17fMXuCPCkfYy80N2Ah8ocKsAXr9zMWAlizPWyVKlRHiFPEopUJLfoGA r6AlQwCTgQPvDRBAjtgS1v0vYJ8yfYmqsy/Ov+8yAHZT7k/4Q/5NHOYrJwyk0ndyp/LmfZO+Jtev OU/zYcG9coSI53UcMwox3wOrjyfslDj9X8pdxrQT+IWISg1PoTcSWsu2f2Qft6218b92HTvpqCMx AmbmZGGMt188cnZmd+JpHZx9u8AB5D7hKSWRWWan0kgif+QhMM3DRKMl6QXwM3ZBe/QFtaPSx4g8 zjQ6doUmngKOzmULFYMOQTvTKAILr8jpftDaFakAhCgG6gBjyvPY7zIpKr3upt+0yWXmfxcO9KLa f7ZFpObWvtZL+rdHv/yFkU/RwQuyDW4O19p1ijiycj2og5/E4z3lIa0of73M9kM1Z+ZR+IFKvcjV y+1CvWHa4QF0Bv1ExLliItG/OGKEIwmDGeoXNB21ECs1GmhXVl7Tcq7tAFrxQuaTj6N6FCKBOdmA 9YkusKoTn/Km4/8A7GY0Rm2t9OkVWrmAJ9I7nCjJredTVmsZ2xqFzJD0hJ+zb+JT0cYywLZY+yAN eKkwTZzWU2uwpDBseyUtrix3LiqRnM2VVF96eyYDgWrP7/sTGRU2HUYJomscwysqVBSrDloY7SXy 8ccyriFuj5ENmxW3odkNxuH7P/Haa6uA9cf4jbmKjdfSyiRPqX1IbI4ipYjgbr2I8xslCA2bFzWT y+MtPmxhcx2D9EZgHdM2diiq4K6StxPKKLU9GPaCjV0r9cqekt5l2njfwmBFfDW3ucEzgfA4evd/ u0Lbnw/v7/NBHP2/v7E/Q/vU9IAPRw+ftZ6TKs0G9aX9I66v2P8AcFy6tvoUP5gIbcjsf8+WM8f3 9+Zj6esScfRLzHrFyycALb4grOnN5/rrBWW/sKHuxC3ut/woAAGoC9DEZti6aL3PpUoHMVq/Zelk xBu85Ho/W4VU9wlEM+uyVsvUb+nGW6xfWeUMzDEONjbi6PWZdOn2JVR1A3ozaiFC6X3gGP6OpOSm FV5Wd4bJigiz1mw9UHzMBoCjaeFkxlggMz2y4EMDYdc+sSOVW48PuIPnwYreXPtM0oq6t/ct1ztG +7MKlEp9IfecwMR0gt2RmU4fFBIhtBoejFwTlxg6iw2qmWwbiVBUqpmNRbTvtAkEXenUydFsama6 vO/VfMF8E0GXJfmnjv0iu9RdKtGmGoeCKhkra2QMGsD6osYxx/4e/UTGZIstaA6vjL6pf+ynT9xm u43cf5BSW7vyBex0EvWWI74y6IB7QAKLjRTTyrBzQP8Akj1OkuMcU6FY9lF8VCPjkh0HyL4nIGde 4fAqaA3/AH93qBdOC1/2P6pThZVfz1itDS1rX9+HWbOGnHdf86E0mNOHP7ZzhuFlO7/VgJbTSvD8 xFU62NjJFEN/Jj7+2Lyrpln+s90Xv8s/2Pc6T+g/393nAJC0RxunVWg9WHHLhfLg/MawX9U0e0sn dv8AgIq58/FflMfkNDNXXB8wGSrDDQxqpgAQTuOYEa5ZXp2R26dWry/g9Ziy8o/FfU9IUFtoz5I6 l+mOscnSXZDsyg+SJjSvTn65BmWcxhUf5vEuy1PcNpiZkKJNXVIEe6KZel4fEYlQLQFwzwXKoY7U 1UE65z0xF9UrtpetQB0yeSpm2M6nCY4H7mZ7gsTh0lAetcYI9paSZYANY4mHtYymztCSI8JW146E dmkTAMWRN5FOi9oDqhJqr0mE2IWXqCK8Buqi+YR56OPJHRUrRvJ5l7rPBijpUCxnbpnrCuVGCazu 27lhSVi3Uv0MkZSwVocwjITuNRRMW+mXRUFkFbWh1l7f7GjdFgMGnbUS6MB6nZ5AljRZtolwQ2en 2pssWN6EbtRatF6S7pKj9CyXyykBGbmFp+9CnATDqNZ0xARWK0pnh9SoDr8qTve7BcXSh7rdyoaC 4ozH0Xz6TNS1xQyVGdKmvNrfOz1vL0o1HEKem9fSKdt18nZzrtKOrqzsE2Oh4ggdJTbhSbMhC90e b+YcZaMpGGc3dqhV6tUhX9j2Jj/mql4P5mQf3/192bOfs/U3u9pj47fE+H6Pbt2PaVfyvbtKm5kt m1YM7n8ypKcFK/aGkclOG/w0VWhwaN3FNHByVyNX3lrnKJinm/EEWs8l/MLdWRS0XXapRdKBm6wb BGqyt3iW1OpZUtG+KKFH4fidTQV8hv0jngQr4WgjzzSaRWtQfQZnlbupUUxafxJDcv0/mZJ3s395 uD1MnrG9uhhf0T6dp/H94/rNhVuKDxCelbahwGGR1lXrACG4xM7lwy49lW04Ga6QeCmyAWwbBQ1V cTLd1UgRB8FnDOAhHWX16wDSNTy7vN4hjQVGlOKaqnug6VaWcR3Y+YQ0oGyA9UcLJXz6drkq+lIL gs1aZiTngSddAA4kwqPiZ7vHs60B8S2GlWHdRisYtSyYGcLZQ1WbvUrgigkX4IQRsTKbZcr/AMCZ zio1MbqWVsZcRfFLSO58xxgAHB1zGB8Cat4gruGs5P8A2Iqm3P435uZUs7hixe5/RMwwJRvtEWy2 9KSchLkzKN4y7jhuu2VqK9kK6GuzLN23cLuoV6+Znusm+5ial6kfcxK0K/4WZe9BST5ywuY3Yg9c /MpYACHsnZRjWXpLmvn2fhRcq6O6Z1Lc7lR2wPsl+ByufRZwxcsoXyyZPW6iLRDE5VPlaDdgblMK OlyHdfGoQOd5hKqK7yulXPUt7TtoCsDH1siQlAWznVer5iUM3wQcY7X94LySJqwoTOhdEb98eqL+ lchgqr9JcTWxWk5hEo64QwxNIiL0aP0jCMETRLCpjYaOcqHcVa2nKxa6NGm5zIGKaeJUcT5P+Psg Uh9MFMFgDZW8EGZVffoKlt6sZZckeqwWsS7GMoT3XlDntcTOtgGcSiuIPU8S+1TUcBr3jzA2+iy6 PEsGJCpVKcxa9sefMB1jqxrxdIjEnC5lCySXCYrw9K9mV8texV9YeKtKo9X6rFnbf5x9Y7ZhXVQN IhdYWs+uIcrCMSzQ9OvkOszKCjo5QOrPv1jrhgKozXVah5XiL8NvBZit33J1IFK3nY4vv8MR5mku qt9L+JXVLmDVwOnoI26XcEbNYU4aW7qpz4jQv1hYUaoQXRHnuibBYzcrVB0EuMQNuCme6h0gZvLu zI36mSlTcf0jZTRn2oHLGdx9xi3iK49yKtTDdMV4O2TbDd/k3Mkxhd92UDFxLN+80H2s0faK3AF6 DmaBNo0ojJquXgV2lUBtWW/0RSpaGRHT/XLBBRfGBXxjzFTkcrwEOEdDRvh87l0U2rxuVD42dQZu F0Pz0meAPmmD1HM8hFAbjeYXH6BXrXSHOFBhRUPyILwxMAvOYA48hZ6/O4nIPzHKvvBbDFjm0/tI 2DDUbJot59PtHGzlVlqsnEz+xYl0ySAy9ZbazRxGHKAUg6B2+D8CxPzdybNkoWJw5Lr7wrYRGl+u FVtrRdvOukOLMQ2bq8EaTFwcGS/tGs7mBgCHXA9KiZeEQDz3LTpBNV4MhGysOezbjRTCWyFqEiiE XcpCpgOWC1H53JjfQYr6DniWFqQq5YSq6RcrBnDUSbVCDbZqkU9MUbnAf3EACL9SnPrLAFQ13as1 UuzL32L4SAwrkflUtsFhiV5VZEFou2jPJLVm6FSObUcxBIs+3sb0F9cHxmLADuC13NwkapDw6oNt r6Og36RHwvtA8kpAlCrK5VX1i4hL92OfiGvQ+ha3BcqAyGiP7iPfwIwp+2ZtyQrc6OKuyqgPGX+o 8hWOYuciWrf4y9CkLDXs6MaHMK4J4ZXFL3YS+ItgOWhwM8/W4ONwBs9HXakKlbpkBkZTJXKesdNP kzNrzo6a6QsLqmEji3kBTwlaitXNJSNnanO4xu26ti99hUsK6Nsy2z+YwmMKqTq72pgEc90KuK7M cnTKAKWdmkNwxPeH7nzLWFGCllw0C5KShlkpOlK7HvDgKluDSPDaZeuzK26wc4cJQhvY13g/FEAL AMJvBoUs5YlbAlErz5zNeuUIABXGmZjhOKhNIksDGpns7BrhesJVCq1SS10GNUfeUT+R5/VFYQCz u4z/ALmGI7TPdfuTOnbGOf6o433Bd7V8QttxeCZiM+RB+ppTPyxiC4xMgbheYoZy4DhTsEC7NPk3 NPXKehBGY/F2jqyWdLlcEhZ3Gz5+7C2HOhS7PCdk9EILINVULoBWovnCrsHpKI0cQ1Tte4gh8QFQ 7dIxPfaUb/OpRX5Hl+uvYYJUjaFiUftxCoUDsG8d8Q6cQR5ZhChG2jmDXtQE0evpGOAEpFW61vnp BSJjFYAMy+UKKL45t1FEFCK1kzvtHLPiHbnfH2Sg7YHWVu2WmCsli6u50mGHJWKY2a1qrnX7oLEQ UMLQOLbyjtdwbyWE1Tsy52bji1sZ+Jlm8g1obO8SvqL7EoBIKgW8J3i7LpCuqET7Kmd/AMaX8wAL GSuJdFBQ/wATSroRtgHVG49ZSd3haagtyxDpeG66R4nMpS5dZRrNo3QV/G45tsGAc2/WLnUWFFVu XIR6fGqmlS1UHPA2eXEANVfEM61OLa3rq7StmYpbKsRmioPYPDK3w1FgF7tgae+VaM1uq95gNzyU usUai7QuAhLpkulvJGPrAETGcFAu4VjgPsOHESQNskOU56hi4dgV19wkoqAxEIg5ZR1qh48S/GHm 5cFzhv4IUIKtkLwOR5+8s+he80DOV/hMFIgN0tFrYuFgw2W2+0qOCUWtvjMJoD3gMqlJxwda4HXr DTmG3DbLUeTDetRfmUNstdW80mKaJVeVnxyTqnw+Up6iVI6oLIuKo4CXaxteQMQgoTQcr2zChbOE xntXQmfclowoxjzDGtQFkV/iaMIudfRy4nQffyOO5nNbI/k7THILgwAVFdgpqNPAFcoRsbjDS8CF TRDmooR5KSmBLbVPMp/TEnc2HWMSoixUWnWcNsiJ7AP74gIDZBqexxXF+YXNPGhLLkYxy46obbcu K+4QXwHSWLWPgnxQkE1l+ZJjzryv7lyIoBOof3WXMqIK0kyZFrc4PkvAnKRQuBDAcHAQidDPnO+y Uhhrdu0F0WWtFT9QQqMjEAz1DGhAF9Ud0+HqTNvQ4pCQpdzEN0hndeyYfxRTg/Sddegl3T2jFm2B GUxj6f5Q1gPpIqa/g9IA/D/X0AU5jNYMT/iSjZ+qKor3FEp6ICVYY6zskp5JkgV3O5AOWZV4oK2q +Ow+kugRBHgHDmNRJUAOFdnvF9dtzpu3VX8TVkJO7as7xXrEqtQKlC9Vy9oCpwY3mi6D7x6t1hCC WYb47ytbAVmfFaKf+ItAUHyWtPKLkqBQyBsw1q95Ins7/wBWU+WArF+q2rqTFRbQlqNu5xLlQF5b 6Azpn5GHuh3KdQ/aWDlR/p0irAkBWbr9RS7TRPDpD2VYFbgINi0L891iHlJBKU+kYxaCxKusQ/Yk xfBO1B7RqBUCQlX4gqGwKOPmE8EhYezCLi4KlnZYW4Mdpc6gCPAydYOoXUIFxMkkF0qYnvHhNgfB hVpPD9MN63M53Qc/wzOtl78YjFkDizX5nkXnDu30alw0aQ6Fb2zMqbvs9Y1Gl0pfeDM+t3O9zRa+ 01/iTMwuM9HpuDKJaCwc59vaAfLV0DEcr1zmC87NLo8MRawaWFHobwZe7L/z7GlO4HgpG7yWHzc5 3fHsN9pYRZ/DSx/eJXYFWElhE+UmPEG6pDunZdYjsAPBAUk6D8pT0PU/MwC2MKh+IFz4Kz1wq4Po tX4hiYqOcHGYVJpRYfqaFIvXZR7YI2gVjRRmBSD6Q+feOuUL6wA79k0YPf6RYbRAZxFYSThhRor0 YP8AqoF2eqUcB6RWaRjuNKTBzqL143HCrvqAxi7uCnxAV2li/VjzL1CuzTLQTIwIawK3PuAIOoW4 0yPEH1BpCnVnMEjUAoYhb1cigha6rgPQjcdAKbQ1CqAHbUOsfS36zDMRphYGdUB1nmFwQXwge0sd CCOkzKY3DL0J9nCfJLQTuCnYpt0wL3eDHG6DJ+pXkDrb7TuFkvRNii9/UVVwOymdxQNnyxEAmsDH M+imUA6wscKMNn+feahbT0hCnyuLwXMp19iBw15/4QFn+uUZeX1XoU3DMx5Nh66huyHGX295ohBO fOoi1i4R/moxd9my9fllUGIAS9ByHeYq22HKfiVgTjBY9otngMZU0vS8PiUo/Rg2w8BH3CGj7CB4 foVOSm7ZbTnbDh1lytEp0eCo9gGBKda3NZujXnd5Ldx3kUF0fRiKM5zcYfQfMV8vaC8NzwhkoPM6 G+Ibv84ghr5Z+MipW5S7twSqV4hjBDDQhwwojS0M8BKynf3lO/ugbt92JPszE3XLeYBXoxuAu7Iq IvLuijqN5QfB02htN9xY2SdG9R2F+InV+JbYwsf0laE9odQ9pdNntHuJl0jGepKvpH69m0CbR03F rM13Ba2plWPwSnNyuH9uKlPT6cxTwxTlzKeZTRHrNqmzlEOqyyvzERN972zK2xq5XVaPEs6weiUy nRt7wA2B4h1kMz9kDYx64IbunfDA6WPCIkvK9ZfxMnR9b4gf8vxLCyjtFQpNwx42o5puhYNYF4kP SevM4nWrguPUNaaN+9wgDBmxX9R7zvgmAeCrkGZccK3mNMQVWXOZrXuOlBNK5qMGvqdkuaRwhgT6 xhRKTbkMoE5mUt+IbL9rav8AYDKWrsnhi/tOtZVcDLp8rYU+wIoyh1wimGdi5Ww2v9aNBgfER6oC pTC8yzivMuuPfERcQTZaIur5TsYrN6Zs5eZlw+YNMHrDDHvL1GvvBVrD5hu4NTMa3Mr2ZtmaHiHB l1nGMnhHKrofMyv5JwZ6dJqYdE5hW5WdiLfWOOsucR2gV2irkHpNQa+jKAquEu6AYDh7RW4GoDhy upZnpOgWppqZ81GAusx75lFM9oPifd8zZ+WZdzB2jVGvC8zIEV4b+GyG4XFfhj4gqngI+4PxONry /ZFLRc1ZEuDYbQhocj617wvqllW9G5iAF5NTs+wjlXoMUgKZvkliJbu7gBgHu6gYvegOCRQM5Pfc QGfVcOV+0Mtnveo3Lo+6EgrO74ih1eEuJeXMMZc7R00Tr3PEylfTBK862sYSsvg2CAUpfSUfaI1V t6OCctnQlEWLQwR3xZA9FtH7SvTHm2KCn3lIoOwVKNZvdjgt9SgW8+WCUrr8IYpYdjc40Dqx3p8m cNh1YIev4RQlrjp/sLq8ehmOv7kLKR4TFrdN9ogoc/EqAXOCVHXSiMHGCWIxdTS1CqUaUsxqZDT9 mWvBPhhVYYbuG/qGnwSxsO+yU6q9paevchqZTQBLtpZc13xA9V9YMXJNFhmW3ejvNM1RyQbeawT1 mIFmmXdu8+kuLKAsw3oo1Fsy4bhZLvj0lh2Nb/cwa9uIlbTsvmENon3YD5aOsHO+w6Ruhdu2F8nc cwug1qWyIWiGW+SXYZhFmFNkq4uT9wQAVaany38xrBjwoHrFvWmaDfqfqHlyERPZUAQskQ+Liytf b9IRKW6TdMRGuMluyNXe45S6o5d53DA5GnpNlpnEdavRuMmz3zKTAhxd1Mzt74uGefIlIVynySqX 7FUcBXoYgXxTpllZ7+RlFdev+SgxS9I05L7NQ1DwCK8DgNwTXDrGWuOG2hlJDzX9Uwaqdczqb4P+ RWNe0PJ6pYXCUwZ4aghfVh/lwgrJxyjk6OzHGvfj/YP8Co6cbghFP8kKwRe8D10X0nQxLSkGmyGg yOMZ9Ygq5yxKo36IzwmmHmJG4FQVeNy3/GF59St1yhfO76zl0bRquep1i4o/2LRP5mgAwej+0a7x wS8GuDOVBuiWt3X0YUKolAI8mC4oumoe790NxYhIi1ZbSv721HeVxcAgYksGkvCcFdCUX3XZ+YFj CnEYhCu02DUoJ3Bx/VNk3DWhIb6s10hngLiheftgPA/bMIMjqCAAFzK3PvUABuOAQMIa56ReKAUO sjmXZwLT0iHs6uY2UVqNBekeIFGZRVV2A+8rUusg7wuksMRZrKGkWKj7gj0lyis7A3Cnd9m9Sna7 TEyYA7vj5lHR5MweB03DZmvTSAZ352s7gdW5dZ9CmbUDcWH5jxHuYwcuzAS68XoIG1gIJaqzrn++ Y1t8GxN9XwnSFdV/3vHQDmjC0u7qiVsXqH4hZ1pyFV7zFM+8Rdg+ZyWOZ11/lwolry38cwxzUvX9 kKinfF16zZsOpR+4XiHItXiIsys1ZbGxCZ5Q66u0wEbmtIFUWT2lpCXoeIiVA935gkbLtyS6pgrO Bz+plnmfeIaT4l1Kl4euoUtHCW+TYlVlx5CCW6V55Jz1OHUMo+pe5QvMMfY1ETYCXk7mIgVWisPW N3Q5L1KHD2DiEozbrmMGB8zCsJuD6TAPJMgRDefxMaJ5EzQPU4icm23AiZdOa5JywHNv51jvTH5M zfH2IkYyrw6Rc5eAYiwFHFHMoqWVjOyBsNq+EY9Fk3ZpHFHq3UwXt3RlIqqi32ZexJ6Z/wBhVPpN s+HSUEwLfzBgXPpKkZmb8Y/ukWPOP7rNF3xEt+LMs8hsV+4RZ6WYur/iqr1bizdf74iAg10MJhvr C2HeajADOZCa6JnGXdTNgGdHNzkbOkK1AqSnD61zLug7Nz8S+YENGVByAe6gzoLgox2Pfo686lXT qpX4zHDBdNfEMgM+SVGN3EK2rsq4htvcrKNxvFv3DPBpr/c4WVzWJdwCc/tFU09K/LFwEN0M+ss0 s+fzGG9xz8swYpxkl6f3MvNVa1d+qHFkem3BpdOm0pVgdrmD2MivTqxYbhwOvWAUp7FB9VGKnIAW 3szb29df4mlb6Ff24lR0VS7gXSDx8F+sbJpU6UV71EatuT6w207LgLwVqx5rcBMCDmYVbCZCq0Re wDpDQKppxHrEBvcoch2g7lQrORbmOQ097BCUC3peYGcqZcMK1o4q6YdCh4jMfsnL9YwsRBGGMNld gf3AEUzfb6TEtAVGYAMWWt1G6qNgfaCr1nSuwcxbDstv5lfyE1qpXOfeVtAea0Q5cxCS6FF4YmYQ ORYTWK5hu4sCqLBzAVo3ZphWrh3sEqWXWzAl7eL5fdOp6MV6TYN9MD9y4YodH7JsNPRPmdSO9QFe r1dqCqPDvX3gaJX0KmjEbu0z5scOiWALrX+IULFtVl/eW+SLb/F+ZQw+wc4f5i1ien+YkWQxTS+8 vK7RiCLGu7Ld9gUtgd5J0KTpYjTSxvBcvpbv4zFu86BjHkOcahK+wsn5ixpyGgfmXM6nRv4jRpHg ++ZQKPeH4iFkd9Ht/so0B4fxDV10PxiOlF/mf1GYDa5Qwmry3P1FFA7GZiPy5fiDe7LXBsV5IWws 6ce8DsWsizOLDoc+veIy5O6Nz7mrIKKI82x/PeIkIxrGPLATebiPuVGYoVDpYuO2HpgOqLQ78wLW gyvzK3i8dBDJu7/JTByTpMIsax5V/ccTRY+cwaRk+mLlR00lh0BBzLF9EyAWEeKcRNytPaZGUqPS BZrCjJlrGYtTtYTkhcC9Nbh5FvsSm222sRBVw69I59wwYcKb4cL+rIwmL6tk8oQfd1m9Qt5R1hch eWZYHmGLmC46Cesy0OrWZx3cVZWbBbcDVQzZR2auF9Za+wqDoNbRdJMCNt5U5YnL1EdMyHhK3pAF edTUQuMveC4wY2IGej2uog0Ow2sSpDqh6cEwCmhwxH2FaessLIC61K/R9O/aNfFTo/ciMbW8/qh2 XhnlcecGscp/E/3AxrSdGzflFbO8AZfMHILd9n9TLAQz7xKKwiuUexKIwZhDvK58RBz7sR4LFPDE v8kfllzeZf252SyCpbfMTpYBHQ7uPZCjHMuq7R1YwV7SSyNW9XMFXJWcNSoXwFQfnUVmWsNXLdzP Bus69oeHHSpcx2a5SvESteEsuXkcsDSZhDTEdGCd6CBhoCYJZuvnKC+Zm1iAYDMaF3iZ+glYluOi vVWIABHiGyKM124lB6gLgJRyr4wzWOG9+ZYXPEx6B+4liksmBi6FdHUz/glKAr8sVwQLmra9YFVg HlfT6ph1vyTSGXqJFVayK52Lr3nWJK52zmCieCi9p0FyjS7C+NRtylnJWGOXf3L+oLYLtvLmFySW destyhm1mU0p2GpRLbazMaS2JzuBu5SruK6yAjtFSgeIOsBr6Wgsn/KLOy/pBCfCn9HYiR4Ix0wR cDcNpeA+0tVSku3BBCgs0BiMK2HDUAaCyGXzLVSmkwxP5LpmPFlOJNS2aTCTouDrLsu56zCN7cN1 WIgDA/zc/9oADAMBAAIAAwAAABBF5x15+2XdjILsUmF5SDXwGnovI4ezAe5j9GuudnilFoN5VQ0x p9vdEaJm53+dA8JX4oazGYGY/GchOfibZbIt+C351bHDNUnfA4Pz3ygLarztYnUe13DPM/5uTiS7 nhg4rI0mwq+N1KcywhNCjNXrNolLDokfP3AOOvDJIW5B/wA+RIgrB+FTZWjMgkxgOcK99KeO9b0o W+i//K4fe4laSG56+bfyYXZ61UMzKmLZSVEhYK8DdAfq98i/ciqkGWvWX6i7ydnW3PpwTZleFId9 HpUWYXB+2YQuM/Zh3/VjgT9QKg5za5YnE+fMRjEKm2i/4xdsApAN750uptfN6LxG9K8NigSbUK8Q ACYNPeMg4chs5UgIiEOrERt7y1rsS0IS5vbybCdNQoKRwg0cU0gSoVwJWKaqDUrZkkWooWAi4AAW wrs0+YR3vMD3NLCtqGI4Moo56wjpqRskAIoSjAMn0f4fTE3Mm7GnHNOmIiUA/NchhC/AAhdeh8Cg 9BAi/cf98c+CDhiAABBgAe8c+ig9gci/i9A//8QAJxEBAAICAgECBgMBAAAAAAAAAQARITEQQVFh oSBxkbHR8IHB4TD/2gAIAQMBAT8QFNwRmMkWWliGKI1EtwY41GLwszF5IjZCWJWqIUtI2bIuJpEI swwpBNxUoE6JsQhCEuJoiOcxSWRSmYoFlYlVAlnbHNQfMQxEBZcqfAMYJAGCXL6E1YauvxG3cUiu WD48w1vZlMep1CNePj/IZr7f8ikH2/5EQfZFWZdMyBOmJFdomsI2UMLIBYQxQhtswipCrFs/odPG /wCSP2D+YUOLW+2JrfqMNJ7kS370fMQWx9Zph9SMKxN5giu5eKODhDMtbUpsxIxXM3UsWmDcSeF+ wji8IReB6/W/vK3gNv8AUBmoh0EGANxfR9J5z9CXdfoRB9gTvj4AX2jKB9XH2lL/ADpmcUHw3ETI fDj3laQeevrqGaJUyE0ahZzKwA7YfZ9RP2oFwX6Tpx14IoWsxHSAmkEqx9ZcciCn6/qLLZ85ZOVW LwRQagHEBCdxyXPC8YV6lYwyuP3MNeuj5Gog8yYj4I5rvrWfTe/vqJUj7fmAdvaBdPt+YYLXt+YP Cez8w0U+35hfdu/oTG4/Gpa5ZsZ5onWPwy51fzIiQPmRtSzxSfT8S9+YH4gm4AhUPKZnn/Yq/QxP pKQOpcW9Qo3GEdQYbi0juXR3BtCWrK5aU4okQ7YFvMb8DYL84jAr+JRpl7/EPbXX8d/vrDscxWEU JbHAoP6fZ+/cStxm6iqYqp8oqDBbil16/wBEplK2m2GoTRApbTuYQpKVtu5b1LtfmKpg2OZgNwDU uizMbQNwRqZR6jZthwZtzWYELmZe0lzosgscMpgGvL7f7EAFuYExgf37xUBhCUFI+iIbELrqYOh7 /P19ZVgT0Yv1GnUPHL225c23A0QU7gjdys3DxRcwxAWwgyDEc3Kow4+vcIYri8pWOist+tECNRZd 4mMjDXrq7gm9ojY3LeIA4Lmc1KkWz8sfKIAZi68RJuLZbxFpIjHCBxCmCnU+SVfkjOhB8FqKO8xD WIYzLrcs3GmUAbGeVPnl1zdwOo1KJXBHPFMSViBxSysR1AuBzcFPEwXcO6BBOpR7g4O4MI3KYPiC NM9aGq4d7wqRR+FK4qVwYYDZHy4V8Ilt1K4WTcDjcNx+IYM1B9wPgjUvgP8AknBNTMzLT1EsgEqY mI1KINQF2wpyu2oCN8V8FSiUSsxPELh7T5kXg38NSoR9OXUDPBwcVKlSpcWXL5tFYr1MUHFEMRhG FkM8vFXKcFm/BDfBuOvgB3HSG4bnc7juO4bjv4Drh1OuGOpvwIa+Drgw3z3Oo64//8QAKBEBAQEA AgIBBAEEAwEAAAAAAQARITEQQVFhcZGh0SCBseEwwfDx/9oACAECAQE/EGKuwJcO7JjrbXdimRU5 8ISz6gYLfBBedtjIe6wmDHzilyYbqNuynqZm7Rps9iVmAXfM5oeY1gDTwrhXBrNgQvHeF9SxbZkE LGVjxSyZL2wj7FyYLgcRZaQyT5+IeD+8hr/K3Pu+bhg/awC/s/3MF/zk8L662mdQrsDcWHIZIe4b izzVncI1cW0cO7oG+W/2h8Cv9pRSzm6Sn3v9Sun+o79z+z8TO9srLtrujz0PUHGGBApAsXfF+MbY eO2ALk/mze+5CD1Gk5Xq3y2V1su2/m7Ov5vrPzZ+/wCWD5PzMfUPlX/u1DH0thwfYjggp9Mus58n +7YF9Hv8Sc2+pte7OerjdG2zw9EIRXuRwt2xN4hnb/78yFmxnm58m2ruANcQMdB4WSHEmOJPInQ9 ILPCx5UnvwoWNHMBN9RB9c2u2F6n3HpT9/xLnZ+7Xwlt7P3IfX7/AItPZ+/4gXfwf7ue2bEcEEQl 9XrR+bsUfaxQj9mNA+93+bDN+g2m1EF+Fp8GyAe/8Lizei5purBjOd2S8G447ySiAC2y8EEaXfD4 YJxPVz4+NrmQffgUecLnedtKPU2vwfv1LDbS88feCDqVh7gxzHxA5fBjyy4SOBPiTmT5LXJqm5Bm FwkjygGDZ+5gZ8QEbMh9QD6oWP0iGw3DbOIvIebZPzjBxPmS4nuWA7k2HT44aOGO/wADmSY4ljXZ BK/V+/8A8sUsMuhq1BlwAerYAlupkHqPmtnVgjMnowlEUn6bUzJWB8eE00kGTIFrd5s5kEPXv6Ti mHne/wC2+v8Au3eX+IS8c/5gMx+d9fad50uGMtgh7sQsL6LVruUvJbUZcsP0z81zGI9xjseOtjzt lMyfmz8YHn9F2poBOO7b0cMVrnI9jLLxIvWHGkm6SeA8oS53L5yyPGOmJfDjA9XEB68aWbYk2WR2 TOVl3UYEdnWb/Nwz+zB2H8yOUZfHP4leXb7skj1MR3OfVv4QmHwxnxAMZC+rXuRYst9V8LfV522L KQeSRtskDu1erUlud2k5stDxqEhdOkdEjtD5OZzq+puPC/4AnuM9RHERmlisSY+LC8B+sDagxp1J vNodEpixHNj5b508JY2MnzYk631CCePFg+f6izwBYT/Xj4Oe/AFmW+AZZ8OSUuS227J6LH3Oer34 ef8AgL34E+vL5fBPh8vUeRd/D3Pfk/oMd+Dqezx0vV0jqb35/8QAJhABAQACAQQCAgMBAQEAAAAA AREAITFBUWFxgZGhscHR8OHxEP/aAAgBAQABPxCjgd3CG8cGXAuCm8cUx1bzlmCUBrlAsmBqHWuH mCYFqAYBNx5GBgVK42jl+M3M2uRd5V/+NTzjrQcM8ybxAcu9c5svnLAhm+zIt4POJcBzqwvbOB5c 4F+MgkbxbQuTypjOv/iXhbnDA9nG+mbO+FNZzizBHnBxtzvOCYBMDXrHb0mSk9Zq+A7ZA5uT2qpg gt1gpOcbQMJScO2Pj9mPwG3eOER6nXNXTyx0EDgaJ11uGUgsomv0wFOJlwDfnBiu8lq4fJv7w3Ht lGy+cZrxjMvObJYDeRNpvSdNAWOrlZmwT1WBRoynRYedGhp7P+Qj0uCTfGFtbjQMxexW4RyD4zXU Ey/kMk5/nBuzNZiPnBQxTuUBcLOc1YoYBDjD6OsVbxic3rw4y2c4hpD1gynXN4DncBili44bkbXW b01myux6ZbErqZXLL4/+VjjJxJnZ6czA88Cswbx/9QwS5cl12ys9YK05zjcpHnJDjAOzOymD0yR8 4Vwvri7ymc6Zb3xh8Z8c06XFzkxUnTKDljjCij3MLga8YpdsUBvNThvFC2vOCC8mAETeP6S5Aies gLMd08YqFhLoNcXDJTC9N6Yn7MK+i8OIG82B3nIOvOfGY6c5slHHJHS5eN2Bnqvv7HK6Gu8W/wAp 6rx2eID/AJgv2rQgiOkmJm9HDnRdT192WumRfPFPLyOpyEDgT+Eye3D23KluQSOA5GITWArbeY4O 7YkVkVMoZJ1Mjc8Nwbu4HpPvCuKmDbonTAp4zUGabJNMkegvoXgcY/ei1AaE1GcOruvMat53ecgu ULgylE+HV3NbN5dNqHVghSc89sPBTokMHp7fWH0RQ4W520Pph5Gb2sA6KcveQA023RJ1dcsqzLuh G6b1gx+2VNXZ5zpzlh1QuL2sdnC0bRpfQYSvzgv1nQMrHGcc9TYWZRFrd6SdsB03/wBLxyQYsnPv DgAaLlvk4RBHr/Q4aUkqqfanBQu9I/yzgVRwTPhDg4U8Nr7Yl2PHObHGKObm+zN99TG++KcXgFiY gmanExA61n5crtieJl6zgwscBpMblfGOR1mtLmwLlSVjHdQiyx5nSXnWRQ3U5wywjq6wDuLuP7xr S3/XONYJ43fvOeHouQiNuPOabAXvrKJDOTY4N64nnA+2EGOTBVMM66XIfleWwc3fTZ5WzlC2EF27 Xriu6PInJD58PeJz++IAV5ecVNACvnJrxK8qPCdE2OxxQSIqcorfgR5eMoP6B+KA3yB984iedZTr kgUMUDTqcVSpu4AtDlXDzk98Y09ZHc+sl6/+B06zybyzjo5xfbNS4gTy0KqnsGGE1eR3SjukxDxv dWnfgOo8vGAgRtfRK2om2zsihLZHdOMKDfdiODo4echuga74w/QsJIoRd2XrkX5ADqKrLO03EMii G+t1wHuXEpHIqtXphSKEwosEHT0cVOkONzaA0c2FBQHCEmXziDjFZnU4uWrh06KckQoc2w0OFSRi lMjDcuveA5AF1Et06TFerBK2Hk6J3yYvhnCNtnnjN6Rom8ZrZXkMBBa2E2ewBq848KlBEEHuPrDv y4Y4iMNO2UdVKCexXevHnNxfSETpRqDGdQZUFNJG9/phk/VQGDK0gy7OckXKJQKLNng1m+BrHWBQ iuOxV0ahFGGxj2609Meebeu2JNPnNuCxBbF6OMBHiZyJvzlFR5yfHObcd8V4uIiKzsIMDqygcECV VduRSWIkPW8mrHD+gGG+DHD+TCJ50fpvgdE5/q8Wdp7M4kFnnNs3Nm6FfHEwaMt7y/nHZM3qi/nG ERoD/tktEf75xzCDzJz7xDlBqbPzkQINm384aqudkHiGF9FEN/Dk/c4hPnA+pufwjhoTko3N/Tlw tQqFHBAV2cb3mwVjyHYi9qHzlx5KHoKr5cEUMCE9hcXAic4nYwUfHnDSqjlX/MjtJET04cncPWJH VgLRC1Y8r2DjJ06dBeybHAtzgi9sGhmCIN98gvfINnOUcod7kmdeseKD3xbx7yYJrBKcGGJMo4GU BfFQ7Kwn5HVjDwvaZ5eB2K8HbTwFoDRb5s7jieMI9DaePKCujoqeVsQub2PUkJXbI0kHMh6Ao06I fjFGuCfF4yi5StroHKugYlvx+buIp24Hyr3LtOUur7/xkB7JGfDn+/xggELtb0Dml4Op0zhhz12T k9CI/wCGLVXdEo57T7xmq8n6mzeeywtM01yXNHVRyYLGKU1qWcH5wZZr2G/9784mUo0pfTXBBfPA PxgyHepPOb8XIkI4MXOKT8JljsNzfGDbXChlLGMPP5wiNtAHpSYpSRJAMWtSv3l8NJFMcQFY+cVI SwbEAkiuO+8jUeMLoN0E5WzJc0b1SoIj6jrNXzcxqOZHgxc2/qBLg+S4Bq4zXEckGseBT5zlwTCo vzmkAmObF08ZQyEBzhrVXodMFfNTl9HK+s0hZtFjanccus20z+CRwPXzc0VLtM3bnst4TXs7MApi aEH7ZdaS4Yj0xG5nYgmFE4ZsP1gMiRY6e6d0OXoYlIqgjuXxzihSLzGvzjwAJKyJPPnEZwsgk7de uMdKZwD3vLm8DVm9t4ZRyjjp1uBbVIoKwamNA7pj09YBAAGha7xJCF8DJ5lxgcX230NPKoAdmVZr EJCo0gSzKmW3piTbkwg4ziDJMg6YkH9OMwboAjoV0Vh84ocrHWvAp6GsNnhZAsFG7dauNu7cgTc0 Ia16wDIq6JzE2nwP5McpzRA4Nsj3F8jjElKHZvnOA/eChFxCtaw11yeQyPZx1585JxLhrb3y0xaT NG3Ke0W2ow2qgG+XSmrYpA3BaTAR0CAEiSnHgkbNK9RDbqQ33kceDZKNAAAQyxHhXdWwt0HpZrRP mIADw9lJ1GNx0XVCWlOOvhrHTB4bbm6IJtArZXGtgCz3DWzVeeDWsXcjkieePv3u6UhdsFdadt/i b7S3bCxonan668OvD2Y83ihtQdA3tQ8hicWQq5QI+byw2gQ6kvxgdAAOF7P+98mJ2lGgRXgBuvbJ aECS6qPlIfI5oxXifMDzvR3a6ZSujY8NnP1uvTfGSRA9bqf7/dsZDSfHX/f644eK884ROjqizNlt lcB3uLOsC+4od98z6IIPRu6XTeA5KapZ4v7i568SRMSI6by4gE0znmfkySpqCLq5AOo0c4iLqQPA OR8OaKgxj5c3F4v5x0086T46nxhSv1O/+T6wewsiF9mKecvqcOGjFjv94tOWPatmCvnNwj2zYnV8 AVKDuGtYrOZJUZ2TVHefgGN16OBM4VA7Q2brIVQCQinH+XGYdqZuxBxoPu8GXOIEEi6N4yEO6f8A aZKXePq6F4465QKlQ/tzBaQUq/owiGoBX1DjBcHAKtr33lX65FyCvXxhs5+qElLAb+HBbVy249jH HODbdsOuGCuxOxdFe2Pi23UB42xetVLbNOkypSxYQLvi9MNJ6oi00hzzhXSszUFOBbvLCQfkEc1p Mgr4AF4YIu17dDF9KTplE1i1O+KvHsF8C8VvsMlUgIK0oJ01gikMcV2aLrfG9d9Yq2C1sW7Lpgk5 O9aXFL1MEEbHgmy7TCpufcUx4o5NDhxZu7AC0dvkd8OsGLhQvQ4xbMSac3ZzyZz/APD0wjAeucOz CnBCazjXWJz9EEHf0AP1kMTy0pzUGqFdogaKKC4HGS0m4ZHM0YjVpidaJT7WZdbnxaojqNOTpXQM diAkUNByiiH6YZpu8N+Rwp5HvqtLJEUlnXhjw3yYS7ptVvUOo63rpqhgYist0Fm/P583DO0AAUhI Ut0A5oEqCtoDRbddd1D89oxiWTUPOOncAb1rjiHKtQ6/AJ/5YHuChGFFNhNG+PGQjw1Ki+53+xwS 0xV3fD/jkABNUKW6KW/rFKSwSFD1bLwdPMwcWaiGwAK+AvkymE9TUpmwnVV4h5MWb6230/PP86Og CdXg++P/AB6G2zKYqKCyIu4fwbgUqJfn+9cidcWKe8D41gqGDIh8aL6yIvKE0dFQH3i7PUp3IBL0 XhlXLIE1AhATU4MvrVCTEE40LR+MAqDRWeF1X6wPR7hrwkJ2a4dkCh+t23i5XfBwLyi5dhCvZki7 cHhvEPNvPGDenbAcD0XSgfTh/GEFB1aHxnLrx3znlHTgQYL2DLoLle2XnrE9cQsRSCIPPBrLywmw 8gEPlrnIj1nwvUJrp0/OIBNe7HodY0TjziNi2Uimb3Y6VbFQuaBDzxTUCTjjDHexY4eTpeJmlsPx 0lt65LGl0dDt1avOH0s+SE606c5zbOjxsBO3TEmvARZDhKq2azQ0uzWVGdRZEIAdHBtcTACqF24D rkBKDdSm/TF3c2ckYEo986BQ3oNRehlIIBdEFqB1clHw64C8Eu3piUjFrmJvWw5y8GKByOufXLMQ VkOoFXlyrItRtOYdsDTE30ciQpk0u3Cz6kDI+P6wIpBop5DOWMSdQxgWoZOsIvupNGWssLGK1XkS VSM5WAbol5GAChZY8ye9QuyEKNLTQgxIBwTBCry+3NQYbuDs4s+G4xANuzLvXAmxwcPLrcmyOcBC Ecj0zV5z0wDaTjAWnD2oQ7if3kQ79AOIJxZ94f7oCXzkpp8qiB3WdO7uTGmI8js7l0rdTQ5VhMoq 0N6Im2uBQugIlyV0yN7DfRqkcUcLCkUAc4Yow+bcg0xTYXoDjymiOohXlB8YbnihVjuiKR1CaoCB XREKi4aPd2uI5W32bBa9r15wNGkoBEl0Rl+V2LrO0U2O+79vdy+3VGE/38HYzbA/AidPHw7BjJbe LDa16er3xobgmgaaN1/g6uCFLS6CVV6uqvv4whsoxB0RPuPp2MkO0mjCaHPj8TCYa4CaAkN9o+vL gjJEVcm+/k/b3wmxOoI2+3Vz363Ubv5B9YkVF3bANB6En9Zz3Agj2FXHKZHnqVlgGAoiAx3mqO1D 2oWroWJvnFFwy3ECSlhhnRIDaNcLEjZoBR3RSjwmHt3TOKTvlp5LUhBK0y8XJkCE31ROpw5LDhPD 3Tt+E98dkrJKN7/Ir3iREqUaUl8PUMFdigFnKip775FyM+2YP7wETHAJrvhrhdpX4jH0faKw+MAh x/Sh4Fvzc0VLQX4HhzidOTy+lxJ24YXgTBjMEPEjsYRuHOK5LVvLu6Dbpchkntas7kVhAmBEyAq3 uM3mCI5shLfLf61QYDakTnCxKgbgB2QqCxMUCTWFumg6xnL/ADEQEpCO2zFm3u0BoNe+80qJdQIc uYpl2wT1Cqqq9/wxPGLIK2O9l3MWERENTZXopz1cn9wnJudRcZ0nXNneiCFbQITb04cbHG+DeTcR wZsXSZAvac9GJ1XYQlQmIdhgkXqiBqGup2xSMRFQAGK9uMJgKDeOORTTLS6U/U2BxHEDQ3lA2TNL Xi1tuM4yROpI8ZB1vPNuQR37whdW/JBUBC0WOXUwibrb1JxOcUwxqkLoBV29OXEhRlXCDvtyIdDz iUGd6t2hzNdLoTy7h9NzhoEqlePxh5g1k8L+MngfjN+FiUCsBXKPA472H9+t4WbGALL/AO/WKRRg phFG+nWV1gVXDpI+DX84zJdWCUS92MVHm4gbcYT2M41+K/GNpvv6hQfJkzJAigN0o10QcXUWY0+T 9CYtoAByjvavB3Yihpi4UpJEdnQla+iV5r0EgjKQGxLlAFklGahYALIA00aIFKpjXz9YvbEvymOy bZYC9mOxEPwKQqBdhAKDOVTVlxkHhDggg0Kg9VUTQ33OQ+u2Q5klCUwATUKdfJmxWLgdPoQhdEeN SjIuyNyTHrnd4XEBMx4igsfJ7by/u7lKFmyIY7KWASqmsiQW2oXkQRPENMMnsCfsEG5q9sSj5nbT rrnBmlklEddkH4wb9ZAQiLvI3phmNUlxpH03a0plJ9ZMDqxoFPeQYu6+E6ZfVUSKep0x5OzXks/P 4HbAJOEEULyhWXi4YoVC676MY2peJNORSiCpMZUjTlGr5cBxUAxDWfR9GL1SQOxhf6NuBK4AUKbA 94p2JZs052/OPTbXkRB2NLj5BlBXS0IGmuWYrQK4CAFq/OH1nN5Rj4TEguGaVpHq4e8EMBYdXYDH E41IMOUecvEyXqwJvQxwj5rgICTpEdaxkB/AEJZ4x0vLgh1l3neI/OC9jIHGOmIznuY2IRQVSa6o fbOVh1OwMGiKOUDrGmL52rWa6V711MbckwlEKQJ8xhTcNnNQOErY7CCCzoFsAcpqzqdw5gsFuQQs 01OX2xqykARpZkqIY+fyIILwKCMwB5w4cBINrdR7YKcPdAhRrXRcFcosMVHQWMPGF0jXCKFBbd82 vOOiO0oHKRxaAqBT5rzgrEkCCZuDGMFwMm1Gx+THFq2qv2sFjtVJTqQIrkJrL1tjg6BTgIfGOGTz GGM+i9b16cc47MxCGSAp6J8YzDCvM3vb85Aw7bUrc9t5B7KMaBUmkVBvGymI9W31A270OrkbSRdQ PDpbrdlxoIOgVDeyoVk63mYZGUqBXSwNLxLq2YC1IFCppNb7nIV4DzijgayEU0XkR1oeM0/vJUCN eFQdEDTKZwQZNor/ALblZqEW0VxKBi068mJ4s3Riqa6wnm4E4pl8vK89fxlG10MJ9h7DGPxSknzf y44ZBToCbJ+clnQRBevXG96qoqQdfK+816TY2Dx9YtUx6C3f19fWQAJZtT3e2E9JOKg08gSntbo7 gKo7TV/tPAHbIDlZQEN2CCmRSXcdbVwwxZwEu1reCR+5hJcPAAL5VyEABrpwB4VD7xKsbILgehj4 EnluHtZ0KE0A3Ru9qgD2QgBCgel36y0d4DRXqlh929cGRAJIe6M0gYU1DU7E0UaZFEggaeCm/OGo 7Q6gC0K1eTr0xhgW53QbVS8at8I+0HRKLSTvnDeDwQig3dsXrrKginOgKSSLdAuHAjAPCAdpd8Xt gJ/sEZEcHBl2OkvC1RnWKAlps04HKo4X9xQZVYS0DTiqfBq9G2I1w7c6jApnMCF5uUbQGMK8vAT2 cVmt7cGUc9nhwN6qWFauwOiOHOQnhTR0RVvA5Kz8wFHns9cCFicyKqoJZyJ0wlddGgCpgecgyYWA bkGtFvGAUt0hlY1Q3U7Yfjcji1hqV6x41lZnxFAFp8CfsxWAIHIcor6w477ElABkDuxdAaGRxulW 68YwHLdOAbKwGuuEZ7c+EfD7yNy3sMT1NH3hMtIt3829TyzpKfKbUU5F9YIWJFZ8r7+sesO/uh7D Nue7ivAdfeEa5SaBFV2w15+cBOpED6jdDoRee+abtn9pCxp3OBHtjhLDO9e13SF5DKEsZOIAsM3U wMJbb3CoaSLYCi3wymkia2ICsHR42NfWkwzxVIB1y6kiL1l99AARRyHgTnWNkKUWi7vTeOp2wbkA UmgTl05NNkYhYVTTwQIZRjx+WNIj3W2zjN/TQBuCdbjo53eFVZxlIdRBewHDi9MhvoSb7ofGKVZ3 YHROqN0dMPPAF8NCc8buMN5fTm2DCX4vgWtR1zhsERRLpe61DjlzQL8DewbCUO9zplLXxEACk416 wIrDQWhIWbTKiiCxvhwnHOFCp9XTH1+MOqyAThOfWDptwVwhLtA+EcDyDgQ4MQkKhKpInnQJPOIt A0mTkTY+TN8BVbQjw30yLkwWyTOWsSzh65uCxEU7A3uI9zjqq7mtVbI3iinSpyODvS6aJpfWx8Yy DyxkY4CBfo9d66UMOeW0aQ4HnniqWO+hswdM0+tZCCHYEWeddI/hw9xbRw75xYCMjEdvWvxj0EAw x6cjZVdgsbOsI4beUDAKimngmdGTMkOCOvs/OMByoqG8+TAh3i9BzihG70qvVTrnc9D2kjYQN12I WBYAxXSF2Baq4qvb6qJSHK9em3LPrWBRR1Im+bMbsJ6MyNomlxvxylwqgroMbZrK2k1ZLr44XoAV bWtMGtWoi7caTphFz8EDIDnYebgWw6INSS3Tm/zdITpZ1GZASUKuVNjegHJzjwFQLkKdXAXEaKJz lFZbq9MSoCN5W03U7Lz0xSdrctaqh47xkxIBb8aOh4L2XDUj9cKKlz2yRCojE7NbO2HuREbABtfc maY7M4unf+ma+2rXWDbxPnNA6VjOjlwa84NgdicFiulwwrwEdBru47Miqz4a7Q01xeMgkO/2SPjz glbCgRoM8n6yDSAGzW3AMBGxJJ6PPW4aqf8AVKxchusRAFMLKOyNm5rWsiBoQib0UAPWKArsQefb HXIEIcgBujPiu4VRq1xgtU3gzfsdDjH7Oi/DuAfbCrpToCtnv0f3gcZg26kO3R+MYpnpSliXZXr0 y7x4RgoR5QvjFxQ0JA1SS3nrjlVyPCEQVbWj2xIsIIsi4MN6XjFo693aKvVJ2wfUdLQqyFOKHJiY vNeYXQjbBNvOMOHxcVSQ0WD225KhymOgwEmGhOsxULkHqKAoNCoaxovj0CxB4WjIYY2Mn0ZWhUBQ q40UbVPRqiBvAY7cpKaGDQjbeyJFUWxXeyY0VbpCveBwOJlA2SoaZC9/Jhh0aFSIokqnKujMVFt5 RqDhKOny1kGgL0F2rCO+eiHTB5Yh9zZxAj4MDJuEOWhhpOuGwp794CBXw685PZOgpyd3iw3vBdYJ KAtk0Bs/zdgEEqSk1B3G9hxrSYHiPABG9F1d5YX4Am9Y3KVOSzGNyr7A6qII6cZpFoC18Aje7iHT yqMVXQMGR08Y8VzqPJaIRoGvPGRKTKl9AOFcl73FMgKvYMeACqTkuIS7OE5k9ZripmxRQ4yg2iwx qW1t9Cf6D85qi1ydTnWdWqJIg0gjSBL1fEvhbiKxTrOB7rqplGNIoCz/AL+sowyooDgOx4wvw5a4 J/5jeCLdMrHFXk418848T7jzjv8A7nI3KDCgiDvrNTF6XmuP9YLKBZNBwSu+nEvTFpiSniKU6iuu tuXreAUitIIAb5Vp5ASRC07Z1oORt24iE41YFPZjqlxMko7BkUENFnWro0Fqd5rhpwBJ0ddtFfxo kXr/AGOuBedJFqTTwfODy352wHPdKGG7bJ0B6E5wss1o1RA6EOKBwEIX6jSQcCQ8d65CpdTeLbsV A+ZhwIdjLLtxfGHVfBsybqlwBs+TNT1VAX4XXHIv0YCI5rhr20fTi50pBFqhsCvcCnGgJHGSJ2/n 3ksAqgRd5JEnO4YjJU7XiYoogI46G8Fsdauue/XFXEXjofjBRof89c6t+jBm3A88iJi8N0KOBgEN An+sJ9AlLT9axUovIlMK5I6cuAoBzqf1YrsTavTtjXQHriQI7Cz8BlEw7f0bxR1+QjPnKBDwRvOh 2elwJ1vEwK2z3kxHbnrg3Ssv3xmzlK66RxMX9dlDd1blW+2JLExohAdEIm5MOPIccNCiCKr1ay7e +bkjEtSNpo7xfqhK5BLKW0NkzvaqXIrC6OS++U6/NUJWje5uFkHNdOPHuRqNAa4OFaAqC9t0FqgB oA61E4j4J70l5MH7nAk5AqFxHaMBdHCKF4UHn2AHfIb2JEja0R1I1NIH24UllKFF069JgY2ie8kV iilJrjEK/wBd0bJO2AJKuWTq9mvm458yAjg2ycDjEZ0FxA9Ow+sdZ6N8RrhjfGM5BbTg3QTvg4MI J0x0XXO86+5AYWTvF4y5HiKALHzxivWsEAAaahhWN4uWiiUl4G736GCRbbgzct/eAmgIDsvKUq84 JdAW2KIlEdA2wbijpTqBpIXuPSLvDDtaaBduPDoGtwRdJxitO7+Q74A6PuD95aTuy4pgj4u8lVDs U0TeGBZde5l7V+c1pBxN0GNeVyCYqxWlQNaHHjXOa8ymJjQTnomc73ctwjL0GHAtJSvxjgalsVDi OmDNNlQkEQ9q3KOCFBNf4mAMNJQ5euMWMgsOHdYp3ym2r/jjDiG0gQNUaVNk0z2eEnEIaCONBr14 WSgpgOHFgPICZtjQyROwIbfhmPXCQAoVNBjIIK1VONqq7QHsib0KxUyvjYN4EOyG+kxkrWkhVTpW j/RVA5ECJAm+S3ALwRwE7Vy/EkgB2KBfvAhMKonHG2cY9jJoo/zzixYrP+MgjEIk/wA6TDBOIRie nJFrFRzpdjjri5L1WITaNg9bP5I3dIgeOEXdt/GsRMrGnSV4RvfjJRCtPvFZX0M64N1dwrp2GvXj ABTEQrAA6bN5PqgVJ224agr004JTp3R4wbqTpt/OAij8m/xhoS/ZcvviV/eAnI51/wAYsxW+yObw s7xmbNg7jr74znj8E/nCTrJKH5znPDC/4MSGx0YPozgIG9MVyTviClF9awBauARt4+sQlIvbn1jB 27tfjKoKAsdDJXIt6zNf8/OKHIQ4+f4wQydTOvR/3fLhGNMuv+YxB2v2IsTJTzYMvu7YLk4CbHLp /HOGcH/meAfOA1feduCB0MDzkzY6p1yvN20wxARWXiuGdWMJoiTY5tLpZURt50vNwaO+gluwBfLX BLuVoIG9ADBGoABD6YF0G/BiRY/jCHdzkHeMGp5wSoX3kMjUM48uCyCbS8uIaFnAuBq6O+SVL6by jT4rinV95vIes5RMFV+sstb/AOFJ9OSKXDdPBtviYhDSKoetqnzinYabp9OYAdAt+7/bEKG8ap8Y TaCrgUOZ0918ZYLdLbfLi68r0Fw7cWA0IWOy0T+sGDdIx9OJa5ygn6zTOcKb+MX1dDagb0gE/wCD JIC6I9z8OINgLSSeZibXLAJD+c8B44MEjQU7idd7Pp37mA1oCoPisT2nOB8JoDYG2C/Mvbi98gWI HlGrv12x79bUEOEuhTcs7adCNfJHfsb9uVAkAinRT4784zoPtJbxBXSSYX03JHQDgdd84qTyCHuN h8XE7N0Dbi/ycO0JSNPUXBAQVKX3g1/ecZYXqUHuXn8OBQ96Cv2uHzAgyfQ5eCzRQycKG8NqCadQ uh3DfTesQbWgpwKPc7ww95Q4i69lzU68cYMqp3ACWezSnxkFUkMqbKNSqqcDAgcVEIOs2eLfzMOM KEBrck+8tFvoKvqT9GQoke8JhnYDpLgAF2nTOlF6pPvOGQ6m7+M4RHrJ+3GBG9VX/BiHkvbD+P5x r9yuvzrCYFcEGI1xgQq9YYqRD53+MacVFgAfGHpT3Nf75zd15QBfxgLsV7Cz94CkbfOnreCqV9yh 84kNE2vNgVXlpf8AeGNPkr/vHM+R3+cfftRtC67+cqmlTqdHr6xS2mDY4pPIDk+8S391b55y89al Y5BfI7H4wnLHeC5B2fgmQmP88Yi4L3/6wavDr/rHU3nl/eV4oeP+4Jbp8H/cfWh8YN1+jKcX64kD V0P4YIfJtsQKWYiqzIgJ3H++8Z2oqcP4/wDMEAAt55/2/wAZQeTvjpg1QWdePP6/WT1t127wVOCH OrkodrehiOwnPTGUEJ5EcZtBeo6cW0n0xvzKBzi6ODXL3AaB6DN4a6An20mGqKcnqUN17Qx124g0 AOw1wcdADzDPbfDh60LBlEdqBuIKIJyTXXAz2YIT+MVOs2k8He+M3Y+6hHtT5zaFXPPxhF8h03S9 +UgQDSRXibxgwcGJPsTcKjw/7qYRSoaSPR10f9xiJ0gd4n3xk84OgCk44NYpLhXYK7l6eOMvmUrA vU7/AOcKiZlIri1GuwfjzhsmA6kKyQZU4emEqwaYq9yo6DXrAxiYZJvhNTfD+phIgRUQuo6eJ1n3 puJBcDykprzjsi4H41DzTwHl61MEBRo5dNkIP+VLCQoL2nab3iStbRUDw6fvAwN4VPnr/eX85yZ8 x/UwrCxTQ8hU5dPXAkRi/wC3UXfN6zHJawcJBJzQ8MiOUlisoA2p2UwRQ5IEFN2b28msfpnZiPS9 Ovhw2EOKN+5lNMaWDzufvKPlXbe3X5wIQmSp+NZMKz5fzj1wuoQfeGaw9uvzox3QHa1/rBEDuDf4 MUbQ42N/BigTR66Pr+8Mv1aReT+rMmhJyiGFS9lCA+MFFY3FJ674haSMVoxKau7Ni4KjHPrADYeX j0xUG3J0X9GFR9gJ9v8Av5xOWFB8H+cbGKVPdxiTgjrxvEYcjE406/cyaAOF7p/y4NbVvX7MHnCM 4YA0CJFxgj1tf5MJje7cPrGgGAljr6cKajOhzhS6PNyVrl+cTmeWNGjBe0VO5iMIeecow+gp95GK +Dy4a8ujtrhBoreH+HPK+uMRIjV/3XLYljdny+X4MAa/TT/nFBSSnjirjKTYX325TyAzetP8i4Io YU2mvH9YlnQ5vL/uv3zjb8Gq03jS13QPjESoj/eup3x6KR78vx1zScus6n8GEtgOpxf5cmlF7evk +Mhgva0PRiioQgdHfAjlMHZ13iwswsM7aT0GXjzKhOm6HHQ3xg6QrHt6EbDmfbOb4vJZOfxcXBNo ULXvsET05XjmykoC6obmJLkDrTbno+DIFIrsDeUjeMoHnABF5l9dblObYTUqhHF3vw7+8IQ8wU16 nP1/3AIM6jB26YjYCg9xwkyusCQX1jhfQkwUGCp0L+c4fWiNH8Y7FpNJ/wDXKFlVKXy/8zXRKNT9 sMDo1WJ8ZOzTcw+k/eP6RYjz5Q4wzsJ5267Y84Actk8I7xBU5Uut/bgcJFOkPnEh6MAA55J+MR5I QfkxHCoUKRCPXf6awQyqhTb3En4wJ5FCfLzg6Q1MPj7x10Aro9oXCzmgC/bnAMp53T4uv1hcU8p4 PjTnIJZovlf4c1jxQ/P/AHg2AOCrfg4zRxD1S+OphgCyyCD5xGoexV8/73lSz2guEmG+F9c/owmK /D8C9PjEOXIsh6f5cA0GgbT2HqxsoCa/nf4MZHLOn9uDN9I0q2+DDsoNg49vbjLS8AOHfDFC/V/4 ZLAH7Do/OI4huvEMk5RB41jMw3GkjNOLFhqcnT85ArdRvB0/jGTVpoNHI984waAoj1HN4EunquIF qbk0/wBOKtQ1RgN1YlbD/dMaEi65Pr/esYVbeoYQTR2cLLB/P84PlCf4wB0dgJ9a1jiAI6q4NSvk xG8RyTByFTmOMTVchZIecAquKGdbOO2ExQclA5VeVf3g8VDeHAJI6d89euSlKQkr01y89MRIOoWw NHvjsYTkAMvDrjnviCoDRdr4+uPhxQFyiCo9I4LiUUkNi0uyvTjgxHRB2LAdcrt95I4DiiI+D695 vSuH/H+MQCVUXDhIWbWnlP8Ae8e4t57DDYLbXTGuA0rWJoWvtzjSCcW44QZ5scIrR7/nNz6JnkxY j6mHyD8OO55WWeKNfVecHrVDw4db8bcAbYWN3EFfGUCRKXtqxRNUcOeUCTfNxx1JjlOqNtikA4Wh pOF+8D4kWH2Szh9nfASFhR2jy8APXy+cGIZSnx6buCYPIu+4i5urA2XHaM/0wlNqSB9pRwKC2QK/ Js/OSnSDf6DZiBCh5j9m8MO8ZAy4+b5exHJULWH4TBBA9dATz1y7HiaRfLOcihU7Tbxx/OdRGev4 H4zrfGU5eri281Uq4eN4faN5KXmSn4y2V65i/QHPSHhvnnBCZBto+hrhUIXlefHH0cJNCBAh+7jc p20KV9D+MsRTnKHy/wBYiJHNQn4/nGYlcUt+f/c5UUUivl/Q4EWzYV3wBt+OuDFJ07/z3l5qOA4n V/rLY9xWKvWriQkdzb66f64nhSSde8Fi8BpfQzlgBf2XplMB4W34DGB0eB/Kavxlsf2br1BB+8lA dBEHcczG6AbFl8zHJXgHgbgz8+8SkmrYd3TtPzlUSKhOA/6mI4IjTlDFVgLs0u8uUDI06zZlLEaA 9B2fufGHuzRZxwT9P3jWFiLdHZ/j67ZQIj4H9mIUF5Q6MI3axNeEezmj6AqbPDktBPI7D/fONTQK 1BPnn94HV0V1n4yIdYGZ7emIYn7TfL/GdE7lCX25opV4DnAGgvtwF5SiHu8YCJBLqqfGDaH1AYec TJ7Eh2Cow179ZUOqK2HQA5x0EJzPFPG9P7xwMfIeuZN8V/jC2EypLS6e2/Q4Obsir/6y3ditOjrz 1coKB3tC23fJPnHJr0bEKbb5X7wjRsNqDN9FP9zhoKhV0y8M05qBJQ9i5jOmEYN03vfZ8ecSAI2w WOjDntcG0Jb1v30s+8HJR5s38y/vKZL3HVwoR3a2/t+fyZogG+d++f7xk7g6u7vz/wC47l1z2mLD gA6r9Zp1neIb8v6yph0Bw/0xCuLZr4PGVSF3yDELpJAfa50DPcs1obiN2/6zBcMAgECh4CQ8YhtC FB1I6GbJ9OEbdpQp1Fuh/rDN8khe4l56Y1KBaCb4RaeXZ84d2RaXs26v7zqC5QVev4ymTiyiO+/j NMQryvr1Hjn3xhTUWsWvR3/OSAkO112m9PzlCNnhj9PH395AtzAEe+P785EDuLQfDsxK2F6Ini1w YHKkKngP7xQAMNKvS8/xi9tmAEffL847Sl4qTzb+zDJ17vA9iT0/Wbja2dJ4tD6Y8nHCg9qofZiu 4Ozh/wA/dMWdXxCfnZf0wArkqn83n25QRJRGK7f75wkvmwr+B+MEjVQN9nd4MYVN0sT5hckKndWC +81B1dUm/armhzd2lnjl86yXQmtB8Th0iE0Jfg/l0YikK64p9vFyMR7Krz1vjnAs30sL38vx6wIA tIIdIdK+/vjBegUg8X+T4xyAsE08FTr/ANmMwhAoZ0/2sOXiQm2sA15x78SXYOh/ucJwihK+2339 Z2ooqfQNr4wXZQh3Ky7357ZWpDxkduFeOzFylnBSqA5Ax6CJvZ3fGOig46EXw7YuLXr5N+OlyYFN RV0aN8XjAgdy6VKcvx84qy4QD0mj4mF9N0hfM66ckihhueYzmd8mBNIUfI5YRzAGyf8AHecSOB8A o5nj+sCVJQ2f1U/PvHohNAHLeuT1ghAcjF9aeefOOxQRNsSAy6gYgBegJ39YJoDWmj5GfnN9Y5Gn 7fVxJGObsO203h0XsyhNMP8AunF8iBDoE097+jDSaSigYT7/AIyVqaKXoH6w53ohaOECdQ17xNh1 Arua+OcmgTz05TOxcJhiRKDW1PJb5x5ghtRIFTs6+cApy6xDjb/tZqTtJycfyPzl8ICgkJydf9MF 8+xzPs+MLVrtEDzL0xWQmuidHZpcHokV9prwTIgpNh0nh0+xOcRpXYVvYx/ZrAMskNaO/k+EMeoI NgWPWn6vrAgKrvo/j9YpKDd038/3jDuerqJ04OE/J1vHjWj84JMdygFnbUvrEMSGtqPdHt0zYLem k9AcPeOzHGoPOgD1ikw27d1Tb4xdyN6CZLq+BSchI7KfOK6rNq+DnBMFiDsf23+/eahS7Wq75Aso WMb1nbNcsVlQ7nnB9vsFiTsoxzoSRDtel7e7PXGEABGi59XAqosoeQOx6csMPWG3ez7+8J8+TT4l nzHKSntIfF/R8YaYOE63skPvBFA6KH3hVA1TWvVMvxionCoPyl+HGdkVAP40/ObKnUQjs8/dML5X /YDb9ZtGrkL6qfwZ0ybI/VG/oyrc6AMfKeMHkB1P6GG5gzRL2Cj8HzhZXhoF54/W8IoWLzflbmTC B0Bp+5+MUgC2BL7aB7waDtwv70/rHcthWn3V/G/eO9hghey9D/UxrSadx4v83GCl6VC9+/1944G4 GtWeI8sPDgB9SCB7+B8+M02dwYueL/OMytKqFKAfwcHO8ciwio6mum+r2+yhQn1TA6+fwcjMA75l gqWqTR463H0UAU106cBz/wC5tlFrwU6/1jzhCUY1oPq+NY62rAHif78YIVUDyo0v4yMoBOAQQ/Zi bGRAaDd7xIhOoag9Xn8ZqaTYqvC/vBW2ulTdO3nDUOFeVGPRNfeKHIwEX+rMgR52xl04bpB1u/8A dPAte7iKev4xcnPMA8lnGIeg6/jmnz+870N2HcmaqBSS/BnR6AfJG6YsDUYEfi6TxiuiXYb/AGTA 71EQeH61lJ31m73KfyYp697ndNu3Se3y6Wdp6quvXf8A3AmboYvS/eEDvLaB/wCfrHpnJtUdV45+ sIeFSIPobcVIxRZUjfyXEkBThVeXf8ZzpoAR3+zv7xotZsaFu+nHxh0SzosIM+d+3LC04BGzhXTp nrtimzUAb0fnYj/eQiDbjY6Xv753loHBHcdjKh7fZOR41lFIHC/7b/bxD1MoR6IdePmdeMviOKmL 0QTDBAS6Cvu3PDislpVJPM0P1hY4G6I+eX04+ChNv4zj5yUZWpVfXTExugfwDZ8jjxauybHeoPyZ 3+JOnupufDnAWaKDwiJ9mOjisR7G9l+D1jEH9U+9n9GCibZrvrUr6MWVU8vP54xuLicgX6ObWWpF zHfrHoMESfUE7J4ZTgVUInC9SPzhGv6Tl4Z0ybrrLR6jXphLhekb6JzkusjAHxuGas20xB6VT4vv GOs7GCcNDT83JZTNtjr1qX4H1jFWbLB9C4aCg5pexr8HxiXz89ztCPWs7yffzYv0YHoGgCHjQO+A hLkZX0K/HzilDRBCO9WPw4NJBob5MEFHzNr6mr4MrBzgC+1tO1wEPLMU/V9LHkrbX6ldH1iWOZyI 6dl6uAgWaJZ4CvzM0nIWyHoTODoYhEMgufNV+44EBgQoP5wWlSyN9kbfWsPiLp6fTRQ809mKQGha vOj+T7x9TErv6aKD8L6wSwIOgDwJd8d9987/AGoT3Rr9r4M1gXQpI71CdXB2swgIktd5VBYBC9UN M8u385QCnwPZbo748vNdAJ0Jx+8gsfSG3rtwdDKre70aTTydXo+c3FNYNWqs68+CYsboqZQNgNa2 vtxyCjZu25mtDQbzzmnqq/OXIV3WAKfM/OMlky3gKvsD5xAKMN67v8YCWhlTm3r8Y2FhDKFWG8OJ Ghuqr6B+clCWhCo7PeX+sP2BvHjf24YaWiUWfyZJreK34MgjeFB+N/hO56w1rQir8LPeaa2FiC69 J/DzgjQWYK46bd9OTNLFKOducOFW8L2y6f8AXEAsZzvQ7j/pgps5Cy/JxhrDd4A8Oh/28I6ZI4Cc 9K7DfrCCusFB23u7h1fAzcumRpyu+VevvA0+qoEOOu5fv1ksFlJJat62TxiaaDqtSG+NTFQkeEgI hPLmn6O4pTjzZiLaVdgtTrObjxNI0sGvu4TJERsTzoTG3jCok0FOgq9wwxY3bdmnfCV93xiAo2zF rUXrdfOWPKNNWvma3hCNurh65jp8Zudc7zynTXZ5yN5fXV+uP1nG+4UroxL+nD0dadTujz+fZghZ 0XuFnXK8EaaTelbPv3mhbnIX7OsfznEUjZ/6eplHVGqW9acPzln0wcfK2fBkic3GvwkG+kypwmVG fNRwdFT0gHy3o/eHAa1t+JH847Z6ipPmOxycicO/Te+nBzpdzF6OpoIwIiH3pABxOp+XIjQUY395 DSKJE1E/b95pYQXWAhAxBFTR17cJqKl237cJgYATSUo7w26a7Dt2DGDugGhvXe+mFHhLA/Y4RyRS I/J/WGUycgv5uWHo6ND0afkcQmAyCDvR/ExUixpdno4Mtdew0S6eb85pPecv7cDdQ7AXfIc5QyXe g53d0WONl1+MkVwupp24PiY0IkBTWdEPxhBBBSEMdFfRN71UfxMf0+nYNq+jJuVReny/xlvsG+RB PpfvJGABgamJXqcFhC9Y4KcA3Suut5wXIwRqK8HY8GPr+NmLi2igEdOV7twq7BQWg948vvJVSE7N 7zCsl+TTJvuE4wGnAopHplUANEUAnphNKHkfzgaFqnAbUnYx1yQJdAY56wvjHFSsxSYl7iHfhzUD sO7hiGGBtR9HfxmmydzTXrABrWTt/e5wYLrACkGXApr9Bh6GrPyYBgEI/f7zb1v8595P4x1mgw9T ELJoqfWScJJ/HrI9XPHIzI5KdA448480AEIRFna4l2HRdXAqqUSErWACgLw7mJ1XU3kPnnrhJnmC JVwHg+0WLPTgOhiGxERoV8V+gwmIIKiL9q33jszA6JN7wHSZOkWc+MBK5svTxefOCJCl7CDr5fvH RFtJLDc/LiqUMKu1s+sJLKrEr3yDO8gxA+tYEBP1JPyGIh2KrtXqwawoy+OL8Gfnv0ZtfuyB4884 DskQYFZDxV+8YeDxAic9rjiNSIUeRNjjpCQGim5Ly4aJ8TYDz7+MpwWLUa8YQOgCnerrgBhUqD5N /HGCLtFIfbWEiGn4CkPxiVR8gHZN49XpTEbTlMYPgiXlHG8Glhs+x2wdIQN++P/Z ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0016_image003.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAAiAJ4DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDZ0bjR bAg5/wBGj59flFXiVxuc4Uckmuc0zxBAul2cQilZ1gRc4ABIUdOalvdWE6iOMMqkgDIxuP19q2dR WMVB3Na21aGaSSJU8vDAIzH74x19u9U9a1AWUHm5h8xj8qSNjd9MVlz6hA5jaJjyhiAZfTpn9axb 6OU3zpdzSPIp27ihYCsnUa23NYwjJ+9oi+3iO4JOILY/8DbmkGv3bEf6FCc+kp/wrKmVLSVo5Wbc vXbET/X3p8k0dpcGFzJuUAnEJxyAR39CKj21bsaeyodzaXXLrBzpwOP7svX9KlGvt0k0+YY/usDU Vy0GlW9o8lvJPLdDKg/Kq845A5q1aag0mm28klnbETTOrL5ZXCgLjB6g/MeapVar3IlCktrliyu0 vkZkhlj2nB8xcVbEJYcCsy+MVrFHdWwkCOGLBjnbggdR1+8KLfVJJPLGzf5n3cHBPOKqNeW0kTKj C14s0ijRtjv7VG95BaviRvm/ugZpyXEW9QzjkgYzTL7RdNjuJUj1CPcZ+V2P+6HPBrSVSVtCIxjf Ucmuwp92NyPpTJdbgkOfIc/iKsxaLowtpHlvoYjuAOUYhOvf/PSm6nYaHYQNOLmGdljXEKRtlyQO c/jmsOap3/A2/d9n9/8AwCt/bcI6Quv0IqeDW/PmSCKGV5JDtRVAJJ/OsQX+meSVfT8ENncfStXT LWzPibRZrUxxEssjR87j8vT+v40c0+r/AAD930X4m/beHtRur+GbURElpHz5BbLOccE44GPrVu90 ue1GbaTzkPSNz84+h/i/nXQMSSflxUMkavJGzjO1sjPY4NHM9ybHFtNICwB2kcEEYINUpCXbLHJq 54v1q1ttUCOrZEY3Mo96wjrtlxuLocd1rohUitzGUJPY5i20l47e2uVMrAxK23JwCR2wOlXYZ7af KXEMxRRt2ENyfXpWzpbbdKs15GIE4PX7oq+jZHNcmx1XMNBZrDiOOJNpDBm3DB9easXCb4zK1qsp PJZZOD+ta2Eb7yqfqKAIwMBFH4VOojAtUhuJB9psAxc4MhkJP5VrNpVhJJvktwzHGSzHPTH8hVnC DkIPypARu4GKYBNYW91s84O4jGEG84X6U+OzhjiESq3lqSVVmyAeOf0FPUkjrTwSO4p3FYje0hlj EbhigBG0MQOSD/QflSLYWyFCsZBj+7hjx3qfefQUm4+lFwsOkIOP3MGB/wBMVohCK7SGCCQv1DRn H6GmFj6frQCeo4P1poLE7eWyGNrS3KnthufrzVe4toLgAPGFI6bOMcYqUZPU/lSMwXAHU9BQFinJ pVo67GQsMY5NQx6RFDfxXsM0iSwkbcewx/KtAnHQ8+tMLCi7CyNg+Kb1OltBJwOCxFVbnxhf7kJ0 0KFOSVckHisxm560bvepaYzD1S4OoXss7MEMh+6QeKoNbg9drn1Oa6lwj8Oit9RVSaxtWwVtwT7N trJwk+o7mDYzS/Ybf96/+qX+I+gq2s82f9a/X+8aKK3ZI77RNn/XP/30aXz5uP3r/wDfRooqRief Nx++f/vo0izzbv8AXP8A99GiigCfz5sn98//AH0aUXE+R++k/wC+jRRTAUXE+f8AXSf99GkNxP8A 89pOh/iNFFAC/aJv+e0n/fRpVuJsf66T/vo0UU0Id9on/wCe0n/fRqMXE/nH99J/30aKKAA3E3/P aT/vo0155sf65/8Avo0UUhkck83mf61/++jTRcTY/wBdJ/30aKKAFM83/PZ+/wDEaQTzbj+9f/vo 0UUAf//Z ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0016_image004.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh4gH1AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADg AfQAgQAAAAAAAMDAwAECAwL/jI+py+0Po5y02ouz3rz7D4YiJZTmiabqyrbuC8eyGsz2jef6XO/+ /+sBh8QizmBMKpcoIfMJ3TmjVNu0is02r9pulesNM8FiLbmMBiLTbOO5DefFu++5nbW+62P1vb/v 5wMYaJdHeGgyiNimuCjT6FhmGPlHeQhpiZcZOLk5h+n5FSo4etdZmgaKOrZ61Ap3+uqlKltEO3pb q5arS9orxrsZ/Hs0TGx1PJusuZwV27xkDO0iHVk9vfKMbbsddb343Z0YLi5ALn7OWT6Wvt2O/a4X D629LmWvNF+In1TPf6NvWcA4A4/5+ycH4ZCCjBQuZPgLYi+JaCjWOujwhUVZ/xvDdGyFMWOLj6tI mhEpyGQplbjKsQwVEiUNmTpeUrEpDGcmnZZ4sqJZDKgrocjQEbXi09rRhN2SOop51Ck4l0sfSUV0 9RLVqjCgEs1KCOxCrl3FViJLbStaPGb3tJWndi2Nt6bkMmtqN9uIvXz7+v0LOLDgwYQLGwaAOLHi xYwbO34MObLkyZQrNw5gObPmzZw7W8bsObRo0aBHmz6NerOB1Kxbu15c+rXs2Z5j076d2Tbu3bxh 6+4NHPfv4MRfDy/e+zjy5aNXM3+eWjn06Z+pA5duPftj59q7U8buPTz48KHHk8/O/bz6xObXQ2/v vjL8+MjT0xd/X/38/Nv5k/+37591+wUoHIHlGagdgAgyN+CCxjmoGoTTKShhcA1WiNqFBmqIYXMc dnggiMV96B+JIqpm4om5qWghi/25yBuFMLqW4oyR1UgfjjY6JuOOGfpIm47uCQkke0QWCcCRRSr5 H5LGMekjlDtK2R2VM/boZG1ZtmYleluyhuWXmnXpIpnUmalimGJWt6ZpaL7XpptvijgniHUudyeG asYpWZ4V+kkcoBDuySdkgjp4aHKFlpcogo1uiOSjBBK66GWVdibpbZmWuCl/neb36YOXojhqhKWu uOSpuYWao6psAslqfJSqGuuQkboqX63r6arfrbhONuupvJ43rJu/Alssfsf/3ujrstsl6x20VTbr 7GXSJljti7Bmy+O1XnLLmLeciXsmuROCGy616CZpLpzrsqcuusGW2u5z9cr3rpH5InYvnvGCO++o /db3L7cBXzrwiAVne3ClCQe6cLUNL/pwi6nuO3GhFV8XsbMZ87mxohfn+3GcIcfY8bIlt3nybi3D ti+7Mb+sacrHrrwmzUHa/CvOYuo8G9BJziy0qCTzjKvPXxZNI9KuGgZ11FJPTXXVVl+N9QIzbz3y u0pvyTSXTtMaNphcb4tx2dGdHSXRbK8rtNoZyn0a3cZ2Dbfdzb1to96k+R3i0XjLC7iWGI8tbOGY 8n2l24c/jjbJio/LOIyT/5MKudeI03v5mJWX6bjgored9ucSby5w56iOPmXommfeeumwy4s6wqq/ +nrkXt+O7+yNy8467YMDzPt3pqfpOtzHn1g8ssvfXLvDzff5vJ3JCx/875JXn3T0FE/PrO+WXw8w 93qSb7D5f6LPsPoSgm8o/NrmTvr24rc/vMHy8+j+oOyffj8W7c9a/ROY9zQ2wHQFEHnAo5/y8sew BMJsgcz7n8cKuCAJKuZrWdIgvCAoMQ/yC4OOsqDKSAipBj4we+NTIfYc2DcTQo+CdJJhz1A4KRt2 j4bWc2H5eNghEcoMiE87IMiEiEQjmixrTGyiE58IxShKMQQ4BJkSWZZEIv+uz4fp0+L7dFhEL/qP i/hjIejICEAzChCMtKpiidgoLDd6Co70kiOo6GhAMSIKjwiz432QmEU1MtB+gjwhCD0WSBhqb3d+ XNoVc5bIFdaPkXrs4yFVFskXxo6Qiuyi7vLWSLA98meZ/OEnCRfKDo5yaaX05CRBWUmHrRJsrSzj K1EZS4rNsoO1TOMtiZdKJ8WNj7LMZQ7ReEFjBgiQwdzlroipS2W+EZmGLGQNqTlDa/aQk5LsZgyx eUNpzhGcO9RmEKGpsWYSC51WFOcdyRlGc54Pnm105x/ZaTJ1NomecbRnq/hZR3/KCp8s06eyuKnJ hC4SlvKs5ymBKVBVXvL/Zr1M5kP1Z9BN/hKjERWmMyM1xZCKdKQkLalJ+ZLRb140gildqEop2dB+ rjSELW3hTBFZ0zPeFJM5XeNEe1bRam6UpR396DoBmseYjhGhpuykTmHqVF9qlKFRtehQaVrUn54T qZZU6h65WkyvZpCgOevpucAaTbGWEK3pzOo+mepKb7oUompN61Vx6ta7VpCt7azrMeFqS7naFKqC DexLqVpYqR4Wl37tq14pata97hSyeZ3qYulaVaFaFrOJtepmOdrYfGr1aUHN5mOBGtlrTha1lb3s YBGr0Li6lqihLehoyZbabZ42aaUN52p5m9ut/pa0wZ3ncHHb2rm+lrGZQTXtZ2nbXN/ulrjJXa5y odtZzc4Wq7Ut620TV9wtHhe81X3qc7kb3XJOF7nd/ZlRYdVb9Z4XkSetr33vi9/8OrEAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0017.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Grundwissen Mathematik
VS Stamsried – Klasse 9
= Arthur, Bernd und Carmen erben ihr Elternhaus und verkaufen es für = 1251 000 €. Jed= er erhält den gleichen Anteil. Arthur leiht einem Fr= eund seinen Anteil für 9,5 Monate zu einem = Zinssatz von 7,2 %.&#= 13;= Bernd verwendet zwei Drittel seines Anteils für den Erwerb eines = kleinen Einfamilienha= uses und bekommt für dieses Haus alle zwei = Monate 2780 € an Miete. Carmen legt einen Teil ihres Geldes neun Monate lang zu ei= nem Zinssatz von 7,5 % bei einer Bank an und erzielt so 18 000 € = an Zinsen.
a)Wie viel Zinsen bekommt Arthur von seinem Freund?
b)Um wie viel Prozent verzinst sich das von Bernd für d= as Einfamilienhaus verwe= ndete Geld pro Jahr?
c)Wie hoch ist Carmens angelegtes Kapital?
------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0017_image005.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhFgIhAHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAFgIhAIZfAABe AAB/AAB+AAB9AAB8AAB7AAB6AAB5AAB4AAB3AAB2AAB1AAB0AABzAAByAABxAABwAABvAABuAABt AABsAABrAABqAABpAABoAABnAABmAABlAABkAABjAABiAABhAABgAACfAACeAACdAACcAACbAACa AACZAACYAACXAACWAACVAACUAACTAACSAACRAACQAACPAACOAACNAACMAACLAACKAACJAACIAACH AACGAACFAACEAACDAACCAACBAACAAAC/AAC+AAC9AAC8AAC7AAC6AAC5AAC4AAC3AAC2AAC1AAC0 AACzAACyAACxAACwAACvAACuAACtAACsAACrAACqAACpAACoAACnAACmAAClAACkAACjAACiAACh AACgAADMAADLAADKAADJAADIAADHAADGAADFAADEAADDAADCAADBAADAAAABAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMH/4BigoOEhWJjiImKi4lkjo+Q kY5llJWWl2aZmpuZZ56foGdoo6SjaaeoqWqrrGprr7CvbLO0bba3bW66u7pCvkJDwcJExMVERchF RstGR87PSNFISdTUStdKS9pLTN3eTeBNTuPjT09Q6FBR61FS7lJT8VNU9FRV91b5VldXWP5YWQJm 0aJli8EtXBIm7NLFi0MvX76AmQgmTBgRGEWMGEGiY8cSJUyINHHiBAoUKVKmUKFihUuXLFi0mNnC hYsXOF/AgBEjhoyfMmbMoEGUaI0aNmzcWHoDB44cUHPo0LGjalUePHpo7eHDx4+vP4AACUI2iAAB A9KmJUCggNsCBv/iGjhwAIFdBAkSKNi7d4HfBQwCM2jQwIFhBw8SP4DAGEKEx48lSJYwofIECpgp VNhcwYLnzxYuiL6AoTSGDKhTa1jNeoNr1xxiy+5Au7aH27g/6N69G4Tv375DCB9OPASA48iPB1jO PICh54MYSV8kqTqkS9gtcdpuJpT3UqVSiU/TilWsWLRq4bLFi9cvYMKCGSuWTBmzZ9CkVbOGbRs3 b92EIw45TpiTjjrsvAOPPPXYg48+/PwDkEAEHYSQQlww9BBEElFkUUYaceQRCSCNRJJJKKnE0ksw yUSTTTnpxJNPQAlVlFFIKcWUU1FJRZVVO2C1FVdegSVWWWahpdb/AGy9BZdcdN2Fl158KfAXYIIR dhhiijXmGGQRTEaZZZlpxhlon41Gmmmpqcbaaq/BJltstdmG22285QkccMX1mVxyzTEHHXTTFTqG dYhmpyh3nHgXCnikjKdKea6cJ0t6bKzHXnu9/BKffPMdkwwzzeB3hDTT7IdNNtsAGGA4BBZ4Tjrs tPOOPPPUc08V+uzTzz8CDVTQQRhm2NBDEVFU0UUZbTQiiSGNVNJJKq3UEosx0VTTTTnt1BNQQQ11 41FJMdXUU1FNBWSQWW3VFVhhjVXWWUsy2dZbcs1V1115VWnlX4INVthhii3WGJhhTmbZZZlx1hma oY1m2mltZvAm/5xxzklnnR3ciWeeve0ZXJ/E/YlcoMsN+pyh0yFqnaLZMbqJo6BAaoqkp1BaqaWY Zqopp5368ukQoYqKDKmmnqqfqv216qqAsRpIa4K3Mqjrg/lECCyFwxpUrIbIdjjRh82K6FGJ0qJY 7YrYujgTjN3OCK6N4+ZoLo/p/miVkO4W+dWR8yqpVpP4QrmvXf1WeWXAWhLc5cFgirlwmQ5DHLFo E1ds8cVxbqAxBxx37DHIIYtMcskmA4CycyoXwrJ0LlcHM3Yya0LzJzajgXPOlFp6aXqa5gL0e0MX XR/SpqK6XxKr+ucqE1ATKDU6tSqIa4O79qq1P8FWSCyGYDuUrP+HzGLk7IhoizRtiimx/VK2L3KL k7c0/kR3UeTquBTeUKkLJN9aeZeR5EUWei2JcG7JV5T4RSW+LC5LAzNMwbyEMMmRqWFngpiaMlex i2mgc58Lncc8QDrdiGxkpzNO6lbXOte9jjqxi8TsMFG77txOFDbbHXl657ueBQ9obiDep4w3qvsk b2nVaJ7TABQ9ckwPQeuwntXokT0I/Yp7XLPQ144lPrEtC0TnO1u01Kc2FV3rfW7bVozoNzdx4c9u O0JX//R2lXYF0G/xQpIBB3evBBpOSolzIMAguKUJQg4yFqwM5TKIpg2yqYOcy5jGRDi6Ep4QBCkU TupUh7IWEuL/hTCM4SNmqJ0a3hCHkNKhzny3Bh/+bHieGmKojmdE/CiPaddw3tNgJb1ZUY9q7rje 1XhlRQl1r2sXUkj4OKQsspnPbB8Z44moZUYWrQB+b5OfjL5VIzfiqFxx7JH/9mZHIsELcAUU3Fr6 +KS4LBBxDezLIAPTOAk+jjEVVNgFMVM5DUrskW3yIAgnybERlvADl8ykCk3GQk8KApSKEOV1SEmJ GtrwdrlTJQ95hqkfwlJospwPLZeRtFsmsWnaeF4Ty+FLKNoqmFN0EDGzdsUJBcR7XgMfF5lJPjBC E1omWt/aztgibcFtfnLr5o1okL+7ydFH6wKgOQeoR3Xay0kK/zzclPz1QHpGkEuJoWDk9KlIDG7G co4sjeYEKsk5UfJOB01oJjfZUIdCtBESnQRFy2DRU2Z0d6vsYUdfySkhxoeIR6tlfqKxPCWmdJfg iFpLq1e1eGAPa74yZha/p8ydjm9s5QvRs9I3TfZZy5rYVGPcuGk/bzIVjvt76jjrOCQB/o2ASaoX AtupL0DG819+YdxXDYnPsUpmcmZ9WCP/qVZIvmmgbi1oJUkn1xTStZMOPcRdD5VXMuyVr6a84V9x FliOAo+w7THsMGZZRJIekbG4ZNVjmchLJ04WmAuy7DC1V9NjalGnG/rsF8s2WmkKtZptM6o22ajU uoEztuKkI/+7aotHdOb2gOzMqm+5Ok+BFfKeX0IkWRnGT0aCJq0UC2gkXxNC6cLVkidU6HUDlV3t 3rW73t1rX8WbQ8Bu9DyuXA8Q1Qsqkba3VLZEIn9yucRv1JelB6IsTPVLRcxuz6bC+m9nA+xFZ4oW fQYuY/uIes00HnWb9QvXUpsazrxFtZy2zWPgdJvhPzKQw8ElpOPCesjIjHiRZ/Un5gDqpue2dTYu zg2MTTfXFWLXrtvF8Xd3jNEek/fH6BmskD8Kn8OyN7HuTTJ8T8rk+To5sr2MMn6FWeWZZnZrN0Xm FrnczNCGMZpBFfNpExy/NSa1tWuG7bki/GYKnxO3e1wnVu3/DE88Y8mrH+ZzcUV83H2aKdDLHXRz VWxoFhO0TgZd9J5k7GgaZ3e73M3rpMNb6VT6uDysDDIuhhxLTxsZ1EhebKpILd//0BfV9lV1FCub q1bzV7Ox1vJCPNtlW/+UtAceM2rNvOBfq9nB+hu2m/8H5woj26q71fCdFdfheoLVYNP2c7XLWmJs n5i5KS50aw69MXBPF2TVPd2Mm1NjdEtax+ym2XglVV4ga3renC7ep+0Tan03FqX+PvWAAj61gU+5 4DI9OKyzzNmF07qnBAZzrqkpcV5n09esvfgbH6zxORa7b8euKp2X7U6tBlKeeYb2nlEeYpWPieXX Vu7LtR1z/9Sw1dvRtfmLqRvjRjP00Z70eXfXXTu/WpromIaFvG9Bb5Da2xgjzbczTLrkfqv0ybIS +Evzi/Uq0hThXM/plsNWa58WeOymdV9Re73aNN/vmxnnH1Q5bmyqzhnDdO/tyAWZdw/vXazU/juJ A49WmK91xXJKvJ0Wj/PGW7fcPD93pCcP9Mrz2N2Xhrdgz7vpwtZ7vfdmuuiVNurS6/LfU4dy1VfP 6qwXc+s4lUxeR3tg90y3lzZkt2topGBo53uuxWYQtnHkVHy3JXfIVzh1t2Ek13wmR1x9lzArN339 lG1rsm0yhzGIh2iKp2iMx2jf93jmBmk3Rn4URWlCd3njUf90mcZ+SOd+ngd/oHdkJaVkzAN1pwdw +vdLVsd6l+VqV+ZfXWcsXwdatid2CJh7ZJZaZ8ZgwIZxTkVsxAd3xpdOc4eBytdsG/hszmdP0vaB iSSCJpYm1udcM5eCNbd9LNh9Lqhz4Cco4jeD6lZ+MmN56Id56mde6tF+6fV+RRaE+DaE9VeEpRZ1 r4KEqbd/UkRl/vd6AChrAEaAVBh2YoR7QzVxDNh7bRRsbCd8szVhYliBx8dHyfdOW5WGwhVtfJdP IQhogieHhHd93ZZ9KoiHH9OC4+Z4f1JXkTd+gViDQecoQ5eDmfc7idiDi/iDjUgfQvhe+2Z/TVaJ +XeJSsj/fzHleq+GRQkXhcskYF52a0B1haVodqqFVGn3e6+1irIlYVIVZxaWbFdlhrR4d8Clhh0I YroofbxYfb9IhygojHdIG+FmjHyCjIACeS0kec1ISjYIjTgoHjqoeUfHeUkXUo4of5DYjZJoepAV jk8kZUy4X/+HjrEngFIIigNmgFZIRgmoe2V2ivTogKoYfPn4dncUd7GobABpd7/VVWt4ctDnd8jV cr3oGSgGjHXokKCTaMWoh8f4gsloka2DkRJFeYN4fuChUYdodDwokj7YaUCojY/IjU83iUfIkve1 hP1njk+4WbI3gF1Ue6KIa/CIYAvIez+Zil7YZm4XhkU5/4YXJotJqYHMR5DDZZDGhZDJpZAlWHib E4ye823ESELiNpFeWZExuIyAOJaCyCiEeJbv1grxFpKb0pZKF3/II2oo6ViUCD2o15KrVo5W1l98 SZPr2HBVOIqDWXaFeXao2GBrJ5RgOIGvKGdkeIF+lIHLh3eUiYtPCYKYKZWayUHcdpWfqX0QeXN6 4n18CIPhJ4MQ9XPOaH7t5prpB5vrV41seY1umY3EEHonOZcqiX+SpXqZ2HrBCXsBOGs22Y4PF2Y7 mYUU14CI+ZxfKIG0NZ39CHJ1hp1oOJm3+Hx95p1RSX2CtplW2ZDlOYznyX3puYcks3N+6J6gBJ8a +Yzf0f+Rk5KWO4ifs6mftVmSt+l08XV/UjegmEhwTah1Mpmgn/iXBfhlyKmTWGiKholmEwp8FbqY 0tmYsFidkHmdZ1iLHqpnbJiLlzmiIzh4JsqQH0RzWbmCW9miXbmeX3maF8mMqhmfZTmf4fGa5nGf s+BRtEmScGmScjmk38ibluibeAmcTiic6diXNemkoYiTUVpa8bic82ilzomlijl8WzpVXfqYSAmm AbmUJVeZbXiQaBqHVDmH44miLQanoimRv0Fu7BmjqPmeNFij8nmDhSiNOgqSa9mj7sGIRLN0QTp6 RKibdWmk41igSRqTWMaks0epNwmlgimlmbp7zHmYnXr/j9Bpoa7IpdRJqv9oqkrpbB9apt35hglZ ouJ5gm1qh28amnGlni/ahynzh7yakTO0kTcarB45ja0km8IzqJ9XqMtKf7lphCsJrS4lrTDJiUvq idfKU5Wqre/IrYTprZvKhWrnqRGopRdqrhlahuoqmdrZrk4ZovCamfJKaIaHfSn6kKLDoryRc/ua q/0qoy9EowFro4+Co6jwkdQYqOh1rNiYrLapWMwaic4asal2pFc3rRZbrRjrlxqbre4IcbrGk1pY cfX4gMLGivrYcUbppaXKW6fKrmT6siknotaWpr64prFar1j5Vnkop6RJp6bZnrs6o706tL/KkQSb o/aJ/4hKq4hMu59OC6RQ67AASqTgKLEumZcH2okKN6ldy6AH6LHKCbJbaHH2CIFtB6onK6rn6o8h x2xi2rJx64GsWreuejl4S6/QpaI527c7q69+wq+sA7SvI7SzI7BFm7hHa7CbZ6y7QGSRy7CTS3op abmKapcEiqQVe45a27nFCZiWuq2Y+rE9WaUie7pnO5SMybopa51uu662OLuWGX2t6nJ3O68165mz iq+jeasUeTJgqTJiKUpkyZpm2af1+aeM6zOO+7zIiliGipuVm6grJY4Tq70GR61QKKnf+6Rf66BT Ko+lW7ZBmaWqW67s+3Eq+74sO5AuS7tnarv2+6oLmcm3u4uzEcmVf9uzdSq4d5qaBLya3NGaCGyI i6uWPJqwPkqo/bmNEoyopna5VRutGLyJ3LvBxMlw4MuxYPugVPqtnNqFFPqprbiPHmeBX8rC2enC 8ruqMQx4dkvDuZu/5Lm/K+q7pTOnPBy4uvrD/5qnvrqnwEqfRqzASNy41vi4Pyq9TRe1D0uXVEt1 VHy127uXkZrFU+i1DUqK5Du2EhquqIu2RJnCaNy2Itehsqt37gqzfyazJIi/nVnHoHnHcfq7Lhq8 PhsAgQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0017_image006.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAAiAJ4DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDZ0bjR bAg5/wBGj59flFXiVxuc4Uckmuc0zxBAul2cQilZ1gRc4ABIUdOalvdWE6iOMMqkgDIxuP19q2dR WMVB3Na21aGaSSJU8vDAIzH74x19u9U9a1AWUHm5h8xj8qSNjd9MVlz6hA5jaJjyhiAZfTpn9axb 6OU3zpdzSPIp27ihYCsnUa23NYwjJ+9oi+3iO4JOILY/8DbmkGv3bEf6FCc+kp/wrKmVLSVo5Wbc vXbET/X3p8k0dpcGFzJuUAnEJxyAR39CKj21bsaeyodzaXXLrBzpwOP7svX9KlGvt0k0+YY/usDU Vy0GlW9o8lvJPLdDKg/Kq845A5q1aag0mm28klnbETTOrL5ZXCgLjB6g/MeapVar3IlCktrliyu0 vkZkhlj2nB8xcVbEJYcCsy+MVrFHdWwkCOGLBjnbggdR1+8KLfVJJPLGzf5n3cHBPOKqNeW0kTKj C14s0ijRtjv7VG95BaviRvm/ugZpyXEW9QzjkgYzTL7RdNjuJUj1CPcZ+V2P+6HPBrSVSVtCIxjf Ucmuwp92NyPpTJdbgkOfIc/iKsxaLowtpHlvoYjuAOUYhOvf/PSm6nYaHYQNOLmGdljXEKRtlyQO c/jmsOap3/A2/d9n9/8AwCt/bcI6Quv0IqeDW/PmSCKGV5JDtRVAJJ/OsQX+meSVfT8ENncfStXT LWzPibRZrUxxEssjR87j8vT+v40c0+r/AAD930X4m/beHtRur+GbURElpHz5BbLOccE44GPrVu90 ue1GbaTzkPSNz84+h/i/nXQMSSflxUMkavJGzjO1sjPY4NHM9ybHFtNICwB2kcEEYINUpCXbLHJq 54v1q1ttUCOrZEY3Mo96wjrtlxuLocd1rohUitzGUJPY5i20l47e2uVMrAxq2MnAJHbA6Vdhntp8 pcQzFFG3YQ3J9elbOmNt0qzXkYgTg/7oq+jZHNcjOq5hoLNYcRxxJtIYM24YPrzVi4TfGZWtVlJ5 LLJwf1rWwjfeVT9RQBGBgIo/Cp1EYFqkNxIPtNgGLnBkMhJ/KtZtKsJJN8luGY4yWY56Y/kKs4Qc hB+VICN3AxTAJrC3utnnB3EYwg3nC/Snx2cMcQiVW8tSSqs2QDxz+gp6kkdaeCR3FO4rEb2kMsYj cMUAI2hiByQf6D8qRbC2QoVjIMf3cMeO9T7z6Ck3H0ouFh0hBx+5gwP+mK0QhFdpDBBIX6hozj9D TCx9P1oBPUcH600FidvLZDG1pblT2w3P15qvcW0FwAHjCkdNnGOMVKMnqfypGYLgDqegoCxTk0q0 ddjIWGMcmoY9Iihv4r2GaRJYSNuPYY/lWgTjoefWmFhRdhZGwfFN6nS2gk4HBYiqtz4wv9yE6aFC nJKuSDxWYzc9aN3vUtMZh6pcHUL2WdmCGQ/dIPFUGtweu1z6nNdS4R+HRW+oqpNY2rYK24J9m21k 4SfUdzBsZpfsNv8AvX/1S/xH0FW1nmz/AK1+v940UVuyR32ibP8Arn/76NL583H71/8Avo0UVIxP Pm4/fP8A99GkWebd/rn/AO+jRRQBP582T++f/vo0ouJ8j99J/wB9GiimAouJ8/66T/vo0huJ/wDn tJ0P8RoooAX7RN/z2k/76NKtxNj/AF0n/fRoopoQ77RP/wA9pP8Avo1GLifzj++k/wC+jRRQAG4m /wCe0n/fRprzzY/1z/8AfRoopDI5J5vM/wBa/wD30aaLibH+uk/76NFFACmeb/ns/f8AiNIJ5tx/ ev8A99GiigD/2Q== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0017_image007.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh/wGnAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAD9 AaUAgAAAAJnMAAL/jI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho eIiYqLjI2Oj4CBkpOUlZaXmJmam5ydnp+QkaKjpKWmp6ipqqusra6voKGys7S1tre4ubq7vL2+v7 CxwsPExcbHyMnKy8zNzs/AwdLT1NXW19jZ2tvc3d7f0NHi4+Tl5ufo6err7O3u7+Dh8vP09fb3+P n6+/z9/v/w8woMCBBAsaPIgwocKFDBs6fAgxosSJFCtavIgxo8aNlRw7evwIMqTIkSRLmjyJMqXK lSxbunwJM6bMmTRr2ryJM6fOnTx7+vwJNKjQoUSLGj2KNKnSpUybOn0KNarUqVSrWr2KNavWrVy7 ev0KNqzYsWTLmj2LNq3atWzbun0LN67cuXTr2r2LN6/evXz7+v0LOLDgwYQLGz6MOLHixYwbO34M ObLkyZQrW76MObPmzZw7QyoAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Grundwissen Mathematik
VS Stamsried – Klasse 9
Arthur, Bernd und Carmen erben ihr Elternha= us und verkaufen es für 1 251 000 €. Jeder erhält den gleichen Anteil. &= #13;
Arthur leiht einem Fre= und seinen Anteil für 9,5 Monate zu einem Zinssatz von 7,2 %. =
Bernd ver= wendet zwei Drittel seines Anteils für den Erwerb eines kleinen Einfamilienhauses und bekommt für dieses Haus alle zwei Monate 2780 €. Carmen legt einen Teil ihres Geldes neun Monate lang zu ein= em Zinssatz von 7,5 % bei einer Bank an und erzielt so 18 000 € an Zinsen.
1251000 € Erbe
Arthur
Bernd
Carmen
 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image008.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhFgIhAHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAFgIhAIZfAABe AAB/AAB+AAB9AAB8AAB7AAB6AAB5AAB4AAB3AAB2AAB1AAB0AABzAAByAABxAABwAABvAABuAABt AABsAABrAABqAABpAABoAABnAABmAABlAABkAABjAABiAABhAABgAACfAACeAACdAACcAACbAACa AACZAACYAACXAACWAACVAACUAACTAACSAACRAACQAACPAACOAACNAACMAACLAACKAACJAACIAACH AACGAACFAACEAACDAACCAACBAACAAAC/AAC+AAC9AAC8AAC7AAC6AAC5AAC4AAC3AAC2AAC1AAC0 AACzAACyAACxAACwAACvAACuAACtAACsAACrAACqAACpAACoAACnAACmAAClAACkAACjAACiAACh AACgAADMAADLAADKAADJAADIAADHAADGAADFAADEAADDAADCAADBAADAAAABAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMH/4BigoOEhWJjiImKi4lkjo+Q kY5llJWWl2aZmpuZZ56foGdoo6SjaaeoqWqrrGprr7CvbLO0bba3bW66u7pCvkJDwcJExMVERchF RstGR87PSNFISdTUStdKS9pLTN3eTeBNTuPjT09Q6FBR61FS7lJT8VNU9FRV91b5VldXWP5YWQJm 0aJli8EtXBIm7NLFi0MvX76AmQgmTBgRGEWMGEGiY8cSJUyINHHiBAoUKVKmUKFihUuXLFi0mNnC hYsXOF/AgBEjhoyfMmbMoEGUaI0aNmzcWHoDB44cUHPo0LGjalUePHpo7eHDx4+vP4AACUI2iAAB A9KmJUCggNsCBv/iGjhwAIFdBAkSKNi7d4HfBQwCM2jQwIFhBw8SP4DAGEKEx48lSJYwofIECpgp VNhcwYLnzxYuiL6AoTSGDKhTa1jNeoNr1xxiy+5Au7aH27g/6N69G4Tv375DCB9OPASA48iPB1jO PICh54MYSV8kqTqkS9gtcdpuJpT3UqVSiU/TilWsWLRq4bLFi9cvYMKCGSuWTBmzZ9CkVbOGbRs3 b92EIw45TpiTjjrsvAOPPPXYg48+/PwDkEAEHYSQQlww9BBEElFkUUYaceQRCSCNRJJJKKnE0ksw yUSTTTnpxJNPQAlVlFFIKcWUU1FJRZVVO2C1FVdegSVWWWahpdb/AGy9BZdcdN2Fl158KfAXYIIR dhhiijXmGGQRTEaZZZlpxhlon41Gmmmpqcbaaq/BJltstdmG22285QkccMX1mVxyzTEHHXTTFTqG dYhmpyh3nHgXCnikjKdKea6cJ0t6bKzHXnu9/BKffPMdkwwzzeB3hDTT7IdNNtsAGGA4BBZ4Tjrs tPOOPPPUc08V+uzTzz8CDVTQQRhm2NBDEVFU0UUZbTQiiSGNVNJJKq3UEosx0VTTTTnt1BNQQQ11 41FJMdXUU1FNBWSQWW3VFVhhjVXWWUsy2dZbcs1V1115VWnlX4INVthhii3WGJhhTmbZZZlx1hma oY1m2mltZvAm/5xxzklnnR3ciWeeve0ZXJ/E/YlcoMsN+pyh0yFqnaLZMbqJo6BAaoqkp1BaqaWY Zqopp5368ukQoYqKDKmmnqqfqv216qqAsRpIa4K3Mqjrg/lECCyFwxpUrIbIdjjRh82K6FGJ0qJY 7YrYujgTjN3OCK6N4+ZoLo/p/miVkO4W+dWR8yqpVpP4QrmvXf1WeWXAWhLc5cFgirlwmQ5DHLFo E1ds8cVxbqAxBxx37DHIIYtMcskmA4CycyoXwrJ0LlcHM3Yya0LzJzajgXPOlFp6aXqa5gL0e0MX XR/SpqK6XxKr+ucqE1ATKDU6tSqIa4O79qq1P8FWSCyGYDuUrP+HzGLk7IhoizRtiimx/VK2L3KL k7c0/kR3UeTquBTeUKkLJN9aeZeR5EUWei2JcG7JV5T4RSW+LC5LAzNMwbyEMMmRqWFngpiaMlex i2mgc58Lncc8QDrdiGxkpzNO6lbXOte9jjqxi8TsMFG77txOFDbbHXl657ueBQ9obiDep4w3qvsk b2nVaJ7TABQ9ckwPQeuwntXokT0I/Yp7XLPQ144lPrEtC0TnO1u01Kc2FV3rfW7bVozoNzdx4c9u O0JX//R2lXYF0G/xQpIBB3evBBpOSolzIMAguKUJQg4yFqwM5TKIpg2yqYOcy5jGRDi6Ep4QBCkU TupUh7IWEuL/hTCM4SNmqJ0a3hCHkNKhzny3Bh/+bHieGmKojmdE/CiPaddw3tNgJb1ZUY9q7rje 1XhlRQl1r2sXUkj4OKQsspnPbB8Z44moZUYWrQB+b5OfjL5VIzfiqFxx7JH/9mZHIsELcAUU3Fr6 +KS4LBBxDezLIAPTOAk+jjEVVNgFMVM5DUrskW3yIAgnybERlvADl8ykCk3GQk8KApSKEOV1SEmJ GtrwdrlTJQ95hqkfwlJospwPLZeRtFsmsWnaeF4Ty+FLKNoqmFN0EDGzdsUJBcR7XgMfF5lJPjBC E1omWt/aztgibcFtfnLr5o1okL+7ydFH6wKgOQeoR3Xay0kK/zzclPz1QHpGkEuJoWDk9KlIDG7G co4sjeYEKsk5UfJOB01oJjfZUIdCtBESnQRFy2DRU2Z0d6vsYUdfySkhxoeIR6tlfqKxPCWmdJfg iFpLq1e1eGAPa74yZha/p8ydjm9s5QvRs9I3TfZZy5rYVGPcuGk/bzIVjvt76jjrOCQB/o2ASaoX AtupL0DG819+YdxXDYnPsUpmcmZ9WCP/qVZIvmmgbi1oJUkn1xTStZMOPcRdD5VXMuyVr6a84V9x FliOAo+w7THsMGZZRJIekbG4ZNVjmchLJ04WmAuy7DC1V9NjalGnG/rsF8s2WmkKtZptM6o22ajU uoEztuKkI/+7aotHdOb2gOzMqm+5Ok+BFfKeX0IkWRnGT0aCJq0UC2gkXxNC6cLVkidU6HUDlV3t 3rW73t1rX8WbQ8Bu9DyuXA8Q1Qsqkba3VLZEIn9yucRv1JelB6IsTPVLRcxuz6bC+m9nA+xFZ4oW fQYuY/uIes00HnWb9QvXUpsazrxFtZy2zWPgdJvhPzKQw8ElpOPCesjIjHiRZ/Un5gDqpue2dTYu zg2MTTfXFWLXrtvF8Xd3jNEek/fH6BmskD8Kn8OyN7HuTTJ8T8rk+To5sr2MMn6FWeWZZnZrN0Xm FrnczNCGMZpBFfNpExy/NSa1tWuG7bki/GYKnxO3e1wnVu3/DE88Y8mrH+ZzcUV83H2aKdDLHXRz VWxoFhO0TgZd9J5k7GgaZ3e73M3rpMNb6VT6uDysDDIuhhxLTxsZ1EhebKpILd//0BfV9lV1FCub q1bzV7Ox1vJCPNtlW/+UtAceM2rNvOBfq9nB+hu2m/8H5woj26q71fCdFdfheoLVYNP2c7XLWmJs n5i5KS50aw69MXBPF2TVPd2Mm1NjdEtax+ym2XglVV4ga3renC7ep+0Tan03FqX+PvWAAj61gU+5 4DI9OKyzzNmF07qnBAZzrqkpcV5n09esvfgbH6zxORa7b8euKp2X7U6tBlKeeYb2nlEeYpWPieXX Vu7LtR1z/9Sw1dvRtfmLqRvjRjP00Z70eXfXXTu/WpromIaFvG9Bb5Da2xgjzbczTLrkfqv0ybIS +Evzi/Uq0hThXM/plsNWa58WeOymdV9Re73aNN/vmxnnH1Q5bmyqzhnDdO/tyAWZdw/vXazU/juJ A49WmK91xXJKvJ0Wj/PGW7fcPD93pCcP9Mrz2N2Xhrdgz7vpwtZ7vfdmuuiVNurS6/LfU4dy1VfP 6qwXc+s4lUxeR3tg90y3lzZkt2topGBo53uuxWYQtnHkVHy3JXfIVzh1t2Ek13wmR1x9lzArN339 lG1rsm0yhzGIh2iKp2iMx2jf93jmBmk3Rn4URWlCd3njUf90mcZ+SOd+ngd/oHdkJaVkzAN1pwdw +vdLVsd6l+VqV+ZfXWcsXwdatid2CJh7ZJZaZ8ZgwIZxTkVsxAd3xpdOc4eBytdsG/hszmdP0vaB iSSCJpYm1udcM5eCNbd9LNh9Lqhz4Cco4jeD6lZ+MmN56Id56mde6tF+6fV+RRaE+DaE9VeEpRZ1 r4KEqbd/UkRl/vd6AChrAEaAVBh2YoR7QzVxDNh7bRRsbCd8szVhYliBx8dHyfdOW5WGwhVtfJdP IQhogieHhHd93ZZ9KoiHH9OC4+Z4f1JXkTd+gViDQecoQ5eDmfc7idiDi/iDjUgfQvhe+2Z/TVaJ +XeJSsj/fzHleq+GRQkXhcskYF52a0B1haVodqqFVGn3e6+1irIlYVIVZxaWbFdlhrR4d8Clhh0I YroofbxYfb9IhygojHdIG+FmjHyCjIACeS0kec1ISjYIjTgoHjqoeUfHeUkXUo4of5DYjZJoepAV jk8kZUy4X/+HjrEngFIIigNmgFZIRgmoe2V2ivTogKoYfPn4dncUd7GobABpd7/VVWt4ctDnd8jV cr3oGSgGjHXokKCTaMWoh8f4gsloka2DkRJFeYN4fuChUYdodDwokj7YaUCojY/IjU83iUfIkve1 hP1njk+4WbI3gF1Ue6KIa/CIYAvIez+Zil7YZm4XhkU5/4YXJotJqYHMR5DDZZDGhZDJpZAlWHib E4ye823ESELiNpFeWZExuIyAOJaCyCiEeJbv1grxFpKb0pZKF3/II2oo6ViUCD2o15KrVo5W1l98 SZPr2HBVOIqDWXaFeXao2GBrJ5RgOIGvKGdkeIF+lIHLh3eUiYtPCYKYKZWayUHcdpWfqX0QeXN6 4n18CIPhJ4MQ9XPOaH7t5prpB5vrV41seY1umY3EEHonOZcqiX+SpXqZ2HrBCXsBOGs22Y4PF2Y7 mYUU14CI+ZxfKIG0NZ39CHJ1hp1oOJm3+Hx95p1RSX2CtplW2ZDlOYznyX3puYcks3N+6J6gBJ8a +Yzf0f+Rk5KWO4ifs6mftVmSt+l08XV/UjegmEhwTah1Mpmgn/iXBfhlyKmTWGiKholmEwp8FbqY 0tmYsFidkHmdZ1iLHqpnbJiLlzmiIzh4JsqQH0RzWbmCW9miXbmeX3maF8mMqhmfZTmf4fGa5nGf s+BRtEmScGmScjmk38ibluibeAmcTiic6diXNemkoYiTUVpa8bic82ilzomlijl8WzpVXfqYSAmm AbmUJVeZbXiQaBqHVDmH44miLQanoimRv0Fu7BmjqPmeNFij8nmDhSiNOgqSa9mj7sGIRLN0QTp6 RKibdWmk41igSRqTWMaks0epNwmlgimlmbp7zHmYnXr/j9Bpoa7IpdRJqv9oqkrpbB9apt35hglZ ouJ5gm1qh28amnGlni/ahynzh7yakTO0kTcarB45ja0km8IzqJ9XqMtKf7lphCsJrS4lrTDJiUvq idfKU5Wqre/IrYTprZvKhWrnqRGopRdqrhlahuoqmdrZrk4ZovCamfJKaIaHfSn6kKLDoryRc/ua q/0qoy9EowFro4+Co6jwkdQYqOh1rNiYrLapWMwaic4asal2pFc3rRZbrRjrlxqbre4IcbrGk1pY cfX4gMLGivrYcUbppaXKW6fKrmT6siknotaWpr64prFar1j5Vnkop6RJp6bZnrs6o706tL/KkQSb o/aJ/4hKq4hMu59OC6RQ67AASqTgKLEumZcH2okKN6ldy6AH6LHKCbJbaHH2CIFtB6onK6rn6o8h x2xi2rJx64GsWreuejl4S6/QpaI527c7q69+wq+sA7SvI7SzI7BFm7hHa7CbZ6y7QGSRy7CTS3op abmKapcEiqQVe45a27nFCZiWuq2Y+rE9WaUie7pnO5SMybopa51uu662OLuWGX2t6nJ3O68165mz iq+jeasUeTJgqTJiKUpkyZpm2af1+aeM6zOO+7zIiliGipuVm6grJY4Tq70GR61QKKnf+6Rf66BT Ko+lW7ZBmaWqW67s+3Eq+74sO5AuS7tnarv2+6oLmcm3u4uzEcmVf9uzdSq4d5qaBLya3NGaCGyI i6uWPJqwPkqo/bmNEoyopna5VRutGLyJ3LvBxMlw4MuxYPugVPqtnNqFFPqprbiPHmeBX8rC2enC 8ruqMQx4dkvDuZu/5Lm/K+q7pTOnPBy4uvrD/5qnvrqnwEqfRqzASNy41vi4Pyq9TRe1D0uXVEt1 VHy127uXkZrFU+i1DUqK5Du2EhquqIu2RJnCaNy2Itehsqt37gqzfyazJIi/nVnHoHnHcfq7Lhq8 PhsAgQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image009.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAAiAJ4DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDZ0bjR bAg5/wBGj59flFXiVxuc4Uckmuc0zxBAul2cQilZ1gRc4ABIUdOalvdWE6iOMMqkgDIxuP19q2dR WMVB3Na21aGaSSJU8vDAIzH74x19u9U9a1AWUHm5h8xj8qSNjd9MVlz6hA5jaJjyhiAZfTpn9axb 6OU3zpdzSPIp27ihYCsnUa23NYwjJ+9oi+3iO4JOILY/8DbmkGv3bEf6FCc+kp/wrKmVLSVo5Wbc vXbET/X3p8k0dpcGFzJuUAnEJxyAR39CKj21bsaeyodzaXXLrBzpwOP7svX9KlGvt0k0+YY/usDU Vy0GlW9o8lvJPLdDKg/Kq845A5q1aag0mm28klnbETTOrL5ZXCgLjB6g/MeapVar3IlCktrliyu0 vkZkhlj2nB8xcVbEJYcCsy+MVrFHdWwkCOGLBjnbggdR1+8KLfVJJPLGzf5n3cHBPOKqNeW0kTKj C14s0ijRtjv7VG95BaviRvm/ugZpyXEW9QzjkgYzTL7RdNjuJUj1CPcZ+V2P+6HPBrSVSVtCIxjf Ucmuwp92NyPpTJdbgkOfIc/iKsxaLowtpHlvoYjuAOUYhOvf/PSm6nYaHYQNOLmGdljXEKRtlyQO c/jmsOap3/A2/d9n9/8AwCt/bcI6Quv0IqeDW/PmSCKGV5JDtRVAJJ/OsQX+meSVfT8ENncfStXT LWzPibRZrUxxEssjR87j8vT+v40c0+r/AAD930X4m/beHtRur+GbURElpHz5BbLOccE44GPrVu90 ue1GbaTzkPSNz84+h/i/nXQMSSflxUMkavJGzjO1sjPY4NHM9ybHFtNICwB2kcEEYINUpCXbLHJq 54v1q1ttUCOrZEY3Mo96wjrtlxuLocd1rohUitzGUJPY5i20l47e2uVMrAxK23JwCR2wOlXYZ7af KXEMxRRt2ENyfXpWzpjbdKs15GIEGD/uir6Nkc1ybHVcw0FmsOI44k2kMGbcMH15qxcJvjMrWqyk 8llk4P61rYRvvKp+ooAjAwEUfhU6iMC1SG4kH2mwDFzgyGQk/lWs2lWEkm+S3DMcZLMc9MfyFWcI OQg/KkBG7gYpgE1hb3Wzzg7iMYQbzhfpT47OGOIRKreWpJVWbIB45/QU9SSOtPBI7incViN7SGWM RuGKAEbQxA5IP9B+VIthbIUKxkGP7uGPHep959BSbj6UXCw6Qg4/cwYH/TFaIQiu0hggkL9Q0Zx+ hphY+n60AnqOD9aaCxO3lshja0typ7Ybn681XuLaC4ADxhSOmzjHGKlGT1P5UjMFwB1PQUBYpyaV aOuxkLDGOTUMekRQ38V7DNIksJG3HsMfyrQJx0PPrTCwouwsjYPim9TpbQScDgsRVW58YX+5CdNC hTklXJB4rMZuetG73qWmMw9UuDqF7LOzBDIfukHiqDW4PXa59TmupcI/DorfUVUmsbVsFbcE+zba ycJPqO5g2M0v2G3/AHr/AOqX+I+gq2s82f8AWv1/vGiit2SO+0TZ/wBc/wD30aXz5uP3r/8AfRoo qRiefNx++f8A76NIs827/XP/AN9GiigCfz5sn98//fRpRcT5H76T/vo0UUwFFxPn/XSf99GkNxP/ AM9pOh/iNFFAC/aJv+e0n/fRpVuJsf66T/vo0UU0Id9on/57Sf8AfRqMXE/nH99J/wB9GiigANxN /wA9pP8Avo0155sf65/++jRRSGRyTzeZ/rX/AO+jTRcTY/10n/fRoooAUzzf89n7/wARpBPNuP71 /wDvo0UUAf/Z ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image010.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh6gFeAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADo AVwAgAAAAJnMAAL/jI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho eIiYqLjI2Oj4CBkpOUlZaXmJmam5ydnp+QkaKjpKWmp6ipqqusra6voKGys7S1tre4ubq7vL2+v7 CxwsPExcbHyMnKy8zNzs/AwdLT1NXW19jZ2tvc3d7f0NHi4+Tl5ufo6err7O3u7+Dh8vP09fb3+P n6+/z9/v/w8woMCBBAsaPIgwocKFDBs6fAgxosSJFCtavIgxo8aNGRw7evwIMqTIkSRLmjyJMqXK lSxbunwpowAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image011.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC32aBbhWRdewZ+Vs4tDd0l2SAtIh0tLdAtIekJJGJSQlPAhKSiiIAhLSIAiIgAoi pdIpICEg8K/9+D2+5/t+r9frup29J9asWTN71lrP4fi3X8e5yH9ngwtBWwyfBjQBl8A5KpTe/ufW RlrFSITRp8R4ITgb/O+nv1s57AEQKRliIqX+zzsCRkYDPrP/wprCkM4FVj5CcdH/wvpC4Jy38i+T +ezgwX9qwWWwMiclcoMxoxTHV6UUHpOjmFv/oh3yM5WTHHSe4zCxhO1R/pF09j/yMVLeMonpIhIT uhE+Rs/4gro+GKC7gvE6K1iq9/x87eQzadgWJSrt8sVn8fT6Wxq63hFpJR1hM50F7XQE9ND28I4W grmaHzYZJ7QYPNUKUNBXhra+AvTzs2CL8YdfYxyEw57wsW+OLwcLsGVwBucHF/FI0I+PBF14btCI ywQ1eIsfx3P9jzzVp5S5vp4s8mPlQ79IpvoLMseX0k1+ui7y3+tcn8Ev8n38Jn/Qz/F3/Ds+X/CO Lx308pmDkj518ECTB8N0n++qy315be+9/qTP5Ig8k1HsNQvW13AdUf5tR/5jx0qRlWdxK1jkHj8n taS6tJba0kv6S3XdJ0v0d9mvyTTGJ9OyPp92MEb4RPqmfyzV/ROJ8afkNz0lp3WPDNRxolpdrkte OS25ZYfkkEWCJu8EvyKrObEs4lV8l8O5ovz3fRkY0a6s6yab5UXNJMX1GhfQ3cYCrqIzuKb245ba iUdoWx6tpfkjTc47lfmWBvzUnmN8Ts7oM3Apn47r2HMDX4J7WTnRJ+ZP/BM67x8RBEk4ZVCIMwfl uEJQmtsFlXio7di4oCe/HczhgcGn3C3YYvXfcLPgBLcObnDLIImUDcpItqCiUFBNHvrWctYPl21+ osz2o2W6ny9D/OfSwG+U5/xm+UtXyC2daFaKlXPyq0y3veokuyRcV5R/9unZs3/Zp6URSzR0CX1/ s/l4Seffl0p2dvr7DyTW3gf7PjLRd7bZO8gm31WOm0bnfW255/NL0iCHFA4ySLlApGZwjWsGO7lJ sJpfs9X1C4bZyrrZyhtxdiNl0IyTGg99ET7tM9mZTcPv+9w81lc3y7U2K7bmF+25hC9tli3NgT2T r8mPtCxf0fy831hmOzFf69ludOElOoDHa38eZGV3Hcb9dDKPtZ0bqPO4g1FTV3Ml3cvV9RI30bv8 lh7nDXqY9+oK/sW4pmv5ph6y3fyVc/ozXMkft108ya/4W1zbJ5BiPrXZIZN08EnMDklkhM8go/wL 0tnXt7bGktE3FzW7hHaLEr2NLmk125UKclNLyTUtJr9oCdlt5zdObthzLQnbo0THrNaHvFof8ArT dYkxWx/zQNknKxTlE33Kf7f/zX8/2z0iEp93b8Io6gz9qRT0oLwQSwhd6LprRwdcF9rm3qB5rje9 7oZSRzeJXnEfUSO33spD1M6doAbuBpVzdw3h8i4Jv+JycjWXj3O7spzYNWJ13U2LCZzOLeIX3efG z9zaPeUBLqXMdBlkv0sjZ+zqv+NUEkIaKQkZpT6otITbnAHHSVssJfMhOa8C4S/hIq2B7+kD2EWL YQ3Nh2n0LrxFof5R/vsZXhZZcSM3wiSMg/U0AubbyifRy0YxmE7ZYQ6lgvcosb0/dG/RTeOMrfqI m007jS/dTFrgptMUK4e7hWaVddTP7aMhZokxZolR7hENdH9ST6Oje0wtzSptXCru7XLYiotyT1ee W7iqXNnV58Kug1lpIBd073IVN48bmIUauJ3c0v3KPdwDHu9YPnVgFrrHJ90VvumucmJ4zNmBpBzc 5bpwjivAN5wVdvIjt53v2Q16ws3nvW4S73eD+YiL5cvGM4PhNb7juvH3rj0fcnWtX1UbU4uTQQ3O AaW5IKTiIvCYKsEVaggPDOU2kJIHQAy/DY9osll+Ihym0XCIQttF+cfaBQv+y/nqFrF2cZcNZ0pW 3CIJcYMIfiO/wjY5A9/ITvhaNsEPsgQO2x6fkZHws7wBN6S90QRUM0NC/d4V0C9cTX3Lvak9XWo/ 0BX3c9zLfrVr7U+713xiGOiLwHjfF1b59+GAnw0bfSMY6kuaf8wJ7XwCaOSPWf+Frpyf5NL4Ue6m TnMrdJdrZfLzaV3IqT0gt06CNHobUqsgajF8LM3xBymCkyXUPUqdyHpyuliLEyphWcmELSQlDpD8 OEdK43nJgk8kOWbU3VhZG3JWncQbpT+/KZO5lVFLYvl5eYEf82O6x9foGfelc9yAvueSdIdLURZp R/llPFWTt2mO1KH35Wv8TLrgRmOpvIwj5RXsaXWVZB3e41CHKP/swvZ/i1OyRLSOsZNWW59AbWVs r7mxlw7DN5ToTR1AIzQtD9Yt3Ed3cg0N+0X5R/K2uv+yvyUiktPZedonMfxAbtE9OU5JdSyl1QSU VWvhc5oek2pyzKmPoZrNXFufx1b6CbbVitReE9p9O4Hr6GauaDPn13V8Qqbxl9KJt0goM8p/jx/S RLRI4BLRH7QLl/F7dJPvkEhCPsevE3NYH2VQpO8L7nNMyKON97AUr8Te/CUO5b04jY/jHH6KH3I6 +owL0SaeSvM5jtaYzLs8hrJKX6MbpZIuZD6AznAtSiKVKbe0pWLSkRpKS+opjai3VKQ+UpraShFq JBmpuQTGU2wiV7C1/IjN5Iidnq1YTz7FirIE88pCTC5jEWUQnuRaOIbTYCU+D8Q74VP6DKbSehhI e+x2vgW9KBcOoZ44gpbh23QEl1AumkftaBv1pFS8G5XDtUVpFFlvHleKLkI++h6u4PewDu/CAnwe P8WhxgncggnoJJakZ1ibClIDykixVIyWUjd6QAtpNj+iY/w63+ZkdoY7SQt+Ksgl9Vt6VWNprjag tZqZdivQTv0Fp+tm7KzrsJ/G4VJ9Bms0FYzQi+4svQGL7cZ4nRZCI7oLoT5Rort76N3YfzljLSMr KOAWaSWYogSdNA/slQaQmPvD+7QNVtMEmEzzzDbbTPJVqEtbjPnQkcbDMOptfVrDeSoKq6ic2bGm tb0CaSkbBPTUFaENdpeHd3Re15uTuFPmqYpJSrddyrkM2seV13ddJ+N1ne4G6E63TL92+/S0RUAZ IL0fCon9A1isD2CtvgahflH+44P+7Xt8MbKizK4Ln5UsnFQf29fygBLqb5Re21Be/RyLamEsrDmx mtbHWnoa6+liqq19uKxFLcV1EBe2rya3xvJz+hantTKBlc7KxzKWr9uNc11GmOyBfNrKQxLOE+Xf vON/bB39kl6CCVwDxvOLMIVfgtm8F9JKI5jOYX2UaDQyFeqbh6jFI6Euj4YmPBE68Z/whN+HNjwT GnPYHiU6e/x87T92KRORmMH14B44hJvhIq6KR/h5S/0KYy67i5tKRWwutY022Ej62tczFKvZV1NG 3sb8MgKzSi8kaYlXuCnutvFx3B7f4W44gF/HHhF6/C9yR+ZL7kZwflzAqfF7fgbZ5TrUlSvQWm5D V3HYXpJgHUmGeSQx3uYY+zqT4BLOiOO4CIbjohSMyErlTkuM+bfs+LWUwJNSDq9IefxT6qDXVzC9 Nsdc2tV2dyS+oJOxgo7BchqLpbSl1ZfFBJoNw/HxKR6Rm9b1sptjqN37E22tC6Un7rG46KS0Rqe9 MJmOwnQ6HzPoSkyl28137cc7st7mnocHZCqulWk2ZjZOk4/wbdmMoaz4ZIrMkdjNkPP4qVy3Mbfw htwxOY6OCdMGKxfKQ5wgFzDsEyVqvyo8GCvabTqQ38fl/Cke5g14xm7Ui7waf+Q1uJOXmX1n4yie jF15Irbk8RiOiU+piKz0bi7Xpy+5K+3lbnSZpxHLx5RL1ll+voHqyRfUQZZRL6vrLWuomWylirKH Msh2SmQ84L10lvfTDt5Dn/JqWs5v0xLuSXO4OYVyo0TP2TIuS4u5Mo3kOtSBm1IVbkNpuC1l5h5U hMdSHhufgnuRs/ob1IZO0qv0Aw2gPdSLvrJ7ch+VojOUzdqzUH7OS3W5OA3nEjTPCGVHifrf8jyT GvNKGs276QSfpxt8ha7zLfrBYoGhfMDGf04l+X0K+/1DZGwmFyNXqbZco35ymcbIKZoihy0++J4W yUn6QL6hoTKXRstM+lBm03HZTKflW/pZfqHtcpfWCfFHxkIbP1cu0QyTNdyee8sdk3mPvJWh/Pjk j8yb0m5HR5PpAQ4kpv6UxMhJfai6+ZrW1J36UW8aTm8YsfY2xGwyjgrRFEpP0ymGwrHxyRaRmcQN 50Q8iQOex8n4Y07D2zktn+LMfISz8TpjDmfhEZyew37x6RwZX9TN1PtuhioM00zQWEtBOm0K16QT bJKeMEb6Q2UZDF/xEOjGwyAtj4XLFGe5wpcwhk5CH3piHvQuvGHPE2gtLKUZMIvmwBBaB53pR2hG f0ADOg+taYd5lOVW/wmMtlxjtMn4wDKGn6irRcRNLWquC6O5KhznilDQovEJxm4pAw+lhMWShaGu 5obemhbeUQfv6o2IzlGaRtaRz6Wnx/AM78Pv+ABOocMjmNhIjScxPV7DtHjP3u1CwxTkMYZS4R0s jJfwRTyFTfFHHIA/4Azru8LqvsBzuAxP40w8j5PxD5yDaWktpqYFmIjGYHH6AJNRLGajtpifmuKL VA0LG5WoDJahPFafHJ+zOXITYKhTfFJEdPUuD1229iIWFxQ2LmH4HqVwpE9qt9X2Y6+t+6iWg2Pa AE5oV+Mte54PB3UvfK0nrO0bOKcL4JK+A1e1NVzRanBcc8AuTQJfaAyEMuITG5FdxtXRGa6+jnHt LQ/orxPcIH3PDdbNFsdvd0f1Z+d8Qkjh80Nm3w6y+BmQya+DpP4kiL8B9/QhPNFf4JQ+hbt6Epzf BYGPA8vDIZFvbH2Kw2NNA7/YXt01/Z9obXimfa1uto39DC7rAfhRL5k+D+Gwnoezut90Xw63dbq1 97aypq0nh60DYL/edBv1V/eeHnWf6DG3W89aecCNs8ihn+UcPXWtMTuynvhE7bzMTm0ifMQp8QF/ Cu05fI8S/b2xDtTmC/CIr8A9bgWV7CSW49pQhcP6+ET7V4J2fNU820XIK2WhJ5eAzlwaWnFYH59o /xrwhZ3wzebFW8gf0E7qwQE76Vs4rI9P9BfL0XiHXsNd1B7XUE1cSFVwGbXA9dQGd9Ngc++jMC3P x/T8LWbhc1iY7QzzBazPv2J7/hFj+SAO5304kffjbGv/iMFu5fT0ucXf27kabebuFn8Po094ot2m 42kBDzRa0yKuYDF6USMzfcxKcXwdZ/H3OIl/Nk9zHfvxI2zFT7A2eyrGGSibkdSeH9Hvpu9v+IC+ woe0Cu/TZHsf/X/4z6/FjqdiefNg/SL6hXquwb48B8vwO5iUw/YoH0TG1HGTaRVPpp95Aj3lUead +lBG6UH3zROd5Jb0o63JYny7/atRAnmBMksh82JZLHdISo0lAdWUtJRdshIYVzmt9Q0s10hkni0F XeLU9JCTUWLLJ3IKUgV5bNHJbcsrzll09BPWN4rKKUxr7w/5FzzFR/E4f2fe+Ec8Z4DlHWnlAOaW 3VjOoonKsgILyVLLIOdjMqOALMYKshJry1qTucv4ziKso9jS5HWRB9jR5mwpQl0kB/WQAvZcznSv Y7o0tDyoka2pMf3G7S2rbWfZbWdbW3/KIyPMg0+llOaZ/uK59Kt5uJX8t43+ZkLEblVdBconzaiE 5VCVpbXJbkFdpZ7lUxWpu83TSgpTLclLTaQkdbLcqrdUoIHSgAZLG4qVrqZTdxs3xOw4zCKEWPOQ NWmmreMTy6nWyRDcKhtxvem4SF6nxbKAPpOPaKNMNA9Zjw6Z/Y/KYfxZJuAZecPoaf274wqLJmdK fcu8m+NAi6RamLy6lrNVl0lm9wb4qlTDvsYY6zPNotIV0h5329jzFpleNXtekZN4SfLQr9KETsgi 2i9raZesp48tehlmkUwzs0sp6U0FpDplk3D9UVJFbBK4UPeuRqhPuIbwPT7RGCwbF7Jcopqk4Rai /IZ59zg5RJvkqK3vDi2QJDxMsnIryc+1pQCXsbKQZPs/vBeRVcu1wPTS0CLupBZlJ7U1JrX1Z7C5 BFfJX+blzsEG+clysE2wVb6AI/IB7JeZcNq87g/SF65YpnBd6sBjqQvZtRmk0Y7mEXtDPn0bMusc yGu3Z269b21PIaUSJtYkmElzYFrNZZFyMrNXAisfwXm5C4n1V7ghP0BC3QF/yDpIYLfunzIfYnQc PJMxNn6wef/uNkc3IJvnvunwh9Wftz6XZDH8JFvgjOyGQ3Iejsk12CcBfi8pzY7ZcZ/kxDjJh9ul EP5m0fp1i9ZPSmn8zLKNtyQL9pGslqsXtm+qrX0joU2iZI/YKakbAeMsGuhDleBVKghdLafsYwyj AjCKSsFgq3+dOlmk0R/GWuY7mcL+UaI54HXXmM64pvSNa0PrXX+a43rQcNeHOroh1NhNpHpuMdV0 26iuO0rt3WXqabR3J6mF20dN3OfU1sVRL/cOjXfDab6NWWbldjeODrpB9IvJ+dN1p3CO+ETPTGN3 x766x1TJJeK6LiO3cXm4icvPL7nnuKRLwpZ7cAl3jSq4C1TD/Ub1rQzHxCf6i1geV5bVNbBUrp0R y+wmcAq3kDO5lVzKrTf2czl3lhs7kh4utZ217LLHZZZjLqWccd64z985lq0W6c5yyWWESywW70l9 d4Urue+5uvuKq7lPuJBbzBndLMvVR3GMZYopXRvOZvMWd1U51CFKNH4tCQGXhBxcFEpwfqjKmaEO J4ZG/JdrxKddQ6O5PbflTJatFrb6suZPK0MRrmKRY0UQ/nv830T3PRn04EQQa+NG8Q03jk+6oXzM jeXzbgr/6aaZ/EmcBoZweujLYd/4RDPsNLCEE8IiTgArOQY+54zwGYd18YnuU0O4wjXhofnsxFIQ kkkmIykEosDirS4ppJdskNmiz8zmq5NLS+vbDq5zOC5KNL44wo+lkISw/siq4XuUaA52jjPKQ84n KaS0lJLq0lwaSmvpIgNkpMyU6dJZ1strsllG6wMeojf5B2kvC2SUvCux8qZ0k17Wv5NUtpEVJJ8U lwSSXa5yjIRyo0TtkFqSS1FrbyzFpKnkl7KSUXJKjIT1UXpG+pZwhfQW59Lj/Jyu4Tz6IVfWiVxV Y7mOduZ22pz7axMerKV5gmbgpaq8X5/QTXX8TBNy4NNyRp+Ki/kUXN2eG/kc3NiX5Hr+RX7ZF+Hy Phvn9Jk5rc/FCX0+G5OF72tyPqoxvFmT8hKTOUXz8ztalsdpQx6tXfg1o5X2sPnf5Jd1AnfSd/hV ncItdRZX03lcXJdxEf3K+I6f14tcRu9xuIYo0Xjra/2Th8tRGS4/y9tyXPapyLf6lMP6+ET7n9Gk kljjJJl+JFc1o/yuqY0EEtbHJ/p31SO6nY/oST6m1/iC7dljdZLCkyTx6SS1zyeFfVlpYnTyhaSX zyJdfRpp47PJSz6PlDBy+uySzSe10kl5/4ir+Ctcysjmb9gBvM7X9Cqf01N8Vrfw33P9TfS31pPa 01Z1XorpXpmgVyRO78keeSC77Ax+qaLbNaXeNNSn1hQ+uxbzhTW/L6EbpJ8xUJ/3VbWWL6Ov+mLa y+fR/j6LjvMpdaJX4095y9+R3v6+NLfnyv6u5POXJJX/ScAfMzuGnBL1ZySpv2zruCNF/WOp550O NAb5hPqaT6tNTWZxn04T2PsvGuhhY4s+kKV6WfrrEamkW+VdnSsn9Ru5oLtlrs6RX3WQhGuLEvXZ 9zWb3tdCttJ6Rk39+/0/RL/r+zpBxC80u34mzfw6GemXy2w/R+L8fHnPr5Q3/QZp67dKWb9DYuz5 nq6wfZ4i4bgoUT8yw/eXVX64bPcj5IyPlQe+iTzz5YSDYpItKC4vBAWkXpBamgV/cZPgDLcNTnKH 4AG3CxJJkyCr1A4KSemggmQIqkkCQ4Mm8tD3kEt+lOz3E032FJniR0o4T5TGkbnzuu72vQzzCXmW f0Rb/F064+/QPf+EEgUpOENQmIsbTYLi3DMozyODujwh6MyTglFWxvG4YAn3DbZwl2CP6fQV9wlW 84hgNo8KhlvZnfsFTUzH2lw3qMKFgrImrxInC0oxBRn5lg/4pGfeaSy054n2bQ/zz/FA/zyHOkWJ +oJf/DQtJJt1s31NNfg7PUyHtDgd0E24Q7vjRu2CR3QLHtaydEJ/oDP6Ep/SXfyTlrITdNHP13B8 lOh9WsPi2ZJ0jMvRUa5rMX/4HmVtpE9z18lirkbcWcrweMnMK8XxN/KIfpKkfFNu0GU5TAl0AiXT 25hRhxi1jCwWF2W3sgbm0qGYWx9aOZPS6zFKqXfJ6TMK7EYSrcYXZTjvlTm8X8bxUfmIT8nbfEEW 8HWZzHdlJT+RdzmBruWUOo0zWZnTyny63m6nxVxeW3Et9VxPF9ErWoOa6WVsqQuxqZY10mM9dVhV E2NpTYt5jJQag2lUTZ8/oYT+AZUtIw7/hUc9TYXNtQS21xXYUa9gF61FnXQxddBU3FoHcXP9nJvo Absl93F23cm3Tb9PZSgPkmnc3qgvo7mCjLX4dTw3snW0kw48UVLZOoCPS8CHJTt/IdWtrg13l55c V0KbRon6kux4x+K1M5E4rqzFkSXwnsV5zySsjxL9i1Woc0Jspdmwq9bBnrobB+irNNg8xgCdwT3N Pj10nd3soc6HuK9uMM/ynnm7xzRSO9A46z9CG+BgTYf9zB499AG0itghSvSvFo1AtCCw3nJpdKMr qe848xpuqbZwP2lHF+P7u+J+tmvkv3Sd/FX3uk8MQ3wBmOCLwlifHGL9XdfDb3ct/QL3sh/mCvpB LoOf4XL6ie6JTnEHdKl7X7e63nrBNdCUUFLzQiGtbzF2GHvngJyaGAroWVdJt7mWusq10h2uqt53 OUynZNra4uhQvyjR8/oQXtLTxlfQQOPgFR1ve9wd+mlzGKzl4V3NA+9pVlij2eG4FgX2paGULws9 fQ5o7T3U9ZdN162uil/qSvnxLol/1+XyH7gX/EZXy9bY2AM085mgrS8Fg3x9GOWnw0Y/BX73cfDI r4O7/iAc89fhT58KSwQpsYMRF+TFHUEZ3B1UwO5BLdwWNMQPgzb4bdARuwW9cU8wGJcFY60cgS8F s/Dr4EOcHnyMXwWf4wfBJtwUfGdtJ6zPb7gruIQLg3M4JViNL1rfwja+QNAIiwUl8LbPgIf8U1jl r8Ji0+Gi/wa2+VVwyX8IV/0HcNTPh/W+Kbzhq8JrvjIU8y/AEy0CP2hhWK0l4EOz/Sx9A0bpu9BV V0BHPQHtLM9pqaFNo0T9RFgfnpUb0DRyfsL3+OSM9Evm5sMQ3QlD9SZMsX5xdt6WaWpcpZnwY/s2 P9JnMMPyqQnWp6/lV/017B+faBzQDF72jSC9rwe39SX4znRdqX1gkU6EdboQftE1kNxvghf9V9De 74CR/9hhM7xl+zLcf2F7tgrK+sUQY3v2m46Fb3UEXNT+cN3kPNNWgL41pPHtoI4P54oSjStT4tda AC9rNczrW+KbviOu9K/iRt8M1/uyuMzH4Fv+TzsPPxgZrK4Ufu7r4hbfCnf4Xrjd98UNvid+7Dvj AF8Ps/ui+IvdUTs1lBslmsNW0HHOa2v3tVRwAySzKyMx7i6TW8Xo2nNCl54zu8NUyjKsNq45jXV5 aaN7iA8dU3J4iDnBU25IRLUhnZGC2kBhqgtZKRaSUhzUoAEQS41hBeWCplY/n9JAb8oO7xHCBjrv fqIjlkUttYxtv3uPfnedrb0aFYFmlNiywotuJn3nbtB0t5y+dAPotKtv43JScXiZ7rp+9LWbR4vd tzTOJeTObglNdbHWrwUddlkolc39nUtm/Z+nnVY/1q2npu4ZlXQ1OKt7h1O77yzSzyLpXHvJ7ZZb dHBSmrucOsaV0WkRm0SJ/r0qfK6tc105Xe6y6AZ3Uza7pbLOtZK1FpuvdXN5i8sqS1xfWei2WXlF lroUdusU0/n/n8yQjhG5RdxoqgHbqTCk5GyWWaWFLZwUQAg6yH23SW658XLBNZJTTuQny+6OWWZ3 0tXlm24FH3XX+aCrKAfcZDns9smP7i/53hXVo3bLHXBV9LxLr7fdcXHwrmVAZSSRZTsp4JBlUDMs u2vAuYG5DOykepZx94a2NAvq0UpjD9SiQ1CJlsJLNNWy9M7WpzqcpRKRvQz1jdI2soZCriZdgSp0 FkrSUUhD38B1PAhH8SdYi/dhAWbCOKyCc7EdLsBY/BjH4lKcaWzClfgrrsOE9C0WoItYgx5jQ8pC Takk1af8VJWEqtBv+Dx9h5loGzpaa/0/w63GYvwCR+EqbIafYnlcj2lxFz6Fk3ge7uFxO4fHIC+d sLN4wXT63XS7BaGO8Yn6t3C+FPQqZaM4m3M5taM71IlKcA/qxUNpFk+nNfwNneJrtJl30SJeSrE8 nPJyLCm/RjepAi2jIjSN8tEbVIA6R3QPZUaJ/suxUP4znEFncDodxrm0HMfQVBxBPXEwVcc3KC/G UiLsTZegKx2EzrQButMKGGpMotUwj3bAejoCF+gMPKUHkIXTYk2ugG9yE1zA/fEED8bbPBpvWvkj t8I4roL9OQO+wA/sZF2Ex3QSfqbvYAtthrm0EcbTFhhku9WfbkA/yoXjqKHpMwzfoqU4lQ7ix3QL l1AaWhKxSah7fKJ/Bw3nm4Luf34XTfXP7z+dkWSQtY3+P0Tv15l0hS+Ts5ju2j+2TcbruChv4Hq8 nZvzN9ySf+RFnCkS67zOVWQgl5HOXNDimNJSnlNLBmZJYHgOrEwiGTmrxUG55DYllZ9JZSP9xTPp HodzRakWmT+bC2UP5R9M/h6b6TNOYJFgahnBheQtbipLuJ58xpVkFWeRL1hkK9/lA3yTL/Jj/pmf 8g1OKL/ajHes/aJpeJ/LGcUEhOUv/ppv8VdMcpyTm5TUEq4hnC8+0TslnOtVORZGurJXssoly+gf SCERrSRPpJrcsIz/NykgOySPrJa0skgC6STnuLEcjegYjo9P9O9LDbU39dBRlEtvUIwin5ZsFkVW 5p5mwfwWOYZrbSXNeakU4Z8khp3eofy6kyrrfOMtqqvDKJQRn/YR2YVdR91pkdwXOFPX4lrdg7v1 JO7XB7hPE9NGLUXztZFFh7GR+cNxTSxzqKfJTO4jbKxAnfUOjtLz+J7+gguMlXoJP9WrOE1v4hx1 FGd9Z+lzNE2L0igtR29qFRoSkdmcZljk/almo83KtMXkbNJzuFwP42zTY4zpFWv0tOe2+h2GesYn 6ls/skhsrr5gVIQPtBnM05Ew3yK4D/R3iw6y4Tith311BLaw9UXXOknfxA+sfqVFEuv1IGzV92Cb drayIazVShDKjE9cZK6XXW5co5XxoPY2X/4+3tMf0PkYCnxxSuPrUkHflCr55tTKx1Fdv5vq+F+p oWVn3XwNXuX78ft+Hk/2uy1bu86TfDLLJAtYxltL5vk37HmVvOv3yETL3Of7bfK+n21tI2W5b2UZ aEX5xCeWBf43k/EVx/lxvMB3MJn1eIdvxqmC9twi6MMzgt68LGjHk4NXuKlljjmC6vybr8zbfBFe 5JEH+xPU0W+i1n4sdfB1qJd39La/hDP9KfzIb8Yjfh0e9D/jFH8Hh/nc1N3Xtv7V6SVfkor79PSc 1afyezHGz0PxnfCmvognNBdu08y4TkPbxGdkxGYvunBNl2Syz6jzfSH92FfV5f5VXewX6Ex/Raf6 53yc7+U/9mP8cr/DT/aX/HCfKhjscwYDfYGgh88TtPQZgtI+SZDMJw5ua5JguSYPJioFI3Wr76FL fS0d6YvqOJ/TnkvrOl9OD/i2miror1mCWZo+OGc80UxBOpNVwZcLuvoKwQD/QjDG5w0m+id+kr/g p/pDfq6f7df5bn6rr2vk85/7RH6l/9p0/sh4XdeY1M2+tm7xpXSbz2Qzga3lviyK7Fm4zvhEfzPd 4DPrzKC9bgle1wOm9+bgaESnULei9r42GKWrg8E6NehtM+TTsH8Uivxrof8HMSQE+HAyAAA= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image012.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhXwBgAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBd AF4AgwAAAAAAAM6NdP8sLP+/Tf/fAP/AAP/MzP//AOjm/////wECAwECAwECAwECAwECAwT/EMhJ q704g8B70GAojiTGSUKqCl7pvnB1rjTdCXGum0Ht1z3cbhgL/o6rE3E5MhqRSKaUl3pCob3PVMq5 Aj3gLmvLDJpZVu9PSdY5q+tv2KPStmFZll5dnyerd3hiaXJ8elmBLjdifYRqHAdVbIkhYTg3PnOa AQedeXaUlR0TjZumnah5QqEiJ06mYaiys4ysrR9ZHrO7vL0HtbatLL+cvsa+qsGVwz3Hzry5q8oy M8XP17JO0xep1tjf2tsTxN7Xsc6g4uOe4OXm6jKekN/yux328BTd7shz9uXp1MnjB82brlQIPeWj wGkevW7Z7lkLqK6hw34EEd5LtZAhOXMX//tx7Cgh40N2CUd2NHmS5QGSBk/+CwmJ4rZsKWXSkkgS QMqJOiM27Jlx08N7PSfMm+jvKCcyHBJsoNYK5S9iO9vZFJQgQIKvYL9KGNgiXi+AIY1tjfFVgdu3 b8UaK7nxWV2IO7kkgMvXrVSfOHkBBmnw7q8pXvvy/TvY6tGBM7sh3qs4rlR3LkUWdLiWa2XKCi7P TBv0qsISnTeA7rtX7NidYHJCsxvQq2ultm+bWG057LpsdIGWppg77Ie2oXVXAKs4LNjfpzdEDJoB eejkzC1Pst3XQ9fWjAGWnO40Q2LW1uF+tXNece4A2JUCb/wRnIbslfN3Lck7dAfj8b0mW/89tIHQ Xn76acHdYs4xp5s9sKEzym79IbgYKPCh16BvAkaIlWP7RCcDbxV+lk6Gn23IGH1nnUPORCZcaKF6 FhyoYYPQqQWLNzH6tR5YNvJFXG+UqficdI4NsI9R0FgQFnZRleiWTWAEJ4GKG1xUjJIHDODlAAF4 GZts6WTn1Zl+mZiDil/ixMGXcH45YYe7TNBWVLb9x+B+OjQIZ1pvxgnnBaSddyZ8G9LIxHpwLtnN n4OakM2dZzqnphQJiCkhpGKaVwx3lTaoHpCpvRAmbYKCOQk1d26oxWorQnWqL2KGKeicF7TqHCgN llrEm7amKuetuFIA5K7zURKomGCmuiz/sWUtV9x6Wq5aRrCcCitsBwQQgAABNnFolkpLdDCsudo6 G0C33X77n5HwArpDoHMAAO6OHLCLwL783jstvCpWmUOg5nnL78EIJ4wwu/8C3JV3361XQLEadEoo t+xmrPHG3WricMAQA1nAyBTXGC6pBqSs8sost9xywyDDvOvINJecpckf4/vxzjx3RXPNVDF0nHE9 F230zvXidmLERzedM76HhiH00lHG7DTUYfCsidA1Piyz02D3vDVuuea5q9dhpx2vgRQRHW/Vaqud GphOHv113D2HQLe0duOddiuRyg233zk3YevdRg7+MOE8KxKmce+6+jbjb/tagZjHRon4VK55KpF0 ltNmvSsRYB6LdtFRuXC6tP9NQarkSCcVgteKiy274ZsnfjvuV+/Oe+7G+X5LyI0LzzYYRhuvgcda K+8pLsQDbLnsoyBfvPOEKjVV3upEAAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image013.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC327BZQWx9L43V3dVdVkcQjuLO4S3GXRxT04BIfgrgGC24bgENxdgrtr8MV9keAu i3w1T77J3f977rnk/NJWXd1TrbXPTPjJQzNU4N9NF+EagxfrUVuraEqZgynlfyo4kIdC0L+x6BDh brr/N/ZPqfUktA6EVscIhPT/p0FDoLaGb/LPy8muEykn4SdA5f/z8rNppVjCz6Lz4f1v/+ZqlVnC YBNPdF7WiXSE7gdNcSXMx3pwyv1Gp1wH89BWNnnsj2aGaWKSmpzmDvSDGroNZNPpoJCepdtrpbdq r76P39LePVf/bQkC4QtpMWugxfjqg4qrTqr0aqOqr3aoweq+Gq9Gq376oHqsk+rHegZ8r3vBFJUV pqo80FJd1rXVDN1TddZ9VGudTeUUnZ4OH79VMUWU5/unVVApAq3GUNcpr9tG9dxemu7O0Rr3ita5 OLzO5eOJrjBXd6k5t3tDuZ0n55MsUDe6Cue0vI/z8k6uzxe4E3/jthzXhXJCl43JJeMHnIw9GZ8E gXrRVBX+QmX5e67H6fhnkenIzE0kr0oU0gRkY6knPIte8jmy7iVldpFUS8L+7iL96mZRN9dP0m0p rWtP37ifyI0gT94nSUBHkMrHlSklt6KkPIny8TSqyb9RSx4gNKUKXJ28ch//2c5QJdxP7fAoheEr mopJeQwGc3dMxJXwPZXBcxSCnoxPqkC9mCqprsBO1+JI1VEYw6jncUK9lLPrBVxSh3EF3ZNL63qc SZdnT9bHr39bjaU/1U5ar27QVvWNTqps/Ejl5DQ6MRfSL6mU3kmZ9GSKVCPJk/XxxzOXnofv1Ho8 q67jSZWIbqki9E1Volq6PE3U8ain3o8V9XL05HyCA3Vjq3wqsY2jitnvVBMJh9u0apItq6bZtirM DlG97UTV1E5Txe1Ylda2UfFtcZXQenV8/p1xJ078l3neO9BKITUMV+qcuEZvsgWgmv0D4tnT8Nmc hCdmA5w1f8AaMx16m5XQwOyH6uYiVDT3IbaJYZqbZdje5KBh5hs1tMwL7TYaiKsoGg+mVNyOsnJN KsLVqK7QkevLjIhGcR1QSrcIo7sWGMn58RUDnhJ2sbEteb1Jx5dNCGezpXmADeUQrMbjsSYvx1i8 CifRLkxAZ/ACnsJMMhM2UU4sKK3m45Y2MVexCfideUvNTD6+D8CxIQKXae/ZfP61Rmjof1l/uQPW SKj66l+4l97KA/QtXq8f8Tgzg8fYNvzIruUEtJRb02KeITO1Ll2mOziA5uFgSo9htNluoTY2Nl80 KfkT5OMY0Jln6j7s6fP5bzvAf8ajVKAHKVUVqK6jQQs9V0/Q9fQmXVgf1flk16oHq+2vuhb0hw12 jW4BV6AcrtfJIZsJw+u6IryCtfaVTgXB0Bbe64t6HwwzieCGHiA7ZFJYqt9ARxMCa3QFs960h0W6 kqli2kBN7bXn858e7vkvNioQ6GESmYHjeJ5dw8vsMV5t3/FWm8UdsXnc3zaHC8K8Lg5WdfWwimuK OV0XLOiGS950rOQOY1l3F0u5J5jeEYW4BpTetSZyJWg+F8HVvMqOZk+3z387Ef5jr6aB3mRXlekd pqT4lIRy099YmK5jVbqCA2kdTqTlOJtmCCNwM3XAw1QXj1EoXqZc+IRyIHJhjM9NMTnPwO95H2bn YEot+09W2Yuq8nBazqtoEW+nnnyC2vMrasGRsldpzs/vKZgjKKYQScz3KD7vJODp9J5a0msqReco K82lnDSDstFvFIP60Uf8kd6i11ef/30e7Ao8XSM1ggrRSEpPgyge/UzRqDYRlaQg0RufMlMaykJ5 KR0Vp+8phIDKSzuV6RXWoGfYUugv/EoPcTwdwZm0DxfRDlxJK2WVzsXVNAs30BTcQRPxJA0Tq/yM 4dQML9KPeFW4RfXwAVXHR1QOn1Ip2XWL4mcJiSvid9xY6I2RNDywG7+kRfiWVmM03oQJ+AQm41uy Q38R2aT0hZrSB2pFyM0oiayf7GLdQvwHleAFVF6oxbOpPodRA55ATXkyDeI5NJUX02+8Uiy/itrx DmrGF6gxPxTrv6Qy/Jxy8nVKxBcpiM+I7nP0RKx+i5SMk+LNMgpL6RpNo7M0mi7RQLojlntAtSQM EdlitIOK0nKx1VwKpalUmcZQWfLs7OPv3XXcPpPdvTCZXAZb2BWyP7lS9k+Xwh5w2m6Vsmlug2np NhtPzsc/40q5jCa9y2sSuDom2PU0xd1g08w1MA1dKVPeZTFeuY9/xg1xPaGhGwIV3FQo79ZDM3cY BrkjMN8thdmuP0xw3cCT8fHPqHt4TG3DI2oa3lQTUMkJklLvwYz6JSbQit6rL/hQPZHT5xEeD8j6 /O/1dSigvZkaTDtVE7qi6oum4uR0auELptPPsLYOxxp6nYTLsLPssT10V+ynO+AE3QpX6LG4Ws/F PToCjwsv9SdMLHtycaEzvMfBkJiGQh7qBzWpHPSgmhAm4UoqDlsk3EWt4byUzaFe0E/ketBUGEpb YA3thHA6BEfoLCykCzCWbgrObKfE5g3lMUG8zVTkg6YbPzbThLEcz4ZxQbuF69tdPMpu4ocSfrMX GPE+P7P3eY+9wr/bs9xb8kLtLc4s6ZfmL74uLDVXuLVQ06znLBJ+hit8DS7wIXjDM+AL94CX3ASc Kw5xXGIIcu/1G76vw/mWPsH7hWV6Pf+ud/FAvZ1ry30jr+7PuXR9LqfLcBldkLPoIgzCa5WS78jd 4qZ6LLY+QyvVTLlveHb3+d97Rf/ASBVRMaWHn+gl7KcIWEbPYDF9hD1inWcU0yAnNnE4o0koYQZO YApyOrFUYlOTi0sYahpyM7HaENOS5wgbTWc+ZX7lcLHiFbNArLGM30hIdoFYdKWc0Nu5pP2LU9sT /Nkc4EdmF5838/iIWHynGcUrpN5Ms4b7mU1iwZViwWlcxgzlfKaPtNuHnej+DHP4Hezih7Cdb8Im vgwz+QL0F9oJdYSKkleKIyCnyGUW0kqdmFE4Enju5iqCQN+lCHVeZukmOqQm0FE1kC6o3vRQdaU4 ugMl03WE4pRSp6QsOg4V1jGptty+emhHA2Wd9NPXZQYfwa56Hw7TK3GEzNwR+nccpcMwTOLzJG+F zPh1sp42S/1TOojuyCp4JnoYYlJKUJQHPmFFoRkEUWdIRh2hjMzmapQTWlM+6C3xuZQN1lMGGZ8M MosLwhkKlVneEJ5RM3mezvJ8QyEDT4X4PBe+0Fx4SBNEboKM4yiYQGGyGhbALVoDjvdDQt4EBXkl NOf18DsvhgVSd4noWMMNxZ5l4BbngcccLMSGh0xwnd/rvfxMZuMdmY3HhW36d56nZ3KYXsI9ZHb+ KLfhanooh+o2XE/X4Wa6FDfW+WTmZuBiQjIdzHF0crlBi+1ltn6W2eq0Z3uf/33f7BkYrYJqKUzG ETAOc8MwXKrzYGsdhJX0F5tMMPqNPS0O5VaVWKiCh1VjjFBdMLqej8VlDJrr3dhRdpPu+qvE01GI Lknr9Fo6oc/RBf2JCJJxRmjFFWSlVpJVWQl6uNYwwPWFTm4wxHKjwLoNQO4ofGIwr/l7E8FZzV1u Yazs0d94pDnImUwTTmo+yJq5J/a+R4NhH/WX3aYhjBT9z/AkdKRFcJSKmUuU38Qha1bjepiJ3nP5 +JaI6uH+Z702CFgii5qCh6A3boZauByS4HwwuBju2DVwwu6EA/YE7LcX4C97FZ7ZG/A9PoLC+BUq Y0xTHr83+fA7Ex/fwTv7EsLtc1hmn8Jv9g50s8eFg9DH7oUR9jBMFh2L7XXYKDrW2TOw2e6Ak3Yh EA6HnNgH6mEv6CEMw/4g8x2m4iyYjavB61tU/HNtgw0yZ2x088LGM69tKvPUpjcHbTqzziY3XllU /HOthr0MzeQ5utsIGG2/whyR/9U600b6XNPeBa88Ko0D9bKpKvRKTocIqE5noDLtgQK0FjII8eUU 0HQaPuINeIJP4Dy+hX3ozDpMaeZhCTMNW5i52F38k+5mG/5oDmANcx6rmJdCPKphslETU5Tammo0 wDSi0aYtjTPdhD400LSjQaYJ9TPVqbUpQnVMMiov9Yqbc1jUXMH05hlGN9EpErILZQSvj1Hx/eS7 2MvcwUEmiKaa5EIBmmZCaIYpT2EmD00wqcRvCqK+5qvI3f0/FAvoSK722nnmmZ1jPtiZxuFMkx83 ma643wwWfhPk3m/+wL/NZnxl9qG2uzDIrhCmI9lBCLYzfmcbYixbWPIsvhVd18zf9oiJsDtkzDaZ 7XaV8dqIiv83gS72ufloM9rXNrvtYr+a1vaN8fKi4s+JDjYh9rKpcKRNj7NsVpxuc+MImxM720zY yqZAr9zHv1u1td1xoB2A8+xwPGt/xcd2iDBS4hNwrtBP4i3tQPTkfPz27sqTvzVbkO0mjGmXYaSZ gR/MOHwseGVRiRuow6oSbsMIHI8PcRpWxoPopX38Z66BJzEdzcfGeA2r4XWsgBfRy4tK7IAsKcRP GJ0eI2I08uI+iQLl36m0GJu+oqZIdJQEk1NsTExxMQ55+VHx+/fFZqRHmIgiMC19s3nIS/tkD8h8 r1ZjJVmjIdAWy0JpiSfFOvDBtpI9owfcsIPhue0LiB0hFbaACtgI6gvdsClMwp9gmYRbsC54OqLi t1/ALNKFTA8oJ5SSeIEo+DJVTTZd1TSBBgEy6n/S/+DLjDP99HCjIUyYYfprL+3jy+wwEWq5uaA3 mYv6sLkdSPv4Mn+ZpvqgeahPmwf6immkvbSPLxNhZuu7ouOp8MzM0l7aJ5n2ZMaqlnJul8blOrsQ F9fK+bJXn7X39D77Ti+3WvZHgh5CQ/tNF7VfdRKr4JtxcN+kgnsmM0SYIvDUlIL3pii8M1ngi0kN QTYhBAslbCJoaVPD7zYNHJH0PFsIBtki0EgoYktCLlsW0ttqkMrWheS2NSSx3SG+HQRkh8FDMwzk fgpvzURgOxES2lGQRsrSi0wm2wjyS51QWweaCN1sQ+gp9RsLtW1HqGqHQim7QPRvgLj2KGjZ81+b lXDVTIcjZjIsMlNhnJkN3c0SaGy2QKg5BSHmNhQwT6CYiYSa5q6M31/Q1uyAX8xqmG0WwT4zDy5K +MT8Kc95GXabCNhkjsIakVlkNsN0sxFGSLyxuQktpf4YKZtjDsIC0T3XhMMQ8zd0NWg6m2Smnclo mprCpo0pYbqazOYXk9jMMcb8ad7BX+al6I8Qm5yT51giZ8IwmCnPe9BmhVs2BnyH93U53K4b4Z+6 H27Q43CTHok79QDcK57FQV0D/9LF8JqM52OdAr9qwGTwwuaAS7YAHLdFYactLWdcJThly8m5WQSS YVoojwwd8Z7+Fc/pxXhIrxF9k3GZ7o0LtTc/ohI/MLec8nStEBbZCv/q8/J8fLnbqpi9qsraKfqW naWvWi8dFX+uPlR5bXn9q62ih9jnKrP10j7/zmd1wViIgUGg8W91zHhpH1/mkppmnurL9o0+J/rH Gy/t48vkkRV4SFe2p3QFW0oPNF7ax5cJ0W3MHP3ALNbXTVXdyHhpH3+fbWcqufYmzHURuoqn29s0 Ecq7zqac88qi4u+hw0xn94sZId7uUTfOHHfjJT3s/+D34YBp7I6ave6McMI0d17a59/nNWv5krnF NwJs5H/S//AfmfbuhjnjnprT7r7EL0XBl0lplctpa7titqbLar+wl/bxZUrb4q6ynekaCNVsfuel fXyZ95CJ9sJvdBimkDJZyEv7+DIxTEV6AtPoA8ygBKYqeWkff94kk5vHN/iD2MyjTKY+pTS1yMvz 8XWVM82prFkvt5b1VNM0Iy/t48u0MmXoJ9OPupn+1FVuGV7axz+v4ukrurncMlPoc9qL+/jlWfRf +kc4bb1yL+7jl+fXe/Va+AnL6nXai/v45XX1Nn0aQrCJXq69uI9f3kEv1UtkhxyoF2ov7uOXi7el fzDd8Hc9SntxH798tZ6og43GrVLuxX388gO6v64pN6XTuov24j5+eYQeohvKreeF7qS9uI9fHg2a ae93pMRQT3txH788LdTWXU0Rmx2qai/u45eXg/L6F/Pe1IKi2ov7+OWdoaKeYcLNIAjRXtynXqA8 s2qGS3QLHKvbYX/dFXvogdhFzxJfZwn+KPtVRb0Dy+mzwiOsIv5qRv0NE+rYFKSTkNF5SekSZIUY Or/kZRUSUzxNlErksuiPUu891tfPsam+h/X0RaylDwjbsYHehG30Ouypl2Nf8XP767HCQByqu4vv 2wGn6U64Wnt98+ke6G8B5e2hH2U/jpQ99Qle1X9jhPjHHySP4SvGF1LDe8wp/lKI3NEbwFO5l7zC HvAZB0I8GgSpqQ/kpfZQnOpDOaoAoVRK7vqloCmVhQ5UEQYIw6kMTKdiQhlZbaEwlurCL9QY+ogv 1prqQB2qIv51I6hEbaAY9YR89AukoZEQh8aIPz4KXuBQuIU94Zrcfa5hZYkXhoeYSfqUSvoTF+7g e30T74rvf/bfc8GnSuA506n3eF+9w8/qAX4VYukrGE3sl0zsF1/vxbRiu5R6nozFLMmfhu/VLHyo FuENtRFPq514Up3DU+oJnlVP8Yi6hfvVUdyn1uFBkbugJuI9NRpJT5JVOU/GaSfmEP0Z9QtMKuP2 nTYUqQzdD/QhKvMDfauqqtNrVYduq2b0lxpAW9R4Wq3W0lIVLkTQcvWCNqnPdFhZDldJ+KIK5suq GD9WpfmNKstal+UgXZIT6WKcVsKsOoTz6VDx9etwAd2Ks+nOnFGP5PR6JmfRKziP3s4l9R4O1Ye5 sT7KPSUcovfyGL2bwyQ+R5/mZfoc79Mn+ag+xAeFNXonL5S6k/UaHqE38QC9mdtJ2ECv5kp6EZfS s6W9CVxYD+Iiuqfoby75dbiKLs8VdUHpR24OFhIIX1UmfqlS81MVkx+qDxShXlK4ekiH1C3arY7I 8y8TptJ2NYr2qn50Uv1MF9RPdE81J609W0XF+5U72MTW4XxZ3+Mr+hvf0XHdR53AESR0GSGuKwPO 1YNI/gm+cVdhGHzmxfCWN0AE74XrfBTucTg85KcCmDuc2Fzh1OY4ZzNnuIScVlXMXa5vIriHhBPM TV4k5avMWd4qnDXhfFNkHkv5J/OA49kHnN7e5R/sdS5hr3Ble5kb2Ws8yv7Ni+wL3mdf8037il9J /It9xBavsMO/OAj3SriFFa6VsrV81W7kA3YTL5GwrV3Pde0iDrVjuaAdzpmFFHY0a0k/N52k7dp8 1YTwKVOUL5sS/MgU5o8mr5Rn5zg2F+cQKtms3MSm4zY2iDvaSGph31GofU7F7FOqb/+mjvY+DbO3 aIG9SFvscTpkd9NZu41O2v20x56mjTac5tprNFJk2tnbUu8epRc9ySxxTBuDXxnFn81bYvuQYtjL FN+epKT2AGWw+yi3hMXsYapkd1Bpu5ny2i2UWPLYXiEtbb83L+iueUpXTQQdNadpvTlK881x8a8v ykl4lTqYW1TAnKXM5gClM2spuRlHQWYYvZF95a7sJedgPh2Hw3QKztBpOE8X4Rhdhj0UDmslXEhX Zd+5A5PpMfwuJ/kf5OQEjmlOUHxzW07153JKfxa9hnMZx4VMQi5qUgjpOIPJw8VNKc5qynAeU1ry inFpsW0lobrYuoGpyq1NPe5iasjcqMByqnB7k0XyU3NFk0RkknJLk4x7mZQ81qTlaSaTzJ1cvF7G aLvoWy/MMeV5vOgZaerwJNEzX9gm43nQNJO51VPm1mhhBv9tpjDYKWLryZzMTpUxnS1zYRWXlvlR zu7kWnYPNxM6C4vsbj5qd/AVu13m0gH+ZM/xB5mLr2Qe3hOOCetlXs6xJ7mfPc6NJaxgz3ABG86p Jd/Z8/xB5v8dc4iPCzvMBunvAt5iZvMKCeeZNTzDbJVn2sdDzDHubk6KHU5yI3OEQ81usdEGseNS zm3myBqayunMRE4uxJVncKIDzEr+Cn/yBzjCL+AMP4DzfBNOyxo8xhdgn7CLT8Ju3gknWXwhWasP eTY85wnwigfAS+4Mj7mZrN1WcI07wnHhCDeV+lXgLleA91wawBUClrXvXEIgJw26D/oVP9MR/Lfs Ew+0PFtgv4hKxsBeHFet5DGwmGfBfF4IM3k1TOaNMJq3Qy/eAR2FdnwAhvMhmM77YSlvgbUis4Fn gFcvKiUC+lKoRfQD/EkFYRcVhd0UAnupGuyXs+4otZL52hHuU1f4Sn2BeDAE8UiIxZPA8RTQPA4e 0xA4TYNhq4RzaRiME6aK7GLqJfO7K2wQHevk3F0v5+p8KgJeWz7+3576URgMovkwglbIOtgAy+hP WStb4RrtFP174Zusndh8GpKJzVPJc2bhTfAD/wl5ebfED0MGPiX5V0XuMtyS9XVMbsyLab+svT3Q lzZBd1oKXWg6eO34+PfZJ1InheyrifgNPKQb4KV9ygdk0qgWbhg0cGOgppsMVd0iqOHWQH23Ezq6 /dDT7YHebgmMditghJsBk9xUYTQMdQOhj+sj/AwTXReY7wbBUslf7ubBYvcnhLkjUvYXtBFqueNQ WvQUcRuFRRL/TdoYCi1cf/Da9vF/tQ9xuU0hl9/kdEVNelfBpHX1TQbXyeRzPUwx8aLKCWVdA1NH 8qu6ihIWMq1dadPRVREvpYlpIbL13UAT4oabHEIS18vEdi1MLFfWJHQ5TC6X3pR2waayy2y8tqLS IdCHvCqvCxZPJZet7/LZdi6PHeRS2KkutQ1zsewSF98ucGhXOmdXuc9mu8Q3uwdmgztrVrj9Zq7b aSa4LaaP0M5tl/7sMXXdIenrMVNd0o3cZtPJrTF/uNVmvdtodkv5EXdFPLyP5pCLabdIW4tddjtN 2h7mSthWrpwNFXK64jaDy21Ti6eVStpO696aLO6R2OWxySN1czmwuVyQzS31vf5HpU3guXKrwvyT LcAzbSqebxPxdBuHR1vH462RvegdrZUzZo/dI2fOdkqGm+iJXUYP7UK6bWfSYzuGvth2FIyhVATz UQ3MQA0xMXXFpDQAg6k/5qf2WJt6Yjfqg6OoLS6ninia0mEkfbKZ+b4txOdsad5ry3JLrMBDsApP wdq8An/iPdiFD2Nf3oe9eT225fnYgPtjHW6CVXm3rcxhtgK3sF7fffz57dUvyLuxhNRvwusC+nz8 +fSX9OU2VcPX0h/iShif62JC7irhIIzGI9HwOHxDEzCCJuI5CY/RMNxHw/EwTcLzNAM/0zxMJX3N ygOF9piBa2EiDkHLJaVOUbxIJXE3Vce91A69tqLi/w3zHq7H/XgVT+MlvIkn8RHuxfe4Cr38qPhv zPXGTFQXQ6gM1qEc2IgQ68sI1KabtipdsXJTtQ0p0raQUWpH5bE9tZHyUZiLFqKj0fgdefWj0i6g N49KKJ55HFXLxlKNbWzV0cZT/WwiNcymVmNtWRVmK6oRtoEaZ+uovra95P+kOtleqoftrJrakaqN HaJq23Gqnp2oKgtFJC+L7a1S2Q4qidRLbMtImE/S6VQOm0pltDlVItEbxzZRMW1fCSeqFHaOlC1Q Je186cdM1dJOUj3tL9JWbzXZ/qjmio55NljNlH5Otlb1t0o1s0ZVkT4Xsl7/fXIGnimBWgfzcSFM xFHwK3aBoVgPhmExGILJoSt+Ek9rgc6Ec3VO8VDaYmLJzwEjsSqMw1bCcAjD32AuroRV6OmJypaA /gaql46NzfRnW06/ssFCAv3ORtfP7Av1xF5Qr+wOZXGj+h7Xq8y4RoVIvB7uUe3EK+mCd1QYPlcb 8Lo6LB7MDTwkXscBFY+OqLR0XhWlu6oioa5J6YRSuiqt15tpp95HR/VFOq7vC5/osnZycsbjzzop e7/KAcTlTxrlFP0oZU+FS3RBn5A622i7XkHldFEqLKTTxSm68FYVo0cqP91Q2eiMSiBE4kUVgbfU GXyp9oi3tU68rjVYQK8V73izeLcH8Cd9GTuIh9xd38Zukq4rZXn0TIyrpyPoMfhJdccnqik+UqF4 VzXHS8Jx1Qh3qgrilSWReCzx3DS+UF9skP5qY2jCdNphfgmr6e9Ef1zspBOhZ1ufOgF7Z1JddQnx 3svgPF0H40FaOa1HyAkbRu1gjni6K+X03Sle7wH6VU7z4bBC0mHURLzZatCWgiE51YNc9Lt4tOuh MR2D+rRNTsmHUEhun+nkBExKByAhLRTPuTO8FW/6PuYXbzYZ/IUOduNzec4r4r2v0w1l3lTAcTo/ dtV50etTVHyf9oaaQh/UJArSkyi5nk6Z9TLKJ+NQQJ8R+4fTD/o2pdD3KIt+SUn1a8kz/J1mjq3j s9UpxHtMz3dUZvEqM/EpCU+p3Hxf5WHWOTidTile3WcKlXkQqo9QiF5FGfVYiq2H0Dc1WMZ0sHht I8nrQ1T8d1l2qy30pzol3BJv7gntVJESV7xGvaKV6gatUIdovchsUevIk/Xxny2JriQeazXOrWtz Ud1EvMuunEM8y/x6qOQP55z6N06tpwt/iPc7h40O429quHjDndiJ9xlDN5CwnuTV50+qOb9V3fm9 GsYf1QTJW8DR9XLOoFeK3nniqU7i6qI/VNeXtspzKvGiv9el2OtDVPz35gyk4zTQnvPDXj6vz/IM fYGH6/PiFW/loeJph+nBnAR6cGy5LY7TPbi37sVdpc8/i+fdXV/lQfo5b9CRbOEBV4ebXA62chZo xtEhDXu6ffz3ImbJzesJ3KAY5oZ4LDcpWLylsia63Lrj8mgTj5eI97XXfKDjwkUDHC55Z8WD2WXS 82CTg2uZfJxdPJlsprLczvvLLX2YeAv1eICtxdNsbb5mf+dLOJFz0HDORhP4C07hbziPG9EcbkJL xWvYywvtbzzPbuHf7RIeawfzUTONF5hFPMVs5zBzVbyYp+INfOO+Jsi1lBtPTYOulHnPWcx9TiKe cSzzgcl8ldugdpfECz8mbJEb+hSI5kZBLLmBJZFbXBW5lXV1PWGQay23vB9hsAuFvq6s5IWIfC34 ylWhrasv6XbQzXWDdq43oNT7Kt5BpNzEI+V2/pKvwVN+JwRJ24nNdfFAroo3clW8sof8o3nDbcw7 8coiuLc5yEXMEE4lHlcy8cxSmAQS994YeCTr9QHNkRuyZ3sf/06/yTalmjiBZGenV3YlXbC7aKu9 QTOt4l9s/IDtT4sHWNbG4yT2Cz2WMbts9tAls4o2mpk01PSiwaYRDTFFaJfpQF/MZMpmF1ETu0I8 8MV0Tm48r+0vtMK2J68tn7GB38IOqPPYg85jY7qOpem9nLvxKQclpO8pM2kqQW+l5AV2EoZIfAIB zaZ4NJfS035KSxckvEfZ6Dnlp/dUij5TQ/pCbYSf6XvuQIl5EGXgXygdT6JoPIMS8SpKygcoId+g WPyENL+lJ1LrASE/pwT8jdIwc26Wuw0D1+NP1JJfUjuR7sjHqSvvp/68jUbyFprJG2gZL6TVvJ7u 8Gy6zospmZtE7GZSGtePInkYpXadKL6Qxv1A27iIzD1vDrajUVxRqEKDuTX15h70k1BX4mW4KuXl EMrKaSgbx6EC/BmL8VPhIhbhHZiPV2JmuT15b5kn5d6Yhn/EYC6DKTiv3MAyInMG/ErZ8QGVk5tU VTxCcnrKfWY3dZIbVUc8SY2EOhguN6zbVBgfUX58SfnkVlYQg7gcxubmQi+5jY2Sm+Ys/CR3ICu3 v0S8Rdq4Lu29kXZjUBCnEnsVIcvVhEak+EeKzvXEso0pE7eSZ+hNJXgahfBMqsRTqLZYvyqPpuo8 khrwWOrOk2malM3l5TRbRmQCrxE7bKEOfJja8C1qLjZvwB+oopCP34jOCIrP14n5Gr2kp/RQxu2m uMLHhK0EouUVzaRbNJGu01C6T33pmYz/C2oksqUlLx8dpdy0kfLQUonPp5I0hYrSZMpEE2SmjaBo 1JO+yH07EovK/Eov8ys1JaeUIh+bCsksLEpPZG7exap0D5vQfexFD/AXOoejaYf3jjXOptW4UG62 i2kyrqQw3ELj8RCNkJvvYImPwAU0BafTApxCS2UGr5Eb/S4cRkuEbJJfEEfQP2vgH/z7+GLZpxbZ N7xOWC/xxVHw32E5YW/xn+LJbBXPZK9N747YRO601e6CfcEX7FX2yqNSJFAvmbpk33G4jeXCRf6s TelO2UxSN7s7bAtIvIC7K/oe2yrutfDRlnAWC7jvsLqLjVVcPCzk4mIW5zDYfZW2X9ls7oUNljop 3D0bQ4jkm9K+14aP399ymNvVFT3NMY/rInraYkbXCDNIXj5XQ3R65VHx63XBi+JloOuKqVxvzOkG SH9GiI4hmNYNwhjCFfZkfHwbTsBw/g0rurkY6mZIvpf28c/25Xicl6N2azCR24TZ3E4s7g5jiDsp 4T5M77bhd24LPuJteIL/kf0H/52RcMzqIrCseyahonLOURn3CdO4VxjLPcIgd0/6fA5TOk/Ox/8t MwcdlXWTwpWixK4eZQrsFTXpJnv7hVcWlR2BOg2V9/fWj2zwK6eUXhdAcuUxrvtJWvGssUQ4IvGb mMR9xu8dUjQXgz5zPHrKSWSXSi2actEaLkszuAaNlpXblltQa+4jO90oashhFMqzZNXNkT1yhqy6 SRTMY6gYj5f8MbIqB4pMe6onJ2kV6XlxrkM5ZdWnk90rNQ8J7Lf/7LuNpV5tysMVqDSXk3pVqAmX pC6S7sz5ZfcrGTidZ3Ah+p3T0WLOTktkV9nCwbSDY1O49Pe2nNxPZLd5zUDOfcXY7qU88wvhNkZz 12RULqJxuzGOjFBctxa/8BKZCTPxLYchy+x4zgPQuZ74kjuhlZn2nJvhZ64nI1kV33MpfMiF8B3n kHQwvuFE+IpjYQQH4V3+GPibto//3lek2OYdLxJ200f+i77xVenXY0roXlE+94aKuftU3T2k2u4G NQlwhLq409TbHaLBbg31d79TJzeEGrmeVNl1pbxCated0roOEm9N1Vwr+sm1ox6SN9SNoNFuCo1x f0p4VNLXqJd7Si3dByruPlN695ViuEjpxzN6xOcpglfT3zJWXh+jUjHQ97TqOCfnCE7IkZyA47rk nMJl4FSuoFCBE7uGHNu1ZXSd+T734tPck/dyB97MDXgHl+R9XJgPcwgfkPPwKDfjC9yW73IrfsT1 +Ss3EZ3V2blQBldC9BTiOC47a5eGn3Iavsnp+SRnYK99n7yBPiVSLdiKRuZqHINDpW91ORU35xRC RtGclStK3RKcjItxTGn9K9WR07gJf6SfJd5T8rpxSullGulNAm7P0dnTFxX/N22v3NPr6fTqeOmo tAzI5VQXqKy7QwXcRxmNOPyDC+bi8iRVXC5uKPwk6Y4uKw9xiYVkPMXF4DAXxItkNGZJneUyE/5w NyU8TYtlxKe7fTJ6e6mP20/t3CYZ2Q0S30Tj3FaaI/kr3Tna6p7TDheTt7osvNwV4RmuNA9zZbmT hA1cMa7osnF+l4QzuW+UQfRndBcpp8yqou6w9PXC/8F/x88r3y970E4KdVuoQaBtrw+HZeYdp1rO f05fV1SSBO5kYwK/C7eH4joU8mkFlfUu3UqP0AN0NT1Dp9IbdFy9T0fXJ3RifSXw1WEs/VI/Ue90 uHoV+BJxs7qhva8Sf1M99C51Tp9QV/VtdUxrvV6X1OP1r7q91K6iGfLrkhAsbaUIfLn4B3ynp8AX 9ROgTinpKzqnyPfTe3VWXUC306t1sM6oG+t50nImXVFP1axj66J6pn6tFJxVtWGP6g1/qp6wXHTM VylhowrXR1QX/Ug9V3n1ctVST1dt9DxVSF9R69QdtV6tlPgSVVGvUTX0A5VVt5WenpJexxIdCWGm 6BgktFGJoJk8Ya3AF5UHdUO1UndXi/SvarUeL23MU/v0YjVLT1aT9SgVpn9RA3XfwFeXNXQ/lVkP U5FqgXqkFqtrarL6Ww1ViXUHVUy3VCGiq7yuJGEZVUbnk7yMEqZUlXV6VV3nVbV1KaGWqqtbqca6 hVBG1dfZJC+lqqDjqpw6ukomJNUm8HVnRe299xBDNdGJVTtdSHXQoULrwFegq3Vj6XtV9UCXVzGh oioGP6oy0FH4RVWCScr7cnQ8LFETYJ+aBGfEV7uvlsMntQbi6VUyTqOgpO4LVf6fdwX8s/ab9HqN 6qk3ypOzDtVe2idfQCZx4GvVC8JRNTrw9epG1S3wJes2VTzwVWuEShD4KvWdiiZjE0MdVkllhPKr 5aq2jFM3tUGNUvvEfuFqZsCWnk09nVH5933v3bv/y/ve/snb2S62Z+x+2xiDMASz4VNbJvB2aD6r MZWdbb1yn//9nYP/HqSnJTUWweu2BM62BbCHTY+lbQzMaV/YTHavjW4j7FcTG+PbEKxge2B/OxiX 2DF4247AwtgF22J17IwpA73x8b+5TGM/mPR2sF1tN9vX9rYtjJF2OT60F/C0fYXT7TGcYqtjUynL YMfbRDavfWq8Oj7/7c3v/9gkZmDVD1d97DwT3a41SeweU9heM3XsO9PNsmiMa38TraNsElvNos1t 35tctp6tIT361c61G+0Ge8PusZE23KbE+7aS9Gwk/m3n4j27EcPtKTxlr+Jeew0X2grYRHpa357E MPtIiE/jbDANs0mpkw2iujYSy9i/MY+9iRmFBPYexrIvMaH9gGltIsplS1MZ21p8y27UxfalwbYf zbJdaYltRyttXVpty4tvWYwO2AIUbrPRFZtB4plpnc0qvmgQrbKvcYe9hRek/bt2Oz6z6/CTHY+Z sT9WkhHohKE4GX/A1ZgMD6LFS3jJ3hfbPpIeP8BC9jYG2/PCcZknx7GyPYiN7T4cYvfiauGW3Yof ZVwAZ2As/BUTYS/R1Vo018H6Mp7NMTfWwOxYHAvKOJfC2FgB34m1zgqHbVk8agvJPCyI8TE/5sRc WBIzYFlMiIXQSX+MyH6y1+1De9pelfl0WKy+xy61u2S2HrC/2+M2o/3LJrarbAI7REbsq3lrdpjH 5qC5ba6Zc+amOSb/nTCLzSUz2Nw3PU0829PUsAPNL3asGWOnmJF2jvHmQFRMYMb8f0t1rCagPwAA ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image014.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhZwBnAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBl AGUAgwAAAAAAAMHA2/9NTf+/v//MzP//wOjm/////wECAwECAwECAwECAwECAwECAwECAwT/EMhJ Zwg16827/2CICaSAhWiqrl9Qvmwsz98LUxet76B9n5Icb0gE2C5I10tYbM4uJmVJSmI6ryyfNmrF emvbMPC7CRwO3V34mEwXAwhE5RI/j3nU6rKN9MLjchaAdWhEbFV8fFiDY3+ABwh2O1JQXG0+d0R/ QmeQg4+ZLC5IJohJU0l+GGafrZEWMqNUlEqkhWVvnq6gF5IrpHmVlWhuQXh2uruEdaFgWrKocXDN zb+dycqfB79itQjT0sXVIp3Z5q/cR0vf4dLfGuMgZ+fmtyqz3u3g327xZW3X6LXydU+PJXebNr3D 4S9DkgKJBLZq6PAUP0d0pkGaNoeihUQF/0KawSbQ3r1VxOiwU+hu28cUSEQGCEmzAMmSJq1dBJTx 28aFQUIleghxZk2RN0t6hEeMHTtPrHwydMjB6IWjNKNKHJTz3kaV7qT9BJKGWlGjWCFyXXauK8yv jCKJDffyH9GjRLU+dLQrJQ0zScRi/OmyGlm0aWtGRaN4nis7S8t8xQgYDaSNLYIqznq1ZifESW5+ nsMCsk+fjubBcdkiLZ/ENHWV00YQAE+vO5lZZsXxY8g5eK+2gQ0xKShigvjhButT9sYzEyDStIA3 cWfOMpHwhAyYybTIQYhZ1o1sJYCZ6LNulk6cc2ckKa+NHsL7z3Oo86Bnj6n+7HXr/I1kmf9jXIHX gWm8jTceHO5Zh9V/DSpWTx/0XbbaZdeMJJJMxKEHoWKIuacVL8XEUF8dqGH4E3vttfihZ73MBhkO OyAzYCSVachii+3xB1toj9izyV9w4ZefajwmCVqI+yXjy3c6IJjhbgckqSSTWPYy4i29RRkJhs1h WAACDw5nJYcbgiigJ8jlws9pNjLmGkjrndlkOX7hMYGNX355DYBM+heoi6Gx2U+JuJzAChp9VtaJ azuWaSaPABmaASMddDGGaX7KV+WPg9J5pYe8VfBJPIgGpBqeHb4oqI89/mfhBBO14J0FcK2JTIfh BAprj2iGBFUQp55wW0Vk7XnjkfPwCkj/msBCehYASElDLE9AYGpMUDRK8FmnAzrrSqyQppKVtUFR yBdQHWlgB7h//mhOq7720ZgH6xoWiqrImCFuNqBCGFOIrJXByDiafuvpGaAKlKXA/cVmK4WZ3hHn wgFLNNSgkRb8RF3KMhvvnNo5/JqkR7klCsgAXCxfwIGdgxaW/qVsIC7chrzwp4kR4PPPBKw7UcQi YmDzFUwo/HJiCAAN9MauSpcKtVmp7IGI8Cir66NMO/20qHMWRUFwv6T1wc5cH/Ws107fFfYdrt0D 24Fo86w2IGz77LakmSQmN6gb1M20KzHzA2gfTPgNk4vuoj24zKG2cR66c//dYQWCP66M/6uSSzCI BHOW7SDWjrfISM2Km4qur7/82qFNGFcXK8dVCRHqL9LYGVvaVrou0gfYPXjPqbK3x3twG4euwZmI OjR0cMYzDPOkulM6/CckRy199YRyXDkKu2Q/6PbcQ3vul72vMK74k5Jffoh8ec9hDK38eN5wRrlf PWLjHRepf7HYG1Y+IpyZ2OF9oDFOJIr2BvtFR2qw893h4FePkKALHjcLwvcYhpbPRG0/8spGyQKh ugvii13nAVDL5GRA6QkQeXwg0GMUMYdTfUBb1Imb3YS1PajxYQBABOKIsuGxGn7ihDik1qBahhXe +TAAQRTiAIRmDsO0wgPFyoDf0nI8qP9FEYiX2QoKcXAwLJaxAkoa2X7a8MUBKPAxVvMcXcx4LOBQ imvX+eEXKUObdZmkeSDAVhko9UQktFGIQGIGcy7YpW3BpHny8881DknJNv5wiCTUACBMhK8eVfKT oDwkc5pRR5iYUIsdCuUUL6BKSmpFZaVEwZA2MID2TNGSG2ulJU+JLPopBwCunF0hWanLILLiC1ML pjBjtLBhEhORgCyCMmdXtwMYwADOpCEZKDDNHlUTDdcMpzivGYBxanOb9xvKj6pWzXKWc5zhfKc4 p4bOdFFMUtzZ2sKwCU9yyjOeFKtnVYrzTflsrZ8A7WdABQoPghZ0StfA5j8TegGAMrRTNfr8pj4r Sk5rupOjG5jjRdFTt4wy86Hycd4mL5rCjMZJVy4tqBFjic6TNlNAa4qpTJMj0otq9DMQRenCeLpQ gf7UZUJFGwEzyIOjDiip39xBBAAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image015.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC32aBbwXRffw59TMAtLd3Y0S0sgF6RIEQUARRBEkBC5cSQlpEBC4hNIl3ZfOi7SE IPHQ3aAgIfCe3edZvb5/P8Lny+zOnDlz5kydWX4nDsRONsGfpvGueC3Qf7rfEEw8Y2hTWv3H3A5K RUmA4dNreMVrGu/vT/8tZV8CIEgZEgap/d87Aga1AV/pHz+nEKQxnqbPUEz4x88vCMY4Tf9Qndev vvozF0wGTXPQa/rvB47xsMd82Ksa73VvuI2xlewqm1HO2KeY1K0zbzlfJiTU9mGn7X9qwyC9r1pT BFo949wiV9AtcbndUXfSbne37BLn54WEcn/Y+irXyGV1Ue6+7ep+s+85Py8kbK3S1ri2/7c1NJkC LQlNSvnKnVPetkPcGjvWJXVz3RNtdbfd6F7JXNdVprriii8XkiWom8g85Qi3SKq4sra6E1ffgevi sqg1qVwft9V2cQekrasnH7qr3Nz5siGhZa/i+Pr/+mGcrLO9xbm5ksAtkyd2gayxfl5I2IPW3MdV 4UWuOh92Lfio68973VmOdZd5vbLEzedhbjJHOV8u5E8LXpl/8E3Yv+7iaf/Xu76y302Xg26jEivb tV+ePt+3i+SlnSnG9RdxvmxIaNlsquaGU3M3jAa60TTGraVlrq5a9w7PdF14oOvAXVyMysyOwz+N 2l++yRZoTmy28m03jq+5qnzDZeZf3e8UzyMu6GXmCK8uv+td4Pre71xYIe8Xvu98+ZAcgY4kZjvV 8DoqZaiJl4w+8xLQAE3HecVouvcRzfKS81QvHQ9VunuOP/ROUEPPrxPypw//cX5VDFrJZEpBb7cL hrgEONlFYIz7Ale6HbjMGdrgitI+9yad1PSGq0LPXRNK5ZWnNF51yu+9TcW8fFTCq0LVlLpqWX3P UnNvEdbwGmBh72d46grANZcE9rnXYL7LqW34bYWE1l1ps+If/BiO0AUY7VbDWuWC2wKPXApM4hXG C+4t3K3EuMxq9W2VuRCHsG4B6Otumb5um1nodpod+nxMrbntcquuZLDapYZpauEA58uFhFbN7Tfv X9bkcxgr38D3kgsuyGNT2f5mrtq8UNr9jMndEhxvi2EJGx9Xii8X8udo7N//L/NmNseHsrQLOmE1 aoMHeTp9JIu4k+SSgzxMJvJOeZPvyk26JLdgr6QGXz7krzUz4R9szxO0kMw8kIOU1XblMnY197Cp 5FtbSabaqbLe1pdYm1qW2u082PbnlrYwl7OzqahtTMfkQ7onm8mvG/JPO+9f/ckVtJbUTJPLnFXG S3u+In05nk0vh6WJpLBp7SqpY+vKNPuAZ9qzPM4e4xuyiY/JFt4sZ9mvF/Lve0E4Jhl4ByOf4Bd0 lfNxUanJXaQbj5ZZ3EHGcl6J4ANcgLeyLxfy72MyKdBcw8TnF7yZIuR7KiXlKZPcRdWEpzg5phDC D+Q2rJVjkM/uho72Hky0nXGQ/Rmb2FWU3sZScntVSc0DbE1eadvwItuXF1qQLvZN6aj7Z007Q3La i/JQnD0qVexmZalk193U2Y1yUfbIKVklM6STfKOMlmiJlIHSSr6WtvrcVhZKHU1rygKpJ/ukpVzR 8mfqY7Dl5aY84iT2Fhe2P/GbtrfShmvbppzcVuVn0opPy2ReK0t4vJzmz2Srei1K+/oZGx2rTPIt l9MZ95n04K8kM38gjhsr5SQDp5Dc/Ew9eJd934T86c3atf9hnNIE3oxvDsN3sh1WyFY4LLvgnlyA 3+U3mC3XIFr8spA/tXXr9i/rZSi9xsOpPi+jJXyMzvNLOsVZeTsX51iuprPhYz7O3/E8Hs+jeAol Z18+5K959epfzpgJlIm3UAc+Qt1V+0iuw1N4KkfzKv6K13MH1fsBWy7HCwnYlw0J60+hfXSZcnN1 fodXcD1+yYV5F1+g6XyIxvAv1IyPU3WOoTUqNyUO/7R7/98zuDp+Rs/gCDXCEvwlbqWO2JH8vJB/ 3xNuB1q6mizS0HhS3azh8qajcp06m8M0wQymOaYA7TUPMTkcxkYQiwthPW6FqXgUOmJKzI7NcCks wvpwCV+a1DTSROp6OUuvm+xc2PTiRmYtDzXneKm5yoc15HtpEosFT66Zu3zMnOBftPyaiWWEm5wG nnJVeMHp4RJb2K772TDODms172cuD+34PSjG0+ECnYEpVB+rau9a0y2IoemQlIdCJe4P0Vp+mGdD B96ssmnxCOXGxdQWv6ClyJSUpmE5aoa1qRLOoyzYltKorx7ACloNJTkGpvJOOKNpEomGj6QM7JGq sF+mwk9SC7dJL9wjozSN1V39NO4Xj7ZJVbol4+lXmUTP5AvKb7+g6vYDam3r00ibniZphDne3sSl 9oAyCmfZYTjVTsP++t7aHsbqmua327GYHYDlbDtsazNgb3sVBtnV0M5GQn37ISS1laGwzQ6V7D1T 3a415exok9+2NentWyahzW9+kpQaA2U0JXTs/DEMCUfd/GP8ViwY9dRmJZXHXZQP71AizMZ/QEt+ CDOUTfwEjjLgSY6Pv3AW3MxZ8QdOhSM5MbZTinNStJwBL1IerV8S11Fl9HXFpUTQRlqzTk+xcxSB Sfl1bMTZ8WvOhks4L8bo+2aOwK3cSumLq3kczucFGM3LtJ15OIKH4iDuhFFa/jm/h1W4AabgxnhZ R3C3jqmvNyRV0FY8M4QicQ71xoU0AL+nIThG0yHUC/38kHAXukcxmJC3YVE+iOX5PJbk25iaT+AV 2oR+WUiXQL6kQclOL/gPfM7H8ZXamUAGYnZpgVWkClaSwlhNMuOXkgXnSH7UHVxnSiudMU1xn2TH AzJY97ml8Ej3vUeSB29IPrwl++CKbIQTsgFOyxFNy+NRaamyA7XOQtwhu3G9HMS1skP1rVdmK8P0 vReukvG4XGZqehoXy39wvszCCTIEh0lP7CGd8BPpgA2lI1aQrphT6yRX2YSyAEl+RpYn+JpkIr8/ IaWCPqYzaeQ2FpQ7WFWuYgO5h33lGnaTP3CannjDRWiD/I5zJSHtkPi0TlLTLklLe6QorVUmSwEa I+koUsvfEUNvCFIWTZPIY0wst9DXHRLezrJJZsomeSivFKKqUpAaSm4lg560GamE6vpv+V/UCurl MKels/qzB6Sw30JeuxyK2ONQ0L6A3DYtprYlMJGtiPFsJYxvS+pzEUxvk2Bm+wyy2KOQ0a6CBPY7 eCDDIZ5dqCtsIySzhzW9AgntS0hkk6GzaRBtQuU+OPszWBsLaFfCLZkCx6Uf+O3HJV1gVwLzRKrj JemCp9Xn5yQar+s43ZABeFciVVcd9MtDwhj/XX6PRnAD+o4b0WL+nLZzD8ojPSmlDCCSr+kljyYj c2gSz6QP+BOqxR+SXyckbLsbr6H+eop8wxtoCu+nGfyjpqtpNC+hbvwD+eUhRYI6qcwbsoQKSQy9 Lj9RWblF1SUBN5RM/K4U5GpShKtKBW4plTWOKsMDJT+PlJQ8SkSfH9JncoYay36qqVFheVlMvq6Q hYH+d8xyOkJb6CydoEf0kBJySs7JDbksd+MKPFnTLZyfb3IeTizFOZmUY5KGfIs/5bPcmffzcF7H a/kH/okn8RmO4mvclK/rKbqP39W8plr7I97J7Xgxd+WN3IcX8GCewW/x91yLx3EbPfH781j+lkfy XB6oUt21tKu225VHKP25B3fhSG7JvbiBaq+gaXHuzbk1P5OWJOHP+RV9rOd0TZ5HidX7aTXNp96r pp5tzWcpUs/u8byThmpeDy1rzdFUWkcrLY+jGjyN2mtMMoJP0Vq+RBuU3XyejgcxyhY6x3PosMpv 5iE0mXtTc/6SCnIUMbelPdSappHvu7i8Efg0jUlGkygZRVEaakRlqQR9QvnpW+UBFaJEXEijmtL0 q5ZcpwhaRu/TMOqg+npSLa1TgvpQXhpBOTW+yERzKAXNpP/q+4tw395F/XXf7oe/U2fdBwdjWu6C wMOwFPfCjDwe6/EQfZ6GzYPnOdiBp+PHvBz78FrsyzuwF+/Vs2IP1uVYTKnl52ksbqIR6OsNCdu6 Ih/Ac6mv67AsFLCZoIx9ZirYo3raLTRv2BEml+1mEumpd0HeVxqaFLa5KWTbm0p2iKlp5yhHTVX7 1BS3uSCdnphom+pabQO+3pAVQVuNzXFpqu+14KGUgqeSQWNPp3e4a2aLnDEz5bLpIgT1JB8U0ToZ da0nkHHwiOfBAV4P03gbRGpamxdAWh4Pp2gQRCvNaSyUoXmQkQ5DaroN2cnD4hpd1KGs+B1lxxmU AetRaqxESbAoCebTuKUIHYcKtAne1Xo9KRqm0zg4QRNhsj53odnwHq2BtwKZe1CZQKOWP6AWXYf6 Gv+8T3tVZi0MocWwiObCINXTmi5q/mPlNfxcZaO0neFqyxI6ANtpi8ZNmyGFRjjv8R69Kx6AY7wD XvESyCajoZJ0gtbSGMZLdVilbJBKsF5ywA+SCL5WfyyQ+2aH3DZnNb0vSeGmvAFnJAJ2SUPw/RlS IPBxCrNJbioI6ySt1i0Y6Nwrb8MpKQ7XJBnckBeBrtMieu5l1CirGGyR0rBbMunzC7NHLvxPx38J I+nD0lJpa3bKp2aVdDQzJMq0k/kmWrqa2Zq3Xj4wsYHM3wm/dBQVhpSSF15yZbjKTeAIt4KNygKN Lb/gUhoFpgTHoNH0czOWCDpTUuhOaWEcJYKfyNOyJFCUs8DnWn8Gt4Z13EF1dIY7moI0g/RSFopL Cqio7RSNQ+mg/fTalzxmkuQzHaWkqSl1df9tY7JLH5NAppsnvMvc4FPmLN8we5lgCyeEXZxK4zAP bvBd84AvG5FYk0pmmQLylakon5m60tT0lIra/+JmsxQJ9IeUDdrMYGKktJkgb5le2l4T9VFFGWiK ybcmt6xSXUc1Jr+nsbho5JsKYjmrUgAuavqcE0B8eWwyyy8qv8GUlAWmktZrqG13kk/MQG17mtRS /VWDNkLCM9pfh6/bOtDItoD2tiv0tWNhqF0Dw+wxGGgfQ1c9q1vaCKxqP9Po90ssrtFxUTsdi9jl +LrdhnlsLOayKzGnnajPwzS/J76pstVsE2xui2E7mxQj7R2I0vM5Ss/0z1V/S9sdatg2kMk21DO+ drAXhFwP7Opiatv92Moe1Lp7cIhdi9E2GqfbITjPDsRlGonHaFsb7BRcbdfhEo3Sp9nbGrUbGmbz UzvbkGrYDlTOdqWqdjE1sr/Sp7YET7GzeZydyy1sKa5hH1IZO48K2R6UyEbRU/mSnssUfU7CuW1r LmeX8BtKAtuc09kZfEfP1WtSkq9La2a7ki/Lcj6ht+690ol3yVu8TXryDlnL+2Qf75FjvFBQWkgv qS+9JYOMkVTSXzLqrb+YlJPymhMhv3KE7OZicpjzy0vOLTnFk07yjIfLdZ4oeq5q6ZeyniNlEX8q i7m5rOLask7v9cu5kEzllLJG76gv+SgX1HbrynzuLmN5mnTg9VKFf5J0fFp+pfOyi07Lt7RFKmgc WJZOyed0R2OW+3oTuiId6bq0IbEdKZNSwralZrYe9bL5aIz1aKy9iwPsc+UhTrGncY6OyQ92td6S Jmo6Gueq/yfYGByu+b3sUfzAnsRaOhb+2IW8G4xnXnMAX8JajI/zMRcOwar4DnbBbDgez8M2nAXX 8QtwVArepGTQks6baIox+/Rem5FHmlo8zHTmUUZv82YP/6C31MXmFM8wmzjaTFQ68hRTjeeanLzT HKdbZjpl0F22ku7IUZCYlsMdvAl7MDdOweYYid9iTVyhb1swMf6CjL5dIWG89Q7k4behot5mm+pu 04OLwwRlC2eAkZwCxusN+Ae98cZyCTjJNXRF1tebbzXYzREwT3ecvlr3I82rxS2hEPu6QsL9JSF8 ya/BLN05NnJaOM6FdJero7fqlrrjtQCRcmAlO6Ak1ryn5jLfMof4ilmv6Sp+aPbprnNWd8AH/Do8 UZuuq54Tuhtu5Rdmlpb1Zl9/SBiPLMUkelspJ9PxI/kGv5beOFUGYw1pi+Oltka+1TGBbaURdV98 qjeV6xrVX5eXeFJvGDvlGM6SQ9hbaSQHMIfsxETi64tLuPf3o/oaDbeTgTRJV9Q2nWGn9f2oTNbn GXr7mEGdJJqaiS8Xl7D+RZgle2Gp3sC2yC49ZXbDJTkDd+WoRvjr4LqsgB9lFSyXbfC9+LIh4Xem NyRGV8FjGcRgB3Bi+5DTWiPpbXZxtoI8lWYS31aR21JKToovG5cw1q/OreRDXZ2ddK19rdH1UG4k vfkjac99pQmPlTd1febjoZJV12ZWXZe+fFzCu2syjXuf0yi+r/HlTVrED2kvg8bIfn5cwjNgrt3E y+1VXqcWr7cZlTKy1L4n0+3XSjWZaDNLX5tIPrd5pL+WjbD1ZZTtpEySwXaltLbnZJzdonVGyWbb SnarzG6bTHbaB7zRnuCVqn9uHEKf35Ejumc94sWSWoZKI5mkbNDd6rT8zo/kLPe2N5Xz7MvF5aug fgXj71Hf8RgZxSvVRz/Ku/yz3hLu6y3khQyjtPY8pba/UXWbiL+0WXmaLckrbBXeYLtzjN3H31qU L21p6Wr7ST37g2S23aWaLSKfan57u5EH2zEcbdvzHFuNF9piKp+Ru1vgqvYOJbRpWMeVxTbhQrpT N1S5ZjaKa9lormwvcBn7hIsH43+Tk9pLnM8e4mJ2rOb1VtpzWduWM9qWuss31DnzEV+Srirnzxt/ /kTxc+nCJyWat8g83dF36Jgf01uW39+QZIEPnPH3+S58N5D393v/PSSMn/2z4bSs0N7s4x/scZ6v Yz3NPuW2tpz2+GMpaCerpTFyQw7KNdkiiexy9cYYqWibyfu2kI45y7f2Oo+yp/iWbNPzZzdPkJTi 6w3pF7RV3vxBE3Rufc+Z9UaVUW9oCXSePaIz/ITusmEjO6mU3gbryTzqJzNpjkyiTcFarUwXdN1f DNZ/BN2QbnRJplOs3mzXqPw8WabyMXqjPEDl9BYqkoafcjpGSc1J5DXOKy+pitJYn1tKbv44WB8p uUlwY43Pb6l8XsnORaSslkXoWimop1d+zqO32YySl+Pr+3POqvfHZHyXme+z6C0zC8fym7yb8+r9 MULJz0s5l/Ytpd4d/bXl9zUk/Ebi3z/L82HuqXpHcRndE+rLN9rmYO6sJ3WUtOB+8j5/LVE8QPO7 y2RuJ1P0FJ3CpSRS7eijffLP2hmcVPry79yRH/HH/Cu34IvB3TYkPDNy2LlS2s6R2nahslbHc5uU srGSxe4XsafkmVzRcf1VLsg9eShn5aUclbRaXkTXawUd8/J2hT4vk1R2lfi6QroH+t80YyWhHS/3 ZaRq6CG75ENZLvVkrtSSFfKOzoBP5Lr0lN+km7zQKEP3czkgVXQVR8h0fR6v8tOludZurXFIlM7J YfKNfC3tZKx8pFrayyH5Pphz/tw7rHqO678/yzbZIbNkqUrPkEiZIN1los7tiTJVpRfLKtkp2+UX lbomq7WXa+Wy5h3X/WOlDFSZTlqvnYyWjtpCZ7W3n2zWslOq644CdoqksH6/QsK1dES22Qp2hbLZ HpEfrf8eUi+QyWUi6IzLTZcd0RFn6aq7hpfcY3zsTirXMKG3FxN5jzG3dwoLeTFY0PsKs3qNMYWX D5+5HPjEZUfySqlMY0zn9cV83gIs5p3ACp6lGl7SgDJeUSrrvU7FvUyUxStHWb3SlFzzyGtBz937 9MCVpSuuIZ1zvi0h4fd+Pz83HQ1sDOXiEn5be5seu6aUxGtK6b2alMl7U/HbqU0pvXqaX56eOF8m JDxbiqtcZcrn5aNCgY01qaTXQJ/LUTrPLwuZHsjXMQWonOqq6RWmWkH/bEBj9U8DbyZGqB/yqm9S ehkwgfcSjHcI7rnNcMWthX1uG6xzp+F7dxPGuqswxB2H0Zq/xK2ANW4pHHLL4bqbApddSzjnCsFZ l0XrpIctLh2s1OcZrgIMcjWgj6sGka4U9HS5YKBLCdEuCcx0r8FSlxDWu4zwH5cCzrsX5pR7aI64 02a3+9HEuINmrrtqRmjeIKWXO2f6uMNmmNthZrhNZokSo8873XFzyN0zZ90rc8/lBPAag/WGgeet goTeBUjhgY5zLszlNdBxnoN1vbP4vvrhIy8dvav+fterRfXVh295+amE5/sqpE7gv5zmirb73PRw +aGH6wG93TEY7Bi/cZlxoiuNS1wtXKZsdG/jIVcMLwZzzPdlcoznZcLfXF4868rhDpcNj7nkOlcT 4n3noRf4GvC2vp/UsliXH9dovZnuFXwX+LknfO1Kq/+SqM8umcHOtyMkjHma4lI3QG3YjD+439WO /LQzmGPF6aTLQwfcS9zkdqpevTW5ZrjO+fIhhQIdKU1VmuJ9RtO8hfS9d05Tw+O9DDzIy8kjvGwc 7aXlOR7zKu8ebfT20w5vJu32+igN9PltWu9VotmeryMuoe58HOEV5XpebqUIt/Sq8GfecO7sbedO 3kVu573SfE/KePe5oL6X8XZzZW86V/f0HPcacF2vFL/t+TriEv6/dUFm70N+4QbxE7eWn7m9bLx9 7LzNLN4SJm+QvrfR9yqc1CvMKbwyHN/Lxa95fr2QcN9prjZno96B7c3/P5oEMvkCPxVWMtIYLxUN 8VJQfy8lRel7O11vLb33dB4N0HW2SdfZHWrkIX/iCUcqQwKfvsajlAFeAu7qxde+J+EuXkqOUoZ4 mQN66vPH3i2q622hKt5XSkOqHszRPLpe/TnrqKPH1E/T0V4GHauCNMdrQvP/5vvQP75N72q9ntTA m0d1/mbXC7X5JrXwDlMTb4nm9aSmuqd89GdfQsJv1748qN0v6SvvEU0K+uP3y++fXxaXJEEd+2cd y23+Vl4tKM+mt7saOjfKeVl03FNycZ1jeVVvKk2djvNDV5Xvuy/4lvuOb7sf9f0mW+8hpwzmynMu 4b3k7EpC77GO/T6+pnKXXVe+5IryVZdO6zzTvfohWe+B7qePdb9kLuul5qpeZW7o+W2HhDFaQz7p 1tE6t5Dmu620wO2g6WrDZtec97g2fMh10rQbb3WRPNsN4LFuGvdzMTzSTeW5bhKv1Pm32h3gLS6W 97sZ/JPry0edrzMu4T1jIY92x3mhO691zqvOXRyrunYFdX/Rtq7yPneHN7obvMyd4ZlBO36dkPcD PQWMb+dCtXMcjXBjKNKNpw/cAqrrNlNN15a7uVrcx1XmQa4Mj3Oleb4rx5uCPkVoH2poXgse7D7n Aa6x9qcBR6v8HGW3axSwTPv+veuocoP4qz/7O40jXU/V3Zk7uENU1cVQRTeN3nLDqb4bSC3dAOrm htJoN5m+D/zp2xgSrrf7XNF9IT7V3HWu6fz3kFDmLLdwnaWZ8qn6qJ3z30NCmSTS00XKl667DHUJ ZLDz30NCmS/kW1ckYLbKzXD+e0gYw83WG9dMeW6nC6i+V7azzHRRKttH4rs5ksDFaP5WuW+Xqtxc vWWNV4ZrTPKl5g2UX+04ibUT9ebl64lLGMPtElYdKd0aWed2yHq3Xba6tbLbLZB97hvlS9nmusly 10GWuo4So7btdL3loBshR91i+Vnb/sntlV3uoCxxOexy19Oud1fsj+6S3eCi7RJXx85x6exM95NM VTq6bLaLm2R7uP22tztiO7olto2rZFu6o9LCHZHa7oVt5J6rjOe6uHjuPZfZNXMZXAeXzHV3aV0f V8f1cz00HeA6ub6utXvbNXCpXG330tZyhyVCcc7vU1xCX+6TPq6QHeDW2REuoZvu8rm5brLb7Ba7 ncohN8397Bq7Ey67O+KSuliXyK1Ue/a43+1Ox26hW2OjXRE7Uvs7xPm6QsLxjMSN9CkepF54hPri FvLfQ3oEMqVNPlvJJLP5zSlJbuaK/yvEdKaqFDBZpY5JJBHmAJcwnbiMycMNzFnqajZRtNlGM8xv SkqeZyryRtOCT5gv+J7pz890vf5hBulzC/7RNOUlpiwvM+V4jpnCQ0wNHmMy8xSTl0ealtzTfMcd zIfc0TCPMl35PXOdRppfKcoU4hbmc37b7OUqRqSWSSPvm9O8zWzly2YN/2b28V1zmXeY3NLKlNHy T6SIiZZMZqekNzckl4lnXzdpbPWgbyHhXurbP0XpSDNNSdpiLF0x1zEDxGJziMHpsAF36PMN+AXj o6PCWJwqY0sqrWkpfIxp8Rd8BPtxExzFSXANu0IxyqyyneCU1j+P1eAV5oDhtN28xCSQnm6aGvSj GUyLAp/5bYeEZ+Um3ABzMRa+wdMwDK9DFL6ClpgJ38AIvAtdcStMxvZwABPDH3jaZKN+5gtqZNZR UfNSI/zqnN/04hpmJfc3V3m5uRt8+5toTnCkieVGZi5XCEYvO9c2t6mLmU9zzGd0yxSmfGCoPxzB MzABS2MD7IxZ8Ct0OBUvwXw8EfjBty0k/A6yB4/DArwJozEJdsNCWAFb4kFYh59iXZymOpag4Aa1 /KD2xZcNCf8/pQDkJIKKtNIMpCFmFTU3z6i+Ka62RnEbM1v7cTywv4uZxq1MN25pSnJ784rGmc06 WqPIr/83/qfXr+N/89xrHjFBfLloHvBxc5KPmO38i5nJZ9Qfl4ze7c2vXBxSC0EqOW0Syhbzh/rs VtBmXMLvkNcwKfbE/rhXfbQKI7ETbsf6+B/MqLPjFpSiLfAhfQ3jqQ5cpBxQg9NCJy4KNfl9uEkT YAYdg4/oD+1vcUxMnfGc+nc17seR+BCbBfPL1x8SxoL+nMum0r/jQvwRT+m4pKT6WIoSYwfaBEtp FFyhLpCIoyAdT4YbtBm2UT2sRatQyNI6rERd/jdnK/9JGKP7cudgFc2C32gEZOCe0JwjYTr3hx0c DVf5ADhZBVd4FsQoI3kJvM+74HV+BMjZcLP2R3gNFNCyJvwNzOdR2t9JkF/zXlECnEu1cQBlw0XU CIcH+4y/7/TFCTQIO9JEfJ324QP0bYhLaJuvvyb+8We9XniBvsPSfBlncnz6mf/A+/wLGtmAKAvx JX+Dd7k3XuX38TKXxFucE19wOswqCTCLPIAKchFqygFoIIugkRyGt+QqFJJb2r9rcJf3w2beA9F8 GFrzSagY9M/D8+TbEJdwfjGdCdr/HVPKS3xTMlMDKUmNpSGVlZb0hoyiUvI9VQq+F/nfjaKpmDSm tPI6vQhs9+vHJSLQm8UkVnvvwBg5CaNkPnwjvWCq1IUVkhd+knjwRB6aHPaaqWEvmT72ollqb5lL 9jXIoXfHsq4wlHJpILWLB9fsK7PRvjQDrUBVmxyS2xJwQT6GbTIGlsoGmKP6Z8hjmCe+fxLHITyL 7qjMHq03CX6TNZDeRkFiuwaK248hj50DtWw9KGNnQHv7NjTTsihbBfravTDQHoI19hr0tieglT2r Mn4bvq6QDwL9hYz/jTMTFbdfYFdbEQfbFIpfz6+fDxfZD/EHOwGX2u9wrY3GTfZz3Gpr4y5bQdPC uNEmwy32Lhyw5+GYnQBntO45ux6P2t541k6EB3YcPLErwLhb4LnciK4v3rGb8brdh0nceUykd7t5 dg52tzvxM/sfbG+zU3/7Hg20kcp4am8XUH27jvLZrZTC+raGhGfpSlNeY8Lrtjw/sctNHee/h4Qy fnkP2WO7y5lAzn8P+adfgP7128VQQyteQRN5dfB7ygjFfw/599/BNQ005DdtaVjwm4uOtIpm00+0 nU5QAj5L1fkideDLFMn3aCw/o7UsfILT8UX2vyaW4gxShstIueB3Mv7vZUpLUc6paXLJwSSOQZ7S dT6pM3c/beYfaSjHUifeTe9p2pw3/e/3OD9QUyUrL6JXtJSO0Wr9u4om0BLqS1PJty0uFPTk/wEq UppfkDMAAD== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image016.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhZABfAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAgBi AFwAgwAAAAAAAEHA/2FwwqaAp/8AAP9NTf91deVlsv/MzP/A////AP//lujm/////wECAwT/EMhJ q7046xkYC1sojmQpBShIdZ3nmXAsr6jr1qn9znyftbobywNU+Y69FjC4XH6QUFNqOrXlPkFGdLtx fmo6cPbGLa/GxDA6bC6DvTfh2GlsQ4frfBq7s0O/RHR0fHKEflFwYYksVUqHSIl6e1Q4j0eRaEU3 CZwJaSiWPGKSc52cTKEyo0KYm6aedKkwTYFVma+ceESyUoopCZRWAbi5XrwkhEMoxMzEmn3HGleA y83Wnc910RdeLcyUw83d2z98RTnYuNXY4cBB5Bg5jGLqlPXLSrvwFdNX68Xg7slzsY+fmH7XgP0D p6vgCV2BiLBTWM/UOltaHAKIU+gfu18U/3O9GmZlxTYrwgJZm6KOWMkJGXktUtKuYjqLLgk+jBkq 0rmEHq2t0ebnGUpXCVeC9JSFaBsQe44iTZp02rtDB5mEoQq03SoyRSFK/eIsINdOTbEqy7P0I5WR QXGhsgMKC6a3cOMCrMnsC6iwOIbixVmV5Td9Re1q3dVBgYKVXfW6g2YGz8wajh+LY4jiwIGWcCmX GVsSc2alnA0XCy06iiQQNQCgUMD3noPbuB0M9ijmKelCsgeXRZEb9+6avSuT7hD8iT1xCgMUz32x Olgu5pjAfhJcOFzdxKcztPhG+ZyMLLp7J387dVt2shFv8akCVOpvB6SD5zw8vvw7Q0ng3P99LYU3 HXjD2acTF1+1cMJDBJLnWX7GqUYebCosOF8szMkGIX955RfAhJ69R0VwAmp4xxUboeiheiBeKGIC IvJ2YgMwXYcIGC5y8OF49eS3wAIW2kdFA0gm2UBsylXiY3cXvkfekHylACMKSibJ3VN/WSDlRGUN uYBbGGIZQJZIprdNUPhIOUwAYr554pFoOhkNCDYt9Y+YREZHCZppxueULDZBlgCRbRqJJaDbDdpT oYRFOWcKS9Z5Ak93RunMPR8FVykwWXLgKF3HfVnbSCssCYxCSooqSwoEBGAAchaC6QwHSa4qp6r1 jbphAAQEKyutta76DWxZgpbAk5YAG6z/sLNKehalaS460rJ3PqttdWdFd6WenMCj7bNfbgYbNl6e Co+z25Yr0AQW8UPMPuwK666kRlwoTkH1xnovZxRQ5WtP4xb7F0PyHqtRcOOSC7AItVm5MMMN+4vw COBMLGrF7drbJRIFfJgkwRyntkUBZwKK5CP9WkwJuSS4hyXKKrdaFMc4E5AuODUrGWfPIz+Vc7t0 Am30z0avzPKiSTddM9JOQ+G00ykbLcDVV8cpM7U4mjD110rCyafTWjOEddEwMBoAAlOAnaTYfCIa QAFZTlF21VN7XTfbAWSWGddGwx333ExXC3cAWCd+ddQlvI0A2347hsLjZhYdtuBDopwCmt1hi5mk AFQkXrjKjS9JeeQKPK5636hLXjclmgNuuNEDDPAnoKUvSUnqqiPQuuR41zy622CXzhDlrEd+++VX TwF68MQzLkLPKdCmvOVIKq449NFLHwLQs4FDG6Pan9199yMEPhttrKfMNeLaD39+3tNTTYnohi8/ f81HTA1/+dzbX6jsQLXyNU+ASouG/XhWPI0BYIFt69k2IgAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image017.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh5QEgAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADk AR4AgAAAALvg4wKQjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho eIiYqLjI2Oj4CBkpOUlZaXmJmam5ydnp+QkaKjpKWmp6ipqqusra+lkAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image018.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC42YC5iP1dbA33ettdda+z8mohD5SkmipiMOSmEi5ZRyKDIaRUSmo6QplISmyPWU CLnkVgi5VC6FiEkIIZpcU4hU5DJC8+3972z1Pd8885z/8/zm3Xvttde7r2utd7atXz0mcr+j0fcp Z7Qt+PLElnFkowivvcD9iQZ7UWQcKXD0P6VikNDvU/5v6Y9W8hpxnHxSnJp88n/qEEOydwwF7ucl aXHZSN3zNzBR+Hn5dXEUiXuedeNZV7DuvDSOyrlnJUyJGusy3ZTytmamtNJuif6yxvaXdHuZrNZW 0lxbyE9cTb2OJ/TJglwZGzeUw9Fr8kS0QR6L6uvP0XydjLl6B7bT3XBGvI4nvN0N9PzbIfn8xY2i UdLi5dFKyogn4E+Qhb/G5R2CAMWxLnwIT0IuTIN9MAHK4HxsAzfQbtjgOGVa4QRugSlyJk7RbbRP c2mOtqFn9UES/Znu1Hpmg34lBzTPnJI800Iu4J9pDO+nxTyHprneh+nJ2L/XU/ga/TFKiOokR1ku mqEvm3R7yoyzu8wR29X8PbGfvrAtqUIiQXFiNp6w1+Pr9gC0t/Xgc/0faK8ZsF/aw/PyKmTIb/Ab F8cP+Bncz8/Tai5v8niY6SorzRhJ4X/or8bb95wfzbrC1qxKcjQlo4V6q9xq67gZDpb6drS8ZDvI TjtMsu0axxn5yu6UCol8ec6maUVbR7/To1LNLpMVOld830DJpD2JBtqueluimr6fqKkVUjqprwdK JHU4slpdmkg3KaGviS8HKiXbS0RNYaeciAdKnzhb6seTZXb8lRRE62RMtFlaRf00NWqm2dEqyYqb uLa6Mgomiu8TKJu0k4gKooe0RZym6+IWmh13VYBs3Qsz9XA0Rn1bIKzUIwWPFLJvYaVmaBN3Mg9B cVsTn7V74V47B8/a9rjLrsZSiWtouX2RLrNjaaS2oCx9gHL0OLbWHNcnB33fQHjbiIIRhezLFcm3 FY8ytBtcq7fAMhkLgyUD7pKb8RhfgypTsIZcRp9JBVruygntjj/JCfD6gUuTNopFdRI/0iH7EzW3 Vxiwt5nT+papao+aV+xAc3lirjlh7zJeJxBGNu8vt+zPdQi7U8n0jkeZRPwg3xF/ydvd+v89nic9 4u0yK24kh+NH5E1Yz8ccm3Ext6Z9pg36PoHwlj2zHilk/mHvmmsnLKtvYgWtRpEOIqPHaZ28S0dk IPq2QDhTbfUWaqxNzDW6iXw5UDrZbqMs+y3eYGtQJTuHBjj2anFTzKaRlwfOn4NNhZ2DsKqXyl56 XSbQArnTkC40B6U695XR5hP+wWzlPuYyyTBeJxCs/tWf/jnfqkmrpaKD8jiU0/rwhGO+pkJ5WwyG 2HSY6DyBJupgycQ2HGqBDtqluN/Wx372B3jaPgW79Brop+3A9w/8T9JmavQVl6MZ/C/8gRPYUA7B o/IcLJBu8LTMhcfkdwApi19wDnq9QJjlZl5Ls7mq2ciTjMin5p+OF+WY6S4fmDM8xmzmhsbrBMIs +2zvU8jaVU5avTAqxvfLAM6SAp4u38gUWSoHnPcwOtd5kxr2I9mr+dLCVtf3tZMOSRmmi2SmNuAD 4vsF0pK2Lo6GQFe9EWdqXjRWT0ZVdEGUpXOiPTIqaqCVovXSKeqp6GRDotV6Jtqly+K1usN5+BM4 XJu6s9IYr9O6cKV6O4Ewi+Y5zQvZq4uSb3YRkjvIJEeBvCI7JV/O8R7xskCwcnBkj0LWIpzY8oiQ gTeDdfhyIPSePHhwIWMIftZiW0jFN2E1vOXiWy/w9UBhN+zP94dZ9If3pBYckm+hhHahi/Uh2iNe Fjgfc4+tK2Ic5N5XEmfAIhwISzEdfD0QPOd4qicLTQdZQs/JUfOufEDL5HY+LumG9Uauou9xpk40 WXqJjNXpLhLVNlv0cWK3S9+I7xsoLKL9Oa8wokpmPO7GWXg1GYOmrPH1wPkbvmJeIXMK9+ZruI37 Qyd+ALbyGBjhPO338jjlyLX0oOzG22UlnuQ70YrXCxS2a/9/bJNpfDwNt8J7eBM+RaXB1wPBU1kc jt3wdZwN99InsJCegLV0HdxGXh44vzfvjy9kHjclLZWPtsBvdAB+NRa/M//Enu6mHzIJEm5E9/Ap nM8rcSNXpy2cTdXd+qY5Opr5poOZbsrLLufHSrkcZyU1hSM4Da8z47CqKW1uohIG6FvMxW/Q2w+E EX00qHsRZ+5HKMa74AgtpxfhX5hH9+EA9rLA+Qg0r6CI/Wlo3jQXmBXmd4o4yzB3NnPcmOeZyeZe nmiqyXKqIh/Sm8brBc7fiT1FnZ1XzN3OrzXixuYLHmG2sK8HgoXu3xcUcR+upS/wZVqF/eg2qk/3 kK8Hgk4jynZtG6k3rXVkU6O/EHTmOv1ZlE7HnZ3TtAZ9PRB0ZtFj9A59TIeTPEaz/sJ/tx/tzSwc YKqZo0a4LF9g+vI+8rJA0ecsZPJDcanLq1dAVXcyX8N6OBTL4sN4Bd6HBl/AI+DbA8Hiph73FLEP ZXAd1HR3oKTjBGwCXw+cH9PPjxTho2fi7+Y7x9X0D96NE/kFfJ69LBD06vEMrsn7eBJfKsd5F4/j IexlgfNvq1y5kPGGFdgUtZJEnM8/RTm8KVrEM6M3eGi0nh+OhnLnqIr49kC45+v5UfmZrVwi18vd juvkGdnD48XLA0Xn8OE+TIH2tMF5ig+oLcwxQn15F73L8+mk2Y876EQc00EXWYqR1wsEy716zSpi H9aal3CFKecs5tF7PJV8PVB0XhOyxR1UU3LN9Y5HpaKbUWV+W57h96Q7g54m7/+3yVxaKUfMMHdv n5OpLtPwfQI1k3bKRtnxbEmNQVdEE3VrdLdOjZ53nJMBUTu9JjokT7t6WvSEvhht0FHRdKe3RdvE 83U2HNAlLuo3pdVaEjfojni6lopH6s3xGfE2A+E83A1fyrn4nIuAl7k+5fRlYPWyQMhPx7u2YuYJ 7c6PaLoZoK3NWm3nYteFZp/6tkDI7ya5OCdyg+50Me4juV9RR2qB1NKr9Hltq5laR+drGztRVydm 60P2Ey2jW/Q3+dDpb9D7paf6/oHBSZuNolGQzk9DX+4As/luOMwPQWnJgfsk030x5LhMb7ob7xW4 WtbgXrmLvpMOjk70lvSjsTKIsmQadZDJVNvJLpO76WsuTkt4l4sJyzGSA/g9V3KyO6i41HCxoS01 kXY0TG50eW9V2i5f4gZZjC/JbHzbZeQfS3t8XTpjA2mGT8ml+KrUw3ukK57j3riUW+KT3Axf4eqY yddiBS6B+w1hOd4P+SYP3jUL4SLeCRfy79CSS2M6346fcD0sKaWcvRLOxjboIEvhJpkHL7h5lZSh kMudYIeLzS+zX4NAuI0PmAxuafpxV5PDA00m93a5eQuzjFubMZxu+rBvD5z/Doau8BVMcnnLq472 cAkOhpWYBW/h6zALa+BgXAnVcI3zSuMwFb+Bn2A7HIS5sBQWgO8buDxp74JoKWRBhA3gFJyJ78KD cQlMdTZrQxOsDl3xcNwbazr7jSGBzcDrBsL330t4PzbEUdgcp2CE27A07sFcSKUdUI6Gw+30LmRQ E/zMReHi+Azeg14/8LekjdLRZro9Hke74++wADbgr2BoLpzFSfA36gg1XFx/jM7FH7s5zcLFsB2H wRrsDylOfhIbQi1KQCWK4XGaF2fS9NjbCoRvhFS3FrmwCTfDHuzreg6HC6mOG9u9kEnj4Er6HvZj anK9/iDc5Z/pybiuOR5XMWfizqY1tDbt4VXzMfQ2K+FjUwnfMVXxVzMK97qc42b+Aa/mE/gc16N/ cVP6wuUkk/lTmsdzabUZgy3NWCCzO/Y2AyHDzoezwPgOlsGJ6MuBMI5neCrXd57/Ss7jGxmlk6Mb XyVzuIqsYJZf+Cyf5M/5fX6d9/IW99zmtIvLC46n+Ae+mY/wHbyUs3iJixrbeBovZG8zEHzFSSyQ kjRTitNVssXdk5P4tJzFBbIRjfq2QIgMw/C0dMdMmYTz+H3cxoMxQ2biWfHyQNjjT/FSnotHTH88 abq48gtYlztgBnfBqTwV3+Sl7v6dxXcc/bk2ZXJFKs2/4BVsqQ6fxA68EQc6+915LNZhbysQ1nA9 XsWfYDve5+6lLwfCWNu6NbqV06U+j5V2/Jbcxy3dGhYXLw+EOLUmulLfjh6UjlEtaR/N4hHRGZ4R reQV0e+8O5rB+VEZ+TK6S7xeIMSRJXyhruJc2ct95DMXR/K4vBzhelJC0hxNpZ40kiukp5zmHNnC n8suvkh9n0Dw78NoNVZx+VQ9ak4t6TAOoKPoZYGgt5g24OJklkZ0ghKUT+vwD9kfBL18ak9vUUea QctcVtuXjjm8LBD0sqkr1XTUo1XUlIZTTxpCXhYI61nVLMLWhug6U9lk0rWmCp2iMiZhvDwQztXV LutVs9D8SOx8HfNF5hdzkdlkmptpxrcFwlm53934kS72fwgz6A1chZsJYau5mEa7rK8iR84b5tFC k+7yiFHue64c3Ym5LkPvxVWxgjkBpcxROG1Ww1bq6b5IvK1AGM9yKuPiSUez1XQ0C0xFedUxyqwx O2iu8W2Bov/PFL5eHoBPTVq0xhyMJpv0yJgo2oaZ7qu/WjwKXomPAcPD8FI8OR4MJm6GibgVDYpX Yhq0xVXxR/B5/DVcAy9DJ/gccuFrGIQXQzpd6UY/HRLmIxhkvP1AyHeGuRy4Glc2pXi92ebw9cB/ 93+ry/W4PKz5kqMdZJHukQV62nylHU1nPW58W6Cw7OnPNWiWtFY5aq3n5ICckzSdwNW1jRkri5wf yaJH5SL6VO6hnfI75rnYO14UT0oLbKgNnR8Z5ahFP7q9aKDHqYe2p8c11QzVLuawHqBvdQzla3P6 WA+i2L9RcytUzralMnYF9bCr6HJ7lBbpaKd/yKxQ1qd1LTfTV8SPJRDWq5Q7MQfNDXzQtBHisezr gbAi+3SqqWWRh9nT5lu7zPxqu5kF9gNzu/3G+LZAraT+JdEJvUTq2uIy0daXPNtN0hJdZFyin6xO LJFqKQXSLyVTDyWe1Xk2W1smWqpNaanFUoyOSeTJS4mRkm9fk+fsKhlps6W+rSPfabas0zTxdgMh Sh+L67rsr4KUizNlWTRa+kRrnPdZIhXjdYLxaGkVd5KP4ibSCkaL1w0UnZeHO9+JGquL1jqEVuhB Wq89KEe9LFD0GQhrvFGGOf/WTfKlqsyTTuLrgeAdN+pCKWXXSZ7LKdPs1TpFu2on20PPusyypa2v A20d3WyLaw9bScvY49LCThTfJxA8dK5cjevlF5gvBfCerISR8i3kyFroJqdhiJP1lIo4Usqi1wuE DGqQxNRTduAEWYWDZC4Ol17YWf6Nt7hcsLaMwCtlEd4lH2ATGYQPuvZuLr71dPVM2Yy+byBkQG9o b1ysvXC6ZuJavQ+Xayq+oZWwhyYwWxtha30In9X7sa/e4HSuR68fCPtrLOIpXQdqv4EUOwWusrOg hh0Ot9ol0NpuhRvtdqjvdC63x8DrBkImmWHrmP72YvNvW8mssKlmpn3YjLONTW/7qOllGxjfHghZ 0VOyjx4SNLXlApMh5cwtUtNkyZ2O6mak1DbPyIXG6wRCvyG2KU6x9fF92wVzbTv81L6Kr9l3cYJ9 GZ9Llrug1wmEPVtmZ9EI+xotsoNoqm1An9kM+tqWp3zbmWonOtIvdqqrdyavF8DkiftfWAGE0m4c AAA= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image019.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhcgBNAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAgBw AEoAhAAAAAAAAFKFUnp6rWbRZn/Yf2bCsmb/ZnPl/5T/lLyLc6OMjLKy/7L//9F4T8zM/8z/zP8m JuiWeOCtZv+1nv/vZv/yzODg/////wECAwECAwECAwECAwECAwECAwECAwX/ICCOZGmOTaqmZ+u+ cCzPNLnebA3ceu//IpwwJxsSgchk0Dg8BWzMxumorJqiUVIggFliSzyr2Is1iraYNNmMwo2r5TJg y00/4233O8m8Cud0aRhPO3J6e3BsUCuAaIJbhXFUiEp9jl2MjXWCa3iUYmwYEoOYUmeXdYSSKjJ0 hJ8tbK5dWqgBD3aRkk6uva6wfmGbGBbFp46zg51ZJb4BENAQv8CLOYLF2MZbC3UPrri0q6YJIhAJ 59Hp6a/UuiwBC9y+c9xp3r24d6t0Cebn/erUsfvRJNgNZ5DgobmHb5C+OFv+/QsIbUvFSorc8dhC oSOFJ/G4PGD4kQ6uZU0C/0hER1HaM2kY2WRxEMAjBQAhMYyk49GkMo2H+LGkSOciEnFNMDjwmCae TpI9fT78MyJixJbRLB4Y2APpH6UdBTllWNOmyXuWop2LCFDdgQPR3hr14dUNWKZbdnK0WfLWSaDv 1K4dKs3l28NwK0KgWzfT0o5n6SjgCzmvN8ANnq0cvM4wYrgvucZoHOYxhUF6A0ymXHnknCEWB0ss mu6zXIuQapB2HNYvw9WsIwfAYdGfytkBJkCw/dlwbhq7WeGU91Qya7N+VR2EtpZtguRxmd8OsFX0 i+im4I39PbK9+weVbw3QruLlbHTgoYm3/bxIdE0ikaUAQ3rt1NoA85Hxkv9xx0mjXHj7vdWff42J wE09qam2EwIIFHgPBQpsgWCCuggmkYO1RbgVXDqQBmB1kk3mDYcb6gWiiAgGMIAXJk6Un34qHtZi XWfklKECq83Y4Yw2IqnjiDsuAQBWPy4noYpDiiPCIEaSpVqSAdDI4ZIcOYnjfKpM2VlFDwIpIXn8 HZDlKtM5BWOMHr33XplmPokgCQG50qabyX1GR1dIHdNeL0gCd0+HwoHYKB0jvkLUFoPGVShivczp iTy3+IIkX2FCSuOHkvZZaTmBFgdBppu+eaincliIUKOk0liqgR01qmqOagr046CYTmBspojSWZWo o/L1wKnulZXqpCLSkg7/AQS4kpWwtKlD6xfNMMqanot65Cu1hESD7braTrBgRd16qxuRy1pHGbm8 TtuoFuquS4BL2q7zronfKvvlFsCRipC5vpqwILYBYAtvvPH68w9jRH4ZYsLXXXeuLq5mG/G/ExfX rSsXE5TxpBx3zFrDjDzsr8C4xfaPUDHRqbFqLvd1K5LuFOevxFn5YvFm5PChJQYs9+zQzwq4M8fQ M5dcHNIpK70L0062zNfTzjip0chUE92LcitFM0fSKisLANcbO40QwiFqJHJRVZ895UTwttOCxs12 PAgDDAiCAQNlioZtVdCsW7Kx5QA0q98Onys34YYjXlPdMkDgOMDH1jsh/+VVbdxnBRhQNjjhrGsO WQ2LazIB6TXE6EoFe+HVOut7mecCAcckR3vtO2OAO+7SnhbA7oRzNPoMgg4vgwEGbBliABVkj3zq vbV+wffO+w5D9NK7EAD11c/hkPa4c989699fEP4P5Jfv8PnoBx/I18vz7kpJ9KPD7CgRAQAU0ICt wB/1TmGH3OkOfv8jxBa0Bz0BfiIAEcggBluBvvxdwn02WR3h4ue8MyAve+IL3gARQYcIbBAGBlCg B4fRwAfuroQT1N7zwuWuFe6hFwd8wRY6iL4PPqIsImxdCauCwhQCoocXdEUQhUhE6g0Rf4ZDIvOa xwV2TG58ycnNF5XQKf/ROaGIMcQfFhuIDIT8ZA5ayOAUaxHGJ8zDCi0U3RjPx8chWpF6hnNIIAPZ xVPQcSDZKVao8uISMYjRMtE6JB3+iEY7ECMbFkCIAAIggE4CqCrRUuQ9HlA0J0KvESNRR3sANElK +jGGxZibKwqwhU52EoMR2KQrOnkPY0mjPenwUhmJ55eWZMgXVlQj+i6JSQsQMgAFiKYtNznNauoy OcrxzZ4qtsO/fSOVAVmULJW5BWwMUpbSpKY1bSnAB9HyLPdoiSkBkMqBDSwaGDiWPscZgGZikhOn iCYt1znNdkJDoL7BysReUAB6kvJd94SXPidqLGwWawL+zAZCECrQjkbOc2LpKIA33AMNkrbKBdGs J7wuFYg0UPSlxsroINUgAo569KY4/SYwFQqTvxVAWFjBqUBnajgAZFSmIxCqUnMaMJ4+7wG0/CjA dqqOpSqVFpk8qj+TCk2rMjWieiplCcT503eGtape7ahORpBVrTaTqzmNqzHFObekvtMZ+EJrWp8i SVkGEq4dnaVUeUpYaJDgrjrFFzijsdSn/OUYWiUqYAWb1sp+NFz8tKxQ3RM8t/6Tpvrj5zgVWoJo 0kGpop3bUGlBB8/6E7SsdEYSQgAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image020.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC32WC3BWxRWAz9k9Z/f8P+EpgRApMIECgRAJQlrQQIAQHoVWGEFqgYgDQsEpYCJC FClJ06hALO9HBCI1tEpiCkYSkJcFQk3kMaQtokaEMURFrIbXlEft7rU/o9NO78yXvdnz2rN77tn/ 9LGqjRA8meGbMkX5t6MPIYQA9G1yf2BuIGVHExV5i1I3JTP8/bdvpeQ1EIORsGkwmv/8r1AF1qi+ cY+fScQYEDfeUAyRx8/3QgDrxlvOp1O9M4vBarroZCjXaXBZ7YPh+hMoV0/hGP0KWt1T9VWH1VGc qLMxjZbDdsqCDjwGxvFG2MxjcCWX4jiTj9vNJWA73FEKGXYJfGEP4hGbpUbL+7pKBvAyucz9pZM5 ZTeaPnLQ5kmqLJZSGS3p8p69IBtsrY2xC6WS3w01MenhSq4NPcGdwsxFwrxK9ut2UqPSbUsVa9bh GzwWt5lpjsPQ1EyGe7kCHuYUaKB5UESj8BGqCPLx3Mn6wIE7Watg/Mpl3zvIvg2EJU73scMUmQO4 Uxs1ULGehLl0P/yUM/EAl+AI85KK4mfI8jr+nGcbLc0lV2pkpT1mh9uX5HNW4Xq2Yctl0pG9P08k +sr649/Z82+jK+gbRI+BfXoudNXlkKbPwXk1H0fqIpygb6Glb3AS/Uw9RqSPUEgbTlab+Co28g28 zuNxjsnEPeYQxJoMyOYVkMvd4QzlwCrKwKFUHPj1/P896BCsoil8gG/bErzHvqaamyd1PcfrHJ5F I7mA0cSbefYad5EltFMq1Rbxup5Wga2FJch2KVbZhXDC3ob5rgqGWD/nuRN9w4b/sQdtAg8haEHL nPe9NooumVJdY5/VjeaGKrZfq2fFyzwRT9+t6//O47ido8bKuzha0pDlMuTbu7HIVgNLCUyQv8Iq N79JzuEEGay8ricusG0O7aQ5rJfO8KU8B5842+dlMp63r+AyOw+LbRQ22InOrgdulS+hRLIgRdID G0/7wEcUJKgjqhJf0HmYSasxj6/gx7wZ881ArOf+WEsPYYhKcYT2ep5I7HGYQWcgh7rDNpoFl1xa 0dwHVvMOqOER+CKvgxd4OsTzCWikHe5LbIPbyNt4ugY+WsIGLDdDscxUwxemHdSZwTDaLodsGwZ/ Nq3kbmzvzm6n3QYV9lOYZOdAC3vL8SjWGW/riZxInCplUdcpWd1HzXUj5ajjrhYLaZqKZy/zRPb8 Ik3iaRzNZ3gF3eI91MRs5hM8yuS6b+Uwr3bvdbSQB3Izfpq9rieSdx5eM6txr41RM+W8Oib9qEG6 80x5mGvsDHfq8XqtLFJd5T6VYkW9bysx23obT6T+ktRMM0X9i2tVFd/rardMtTd+zhPRWUP/YGIx g3mKieNyc4GGGT/n+XGgEwtlqrcUqlJbq66ZubrItKFi8ztKtIeo1C6lYTKIimWrLnTjMHmcdtp+ FGsv6/OmRHexJ/VZu173k+k622brBhOt2fnZZOP1TBmii11uy8T793QK4jWDNNotca5jNPKDMtXs tD1MrXmHtVvjH/lljjN/4gZznVNsI5+1WTxFvL4nckYD1D6uUD15iL5OtzXyUkrhszqRv1Yj2Ms8 fQLdtnCPuWI3mJ/LKPuaZMlaOSIDZI5o+UzOWhuaaktkku0s8fYR29ZWm0MmyRbYFJlqT8gqC3LS Pi/9pME+I0m2n2w2XaW/WW+9T0+k/nZJPPcOfUofhi5ReriWroZmc0a4lEPhtuaHoQSzSer5Lfk9 bwnVc7fwXl4T+jXfCEXzxFAL9rae1oEvgSddtbWkGB3PqXqCq7ZoTlAFdFX5eU9qoNcBDtJunOu6 XYUeDG+r/a6TXoQ8lYOD9G78TKWqx3WSUhSjZtAKZ39RZdF4FUUXMUF3VPO8ji7DGvU0DtDNsEon uK6bjxc0OHkl7NGTYSi9CQWUiSepVH1Ev1U+nmdIEL+j67bdsJoWwHDuDCVu9c/xAkg04+E915m3 u7sx1vwKE80P1B+YVDUtUueph1rOf3Fd/DR+xMswmgtxFydjrnkA15n90NFkwmIuhLF8Gm5RAsZy GfyCf+I6Qj7sonQ8QUXoY3pigjWE4Suar/5OM3AN9cTXXecZRn/Dp6i/epUq8AyVKy/3dA/0W8Ec cwpHm0LMtDfwftmv1spMfU5ep1OyjxfJFnPcjrStbVdbZyvNA3KFF0gSZ8pd1EHu0pnunvT2noi/ H/FjuJ/b4wzTE3PMO9DNFMBK3g5dTBFMMWfgCrfGHRzGrXzJ3VKM+Xwcejn9NE7E27QOvb0nUkd7 9G/gCf0mXHZn2YF+idNpOI6jztiXkjGe2mEU3YQwfQB/1kfcDbcJPtSrIIkq4ajODmw9kb0ZpBOx hZ6NBToX5+oMHKgfxEd1LyzUbd3vmij0ck+kT7zoamKWvuJqoA636ZP4si5HP+eJfHcf0z/det/A xfwqlrhfCNX8FqZyFdZRK+VlHh3cUv8GOXwQNBAKAAA= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image021.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhWQBNAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAgBX AEoAggAAAAAAAJLlzv+Zmf+/v////wECAwECAwP/CLrc/hCGGaIFtN7N+8uax2RiaZESaDbU6mJT EcihMgk4iJbTK2Y0QUAYuhFxSGTvV/NFMjlj1DakJJXTztK5ARGHOerxit0udOcm96RT2nLwpNVM VcHWHJ2ViFHq52osFS14bFJQX35gZDIfNTuFjmRCX1JHf3R1aJEpiXJtlJV6jqOcghpXmIebFySE pg6qf1GABTyZsCNVn16LfgU0gbG4uWJ7iXt6BATAwYbFjs2IN9R/y8vSr2nCxapwOtfh4szO29AP zQXjqxTj7tfAW8TFze8E7AH27/GD5w7p+u4pyhdwHD9/DQAGXJShoLuDCBUuBNPQ4UNt9IBZrNbO /+LFeWtmaHSIyeM+kE5EelRl8h1GPDHUtVwGYqZBlCti2txZ8GXKGTyD2vP5QqfQo+HKhQSKtClN nFomOJ1K1ETHqUiVFpWK1WlVD1e7Hv0alaDYsVBbcb229uxKsilmtH1q1i1JuDB0qJtb0+7dtEBG 8u0bdK5JSGpj0BUnteJOxy0RJ2bbNixlwkPzGd5ISBbke4Ox8cM0kjHBzX8xg6YCYF1oZqrS1Vv8 9LHlcEtuW5bKT7Zv2ZBR97z9VFdd0Mfz9f79sDTu428305HFOJ5si7Mp2zZsZ1sPyNZ9Yy9NPHVm bnnX/pZYUAZy6JxVk0MPDnjgyJ/je0avSeRo4f+umQZfaumVkph/wcxUGYDnpdUFggye95xNkvmA oEy2PTdgg/yVcF1hdZXHYSEfcjiUhhu6hlceF+qjzHAR0uWgISWq+KKLutnYISkgiOfOWh2JeBl0 XLFyi4/3YBhgbcsMICRtKHZnFXEpcuWklVfC+OMfLoAzIVvaETDAlfmMSeZE3O03o2Jf0hTmmO2Y mSWO0ln2H1hMacjkPU2aOYGcZzZoG4v7gUYXoH/KKWR+aKKk5ouJ+hkAogAyqmOFw2DS32mRXklp iALG+N6aRhZ4qJ+Azrkncnl5ZAssFWWQqpmGIofipik2AmtDFMwKJ6dAamPNTTPiqYev7TgmWUkX Q0Jz45CxYuqdpuc8mqyUCP3kWbYbJAAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image022.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC31YC5jO1bpf672tL6GZsjFhZCRMLmm7Cymaco9y2Whcc9mOa2Fok2EzDmaKmJRt 9qSwK8J2yZmDdpNr4qjjEvaeDrltnSRjsh2N8/u+9md3nmc/Zzy/7/eu27ve911rveu/HPts9xsu 9rcucjbyHEUleda7O5zjimXx41J9tE6BOykulaWzkXWR/yv91CrRHt7HWHy5GNvfy+QpNtrTLfxF axr4yi4CvkHq4n/R+vqYM4BvQuetif+o9e4+8P1c3nW2F3yJ3U9TwhZKiTThNyLZPDeynftHPuMU 8POhAm+3/lTOlvto3zjiWkeNmntbK8X4O2i/N6b9Thesgu9gtXwba+/TbSh4gffQdEJf8nu1vY+2 38bfNW7evO9ndv6kkVxqTOM97kGt6iZpZ/em9nRrdLQ7oS+487rAtbD3XD0T38Kq+Rva0/9JO/tZ 2h+o54eo+FFa6J7W12Lj4/j/ffg2NuOLbg0d5A/oed5DY/gCJXMFLqEKXJ7T+RANhXyKV1B5WUr1 5UWqIlvpeVlBnWU37UfdMnAZXUeFcpSq6W7aIcYpWgJuwE30F1woadxAm/JRGcPt9HlmXcFjANaj PBe4S02maiWpqA3ATYW1twzU4VJN58hczUPdZdmle+S6HpMHbas8ZQclyz6QwXZMagLXNaLd7Ba4 ob6vM/ROG6s7dYue1SJ9Tc/j19lcDXZd29oGTbNtmmNndYstA87qd/YacFxDGKiVwwZtHp4EFmi3 UEZ7Q54cCqVbuEtzwiLpHXbImpAu6WGBfBjqyOTQWT4Kp3hcKC//Ef7AvcMW3hBGgafwR+FR8MP8 ejCuE/6HxoWvKCEUUnpYQy4soSfDS7TTBkDuRTOsMq3H/hxo3/gcK0sN7Us/EOyswNe27/0e3eTP 6zmfp1l+C3isvumzVClNP/Np+iAla3PaI92pkkTXMY7bZ+LEF/9krzkfXfnp7kFaJWv8dJnpG0h7 f5nb++n8kB/DZYCzbjofd1v4irsMPseD3DpuhXKK28MVUVfV/cgjXAnPcbWkqmsgd7kuwHTIS2WM y5Y5bpWkuHPSypXXMS5Zd7kSSfa3JN/vkPupPKxO0/tphs6ig7oE3jenHGtEWyyZqoclfq+N8L2t NVDJTwbahmz/XehEf4j8jmZG1lDDyEhEcwldsCO801J0so21nbbQ1tsbloV/w221pdmdobc1CjOs T8ixyeB5oRu4mS0PtYEfNDPs0FLL1ZHWUJtamiZi91S2BBuIHVPIyZrOFbWA90hL2SFPam2dqSVS pNmi1lQeN5OxlsYjrYQeslX0uDWlyrD+e02mXZpNB/QozdUXqaUupXZ6iJZpG+z4NK6jyYzdxdV0 Os/ESVimtaQOdvoEyRaSPGksw+UCt4WcLAe5klzmH/kgl/AF/BYCpxj7DCjkpTyfV3Auz+HenMM9 eDJ/S0u5EKv/FhVxLzrH91OyJFO6PEhzJLrWcdzeHbdu/ZO8cH8sLyS455B9JiGjvKV/dK/oKfBN ZKVafjMyzn9pNV+ArFOgX7t1+oUr0PdcFrJUdEwccT3zKE0GwIrmlA0+KIWwoBzvkJa8VXrwHHmU u6DcVE6gXyH1lg+oi0THxBHXs5myFF7qFs7T8vKDXuNg+4BcYAInWGdwEtizswu0RwsoT6Nj4oh7 /fPb4x9n4q3YLN1cFn3Dg+kad6WItKGaQEfpSs2kfww1ZQI1AKpIFso5KL9D7WQT5P3oV0iJUoT2 IipF3qwppdBTlmtKFY5IKjeAx1WAdtKVmwHPyFDgOR4OzpBevAR1G9FeIBV4F6KyBlgAjJNG6FeB O8plzPElPYO5hgOZQJ4cpjWYd6Pk0i7YdVx60mnYXAybj8tg1GVQAewskLXoh4gAmbB3OPoPkJeh azDknqjrQJgffXpCV3RcG4yvg3IZypBE+JgEfxrCv2bwqSed4ZFAVgzf3EZJLIYZbhPkw3SIL9Me rsInOI2v8VD4/gL8zkQ8RnMpd+UznMqH0B7tt4mLAOXZiFcuN+LxaMvFmHTuxdmcDx4N/gKl18HX eQROwLv8mIznT3k7OJdPY5502Y62bxDRM+BE6SOJ4qSZtJJnwAOkmoyTFpIh5/iQpMkMeUWelQ/R 1lwfkQJ5RDrhJpoideVpPctjJCJJeoh/I2f5MX2LZ8shTtBsni6b+G4dzAtlNt+hHVAewaL3ofw4 fyL38gZxfER+oBuyj2roPqzEDjokJ2kxyn3kW5qE8gbZgpydQ18DNXQgddBedElGod9L9CGwUpbh vKykpzCmPhDkc7qI032RT9KuGG9Bvt9BjTF+mCyg38hw6B+Isb1oOtAHOqoBATpO80razjtoNX9O 8zF+JEc4k/dRKj+AeHfmGnwPt8UKPIc+KewgPYS1G4E8kg28y5toGrAJ2MPRdY0jK7bWj7lE7Kli v0QO+QXynh8nK307me4TZaC/xh39GWAPkM39/DTwCG4M3OXHg8fzI3428C6wB/iGe/iITPI15bfQ McI/CR4AHiFLfCZ4hiz0eTLE/x71BdLf75Rx/iDurdNSy1+SK65YdrtLssaVyiKXoLNckqYD7SA/ jLqaziA3QV1bnQoscvX0A7TvRvsVINknaGsf0R6+FDZcwlzH4ctp2QYuRl0iGW7f47IXcx+CHUk4 J1Hf43g5Fo82rhL8u+Jm819dPnCI/+bOsEMs/uqu8RH3De9EOR/1L7jt3B1oAaS6E8A17g1MdaW8 yCXKMtyps1w7ed41k4eBqpDLuQFApqS6BdIbPAvIh7zMrZF/dQW4d3fJU+442i/B39OQd8lUtE11 edLdLUFdHsbnIeUtAAaIQmdNV1PSgRdcFXAEY0q5AlAOtpaDnTXdJtiZD3vf5VOw/QjsPeWy4c94 jvoax7/F/O/neuolydFdslGXyFf4kivRZvIjvu7qWkTS7BD3smweZr14gFXjrvYtNbfPqa4tAwbi Hm2P8sN0r9WmEn2YvtIudFjnAO/Tcf0cOEMf60l6W7dQji7D/foSjUJ7J12JM7QDfJLGq+McrcZv awtwZx6vj3MnfQhfow9wDdQl6QjwNLTlAid4qZaib01Zqh1lvGZIT9idpBtlEGyfC7szcM9kaD7X xtlnjGPoq6134y5vATwA3T9QE8zdRHOon06ETaNoKexajvLHOP8FsHMfzvh5rU2K77qu8K8NfG0O n7vC99FWhqfZ4zwacRlgyJWI073WAN8YzeS8ZiKOyOFaityUoJ3A0fjG0TwW83vdC3waOfWgvIp7 IxN3SD7wKufJeuB1zpQtuEdWIytux12yGnfJRcjlkQcvos3hm+ML3D0OGXA7xl3h4+h/UKZxMe6m YonqjiM19t242DXEWWhGKdqV6ulg4DW6T1dQG+1PPbQNjUH9Ys2gFZpLq3QTvoT200WgshVRayvL fa0lD7HRAE6ABRlij0lfmyStbbak2HS5qulyQOvLKnUyU7/gfrqa2+pQrGAK19MiRLoA+CM9oO9Q EvQmaCHs+TKGYrlApbgnL0kKl+LOTNBe8KEl+FW+BH+S8PVwCbFJ0CDHEZ8kzHNaToOHyyXEIEVX SrHUl3p4c5g+JW31BnbDBNwItbUevtIG6CDtoZ9IpmboGP0aNi7T1TpRdyu+hLSDXtWVKtZTU2yl NrCXtIt9pKNtFDBXZ9g+nWeDdLkt1/32tG638XrDakAepdVDsZy3JtoqlMrD4ZgkhfflWxsuy22+ XLANKB+T5qG89gobpH1YKBXxEvnOFkuf0Efqhn+RkXiFVA9twBe5VbjF80IelwtfgieyD2+Du3L1 MJSnhVQWoH8ope/McfOwn/5kB+mesBavkCyabCOBDjTPJlI7q4HXyUiqZIk0xIbSD1qGnrB+VKTF vrW1oaPIhynWgvL1z16tEr2pe/1FvekXa1Uaqmd8jm71H+lRPwXj0rQh1iwR65WE9YnunzhaxvZw FVdNNkq6ZMpCfP/+WTri7s6TBH1G3pAlUhursxPcGuezGPUNcEZvoP9O7NnaehB8GnWn0VaMPqVS JnZWknBCknQS1rWSHJSo/jg6xuasiayfgn6m44G56L8U5Y2QD2Pkj9BX13ZJWSuW49BZAJ3LtS36 pelX2kR/RP+yeHl8pf2w9sP0bZ2Puim6T1dBPoB+K7AfFmsO2lpjr4zHuNbYO/2wj5KgpwbmSvgZ 1sVsetb1wx4pAO6x5XjBvGOj8aaZB/kV/M5DaZoNgfyErbJU22zlgau62Yr0E7uon5rap6j/xFrb LfR5MOCshcnWN8yzseCXUB4bnrD0kAo51eaHyrY4KPiivhiO6thQqC3DNrWwSk/afF1lw3Qa3kW9 gIesn9a1mVoDb+jmmKs55q6LudQqY19XthxV7G2180BZu4nfA4jHYsRoGMakaRvs7mFWTzPBeSiX Cyu0L+aahTnzQ5GuD+UtP6TAnqhtvwR3h10z7EXY/nRYBF/mWbUw2q5bX/jY3dbBv1zEIs8WIR7r EZn91su24jX/jnXSRRaNYxyzY7F91K1FXlpLM/UwzQfwmgOX0hTklZmaylP0UXBX8FBwJjCf5+t6 XqyneRXyRaFWw+uvmtyEXN6usNpFvqonuUi38wHklau4JY5izAGgCLgJlEeeuwh9RdBbhNffReCm toScgr5lwWUxTtHvMm6Hy3QV+e0obCtEjlsFuRBtB7QCrwdWaCPehvGFwCp9DjwanAnOB1ajz2r0 eQ42pwIX4GshcvBPPv+E92NxeMY1o3csif5iZeiGMVUM5/wN+8ift43+P22J328L/XKb5EfbcN/d 2gP1gbtQ/ptbBKw35/9kR9xf7DMn4YhrHE65ruGKGxXu8KNCcgxvhvp+S2jvPw/D/dnwW389rPTV I9t8h8hRPy1y0+dH6tDeSH86HBkMTKAdkSzKB2ejPBH1LSMNaVqkDVWPJNIc9L0zwpQO+Tps7RIp ht69MX2Xw5v+ZNjoXwnb/CDMsxLzdA2TfFZY4uuGgaib7quHfr49bImWBfbcgF/7rYffao/4d6yx n2e1/GTIQ6wfsBAxOOrLhURqH5pRK+AG8uF+64n8mIG4TaDlKC+3aAzjeCgW14ouF/0ySMIEahwG Ux9wVsiifSGXfhFZQV0iL8OnkbQMfuZHcuDXWhoZ2QRfV8C/DBqEvnXDCsynfN6iuuKI/2/j1/qk r2z1vIellW0oMNM3sPkoz/eXdKiPtsdxd2xMcBl4v42kBXgH5uG1EOWM24j3KcEb8AJNlRK0l+Uo D7+N6bE+rd0ARKabbcMuWOkH2l7/sm31Y+2Yf9U+8bPsnP+9FUGO0AdWArkSHYC80ZrQ51aLdls3 +t7aUZGNJgu/ous2i+4L4+jukE1NwiyqHtbQE+F3kHfTmLCeuoUjNCt8TEPDXyk/fElzwo+0OVyl 10NVPhoS+MPQlP87PMCfhQ5cLtKSz4f+3CzSje+IZPCvIqO4dmQxT4ss4E6Rtbw4soqnR17k78Md vBN654QPqT/mrBcGUZnQgM7hm+yAfeFfs/f8AJvoo37GMTjme0NXX2u6Ydrd5Wh/t0wnuE/1Jfel 5robutJVtu2ukRW6WjghzSwZa9LKN7Zf+iesC27Hib6P9YWuX/uWtghxm+qft4H+V9YR7Y/5HpaC 9WP/lK12ZW2Buwbd6/FCWaZPuTG4Ge/TCq6/7gHYT9U6/jc63C8DPtW+QBefC87Sjn6+NvK/1r9h zFrXRWfG7I3jsZgP1d0x7e+/0rHYJ5P997rQG056Vfu9fxbrthK3+N2I++uIq0fcUiPrEce9nBX5 ENgJ+STqCvnfwyiuG87TRXy7/sEG0Xys7wSrTonYE+f0dX9YM/3H0L8XezE6Xxwc+x+X/wWkEQzj QhgAAB== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0018_image023.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhUgBTAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAwBQ AE8AggAAAAAAAGpqh7W1yf9zAP/a0////wECAwP/CLrc/jCyEKS9OOs1et1gKDqd941oCgWDUZ5q HLOtCcv4Rrtv7ustnudHvOxKg6JSwjIIb8sorSSARpWUQFV77TaygqrXSwkTrOMiYU1Je9dsdxfe lkvZaDsuwCbocwEFBR98Z3l/IIIndIeIE1CBghN0jl9ZCpeYDIIFDoyVmVkwnJ2kD3iNUlphYgIN pLBWeHpgW2W1ALGcgaezXmGiwaKumLCkVoWGV6zCzWGvxoMrn1hazdfPddF1DhWoRdfhq5HRuxHe vkYZ4uHA5cdMyWcS8Ba2t9b3wVXv5vFw81ZwwpAlmr5arNwZS4UJYIVIEwYaIWeM2T5WxRZqkAeA /2LGTkYGUah4sExCiv7WXUI5SOIKlCNJJbw3s2O0GeXQsNwFC5gwYh9TihD1rtvCmBRPOnNFkeG5 fkJHFgzWk90qm5JU7Dy6QJSBLE6+wrz4rKsprVBFngDrJMDXtpGIjlt1sl4KYTlDtQ0bltxUn8Gw ivwRM1ZBRW739kXMbhvhd0R3FTZsUpxdAAlH9Au19ehMi5Hb2MIpWdSDbZPp0gU9bEvmu5kspLYK ZrVahEDH3NvcbqZJMR25XTmclra1UELBEU97e6lPTE2dDrUlmS9x48MmKyrCOhJf636NM92ppArg QFZLOw+a08d5qXvdyo8uDnpxHL6nWrd+TFy2zs+SyeAKa8yph5dkxUlnDzC7FdhYThqNIJwC5lHl 4DWbBZcLYkOh18B72FkGWUTbheDXhwaGGI5jjyjYFVIfIqWicwLcVqIMxL0S3ow/PTAhbIfBwBJ2 JdGlynUPkdOdf/pgNFxkjMWVH22uAdcFlKUpMiBmx7VT2WtHYlkPMT5VeEuFn+UW5k5QnGRemmq6 cWAsDwwI5zNxjjEnLBJsiSdmoIjpUp+V+Kgdn4VK2FmiKByaFaMmHuoipC9GSGmkQV7a4VSTahqc aZ5u+iOjCQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Grundwissen Mathematik
VS Stamsried – Klasse 9
Arthur, Bernd und Carmen erben ihr Elternha= us und verkaufen es für 1 251 000 €. Jeder erhält den gleichen Anteil. &= #13;
Arthur leiht einem Fre= und seinen Anteil für 9,5 Monate zu einem Zinssatz von 7,2 %. =
Bernd ver= wendet zwei Drittel seines Anteils für den Erwerb eines kleinen Einfamilienhauses und bekommt für dieses Haus alle zwei Monate 2780 €. Carmen legt einen Teil ihres Geldes neun Monate lang zu ein= em Zinssatz von 7,5 % bei einer Bank an und erzielt so 18 000 € an Zinsen.
=
Anteil für jeden: 1251000 € : 3 =3D 417000 S= 64;
Arthur
allgemeine Formel:
Einsetzen in die Formel: 
Z =3D 23769 € <= /span>
Antwort: Arthur bekommt von seinem Freund 23769 € Zinsen.
------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image024.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhFgIhAHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAFgIhAIZfAABe AAB/AAB+AAB9AAB8AAB7AAB6AAB5AAB4AAB3AAB2AAB1AAB0AABzAAByAABxAABwAABvAABuAABt AABsAABrAABqAABpAABoAABnAABmAABlAABkAABjAABiAABhAABgAACfAACeAACdAACcAACbAACa AACZAACYAACXAACWAACVAACUAACTAACSAACRAACQAACPAACOAACNAACMAACLAACKAACJAACIAACH AACGAACFAACEAACDAACCAACBAACAAAC/AAC+AAC9AAC8AAC7AAC6AAC5AAC4AAC3AAC2AAC1AAC0 AACzAACyAACxAACwAACvAACuAACtAACsAACrAACqAACpAACoAACnAACmAAClAACkAACjAACiAACh AACgAADMAADLAADKAADJAADIAADHAADGAADFAADEAADDAADCAADBAADAAAABAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMH/4BigoOEhWJjiImKi4lkjo+Q kY5llJWWl2aZmpuZZ56foGdoo6SjaaeoqWqrrGprr7CvbLO0bba3bW66u7pCvkJDwcJExMVERchF RstGR87PSNFISdTUStdKS9pLTN3eTeBNTuPjT09Q6FBR61FS7lJT8VNU9FRV91b5VldXWP5YWQJm 0aJli8EtXBIm7NLFi0MvX76AmQgmTBgRGEWMGEGiY8cSJUyINHHiBAoUKVKmUKFihUuXLFi0mNnC hYsXOF/AgBEjhoyfMmbMoEGUaI0aNmzcWHoDB44cUHPo0LGjalUePHpo7eHDx4+vP4AACUI2iAAB A9KmJUCggNsCBv/iGjhwAIFdBAkSKNi7d4HfBQwCM2jQwIFhBw8SP4DAGEKEx48lSJYwofIECpgp VNhcwYLnzxYuiL6AoTSGDKhTa1jNeoNr1xxiy+5Au7aH27g/6N69G4Tv375DCB9OPASA48iPB1jO PICh54MYSV8kqTqkS9gtcdpuJpT3UqVSiU/TilWsWLRq4bLFi9cvYMKCGSuWTBmzZ9CkVbOGbRs3 b92EIw45TpiTjjrsvAOPPPXYg48+/PwDkEAEHYSQQlww9BBEElFkUUYaceQRCSCNRJJJKKnE0ksw yUSTTTnpxJNPQAlVlFFIKcWUU1FJRZVVO2C1FVdegSVWWWahpdb/AGy9BZdcdN2Fl158KfAXYIIR dhhiijXmGGQRTEaZZZlpxhlon41Gmmmpqcbaaq/BJltstdmG22285QkccMX1mVxyzTEHHXTTFTqG dYhmpyh3nHgXCnikjKdKea6cJ0t6bKzHXnu9/BKffPMdkwwzzeB3hDTT7IdNNtsAGGA4BBZ4Tjrs tPOOPPPUc08V+uzTzz8CDVTQQRhm2NBDEVFU0UUZbTQiiSGNVNJJKq3UEosx0VTTTTnt1BNQQQ11 41FJMdXUU1FNBWSQWW3VFVhhjVXWWUsy2dZbcs1V1115VWnlX4INVthhii3WGJhhTmbZZZlx1hma oY1m2mltZvAm/5xxzklnnR3ciWeeve0ZXJ/E/YlcoMsN+pyh0yFqnaLZMbqJo6BAaoqkp1BaqaWY Zqopp5368ukQoYqKDKmmnqqfqv216qqAsRpIa4K3Mqjrg/lECCyFwxpUrIbIdjjRh82K6FGJ0qJY 7YrYujgTjN3OCK6N4+ZoLo/p/miVkO4W+dWR8yqpVpP4QrmvXf1WeWXAWhLc5cFgirlwmQ5DHLFo E1ds8cVxbqAxBxx37DHIIYtMcskmA4CycyoXwrJ0LlcHM3Yya0LzJzajgXPOlFp6aXqa5gL0e0MX XR/SpqK6XxKr+ucqE1ATKDU6tSqIa4O79qq1P8FWSCyGYDuUrP+HzGLk7IhoizRtiimx/VK2L3KL k7c0/kR3UeTquBTeUKkLJN9aeZeR5EUWei2JcG7JV5T4RSW+LC5LAzNMwbyEMMmRqWFngpiaMlex i2mgc58Lncc8QDrdiGxkpzNO6lbXOte9jjqxi8TsMFG77txOFDbbHXl657ueBQ9obiDep4w3qvsk b2nVaJ7TABQ9ckwPQeuwntXokT0I/Yp7XLPQ144lPrEtC0TnO1u01Kc2FV3rfW7bVozoNzdx4c9u O0JX//R2lXYF0G/xQpIBB3evBBpOSolzIMAguKUJQg4yFqwM5TKIpg2yqYOcy5jGRDi6Ep4QBCkU TupUh7IWEuL/hTCM4SNmqJ0a3hCHkNKhzny3Bh/+bHieGmKojmdE/CiPaddw3tNgJb1ZUY9q7rje 1XhlRQl1r2sXUkj4OKQsspnPbB8Z44moZUYWrQB+b5OfjL5VIzfiqFxx7JH/9mZHIsELcAUU3Fr6 +KS4LBBxDezLIAPTOAk+jjEVVNgFMVM5DUrskW3yIAgnybERlvADl8ykCk3GQk8KApSKEOV1SEmJ GtrwdrlTJQ95hqkfwlJospwPLZeRtFsmsWnaeF4Ty+FLKNoqmFN0EDGzdsUJBcR7XgMfF5lJPjBC E1omWt/aztgibcFtfnLr5o1okL+7ydFH6wKgOQeoR3Xay0kK/zzclPz1QHpGkEuJoWDk9KlIDG7G co4sjeYEKsk5UfJOB01oJjfZUIdCtBESnQRFy2DRU2Z0d6vsYUdfySkhxoeIR6tlfqKxPCWmdJfg iFpLq1e1eGAPa74yZha/p8ydjm9s5QvRs9I3TfZZy5rYVGPcuGk/bzIVjvt76jjrOCQB/o2ASaoX AtupL0DG819+YdxXDYnPsUpmcmZ9WCP/qVZIvmmgbi1oJUkn1xTStZMOPcRdD5VXMuyVr6a84V9x FliOAo+w7THsMGZZRJIekbG4ZNVjmchLJ04WmAuy7DC1V9NjalGnG/rsF8s2WmkKtZptM6o22ajU uoEztuKkI/+7aotHdOb2gOzMqm+5Ok+BFfKeX0IkWRnGT0aCJq0UC2gkXxNC6cLVkidU6HUDlV3t 3rW73t1rX8WbQ8Bu9DyuXA8Q1Qsqkba3VLZEIn9yucRv1JelB6IsTPVLRcxuz6bC+m9nA+xFZ4oW fQYuY/uIes00HnWb9QvXUpsazrxFtZy2zWPgdJvhPzKQw8ElpOPCesjIjHiRZ/Un5gDqpue2dTYu zg2MTTfXFWLXrtvF8Xd3jNEek/fH6BmskD8Kn8OyN7HuTTJ8T8rk+To5sr2MMn6FWeWZZnZrN0Xm FrnczNCGMZpBFfNpExy/NSa1tWuG7bki/GYKnxO3e1wnVu3/DE88Y8mrH+ZzcUV83H2aKdDLHXRz VWxoFhO0TgZd9J5k7GgaZ3e73M3rpMNb6VT6uDysDDIuhhxLTxsZ1EhebKpILd//0BfV9lV1FCub q1bzV7Ox1vJCPNtlW/+UtAceM2rNvOBfq9nB+hu2m/8H5woj26q71fCdFdfheoLVYNP2c7XLWmJs n5i5KS50aw69MXBPF2TVPd2Mm1NjdEtax+ym2XglVV4ga3renC7ep+0Tan03FqX+PvWAAj61gU+5 4DI9OKyzzNmF07qnBAZzrqkpcV5n09esvfgbH6zxORa7b8euKp2X7U6tBlKeeYb2nlEeYpWPieXX Vu7LtR1z/9Sw1dvRtfmLqRvjRjP00Z70eXfXXTu/WpromIaFvG9Bb5Da2xgjzbczTLrkfqv0ybIS +Evzi/Uq0hThXM/plsNWa58WeOymdV9Re73aNN/vmxnnH1Q5bmyqzhnDdO/tyAWZdw/vXazU/juJ A49WmK91xXJKvJ0Wj/PGW7fcPD93pCcP9Mrz2N2Xhrdgz7vpwtZ7vfdmuuiVNurS6/LfU4dy1VfP 6qwXc+s4lUxeR3tg90y3lzZkt2topGBo53uuxWYQtnHkVHy3JXfIVzh1t2Ek13wmR1x9lzArN339 lG1rsm0yhzGIh2iKp2iMx2jf93jmBmk3Rn4URWlCd3njUf90mcZ+SOd+ngd/oHdkJaVkzAN1pwdw +vdLVsd6l+VqV+ZfXWcsXwdatid2CJh7ZJZaZ8ZgwIZxTkVsxAd3xpdOc4eBytdsG/hszmdP0vaB iSSCJpYm1udcM5eCNbd9LNh9Lqhz4Cco4jeD6lZ+MmN56Id56mde6tF+6fV+RRaE+DaE9VeEpRZ1 r4KEqbd/UkRl/vd6AChrAEaAVBh2YoR7QzVxDNh7bRRsbCd8szVhYliBx8dHyfdOW5WGwhVtfJdP IQhogieHhHd93ZZ9KoiHH9OC4+Z4f1JXkTd+gViDQecoQ5eDmfc7idiDi/iDjUgfQvhe+2Z/TVaJ +XeJSsj/fzHleq+GRQkXhcskYF52a0B1haVodqqFVGn3e6+1irIlYVIVZxaWbFdlhrR4d8Clhh0I YroofbxYfb9IhygojHdIG+FmjHyCjIACeS0kec1ISjYIjTgoHjqoeUfHeUkXUo4of5DYjZJoepAV jk8kZUy4X/+HjrEngFIIigNmgFZIRgmoe2V2ivTogKoYfPn4dncUd7GobABpd7/VVWt4ctDnd8jV cr3oGSgGjHXokKCTaMWoh8f4gsloka2DkRJFeYN4fuChUYdodDwokj7YaUCojY/IjU83iUfIkve1 hP1njk+4WbI3gF1Ue6KIa/CIYAvIez+Zil7YZm4XhkU5/4YXJotJqYHMR5DDZZDGhZDJpZAlWHib E4ye823ESELiNpFeWZExuIyAOJaCyCiEeJbv1grxFpKb0pZKF3/II2oo6ViUCD2o15KrVo5W1l98 SZPr2HBVOIqDWXaFeXao2GBrJ5RgOIGvKGdkeIF+lIHLh3eUiYtPCYKYKZWayUHcdpWfqX0QeXN6 4n18CIPhJ4MQ9XPOaH7t5prpB5vrV41seY1umY3EEHonOZcqiX+SpXqZ2HrBCXsBOGs22Y4PF2Y7 mYUU14CI+ZxfKIG0NZ39CHJ1hp1oOJm3+Hx95p1RSX2CtplW2ZDlOYznyX3puYcks3N+6J6gBJ8a +Yzf0f+Rk5KWO4ifs6mftVmSt+l08XV/UjegmEhwTah1Mpmgn/iXBfhlyKmTWGiKholmEwp8FbqY 0tmYsFidkHmdZ1iLHqpnbJiLlzmiIzh4JsqQH0RzWbmCW9miXbmeX3maF8mMqhmfZTmf4fGa5nGf s+BRtEmScGmScjmk38ibluibeAmcTiic6diXNemkoYiTUVpa8bic82ilzomlijl8WzpVXfqYSAmm AbmUJVeZbXiQaBqHVDmH44miLQanoimRv0Fu7BmjqPmeNFij8nmDhSiNOgqSa9mj7sGIRLN0QTp6 RKibdWmk41igSRqTWMaks0epNwmlgimlmbp7zHmYnXr/j9Bpoa7IpdRJqv9oqkrpbB9apt35hglZ ouJ5gm1qh28amnGlni/ahynzh7yakTO0kTcarB45ja0km8IzqJ9XqMtKf7lphCsJrS4lrTDJiUvq idfKU5Wqre/IrYTprZvKhWrnqRGopRdqrhlahuoqmdrZrk4ZovCamfJKaIaHfSn6kKLDoryRc/ua q/0qoy9EowFro4+Co6jwkdQYqOh1rNiYrLapWMwaic4asal2pFc3rRZbrRjrlxqbre4IcbrGk1pY cfX4gMLGivrYcUbppaXKW6fKrmT6siknotaWpr64prFar1j5Vnkop6RJp6bZnrs6o706tL/KkQSb o/aJ/4hKq4hMu59OC6RQ67AASqTgKLEumZcH2okKN6ldy6AH6LHKCbJbaHH2CIFtB6onK6rn6o8h x2xi2rJx64GsWreuejl4S6/QpaI527c7q69+wq+sA7SvI7SzI7BFm7hHa7CbZ6y7QGSRy7CTS3op abmKapcEiqQVe45a27nFCZiWuq2Y+rE9WaUie7pnO5SMybopa51uu662OLuWGX2t6nJ3O68165mz iq+jeasUeTJgqTJiKUpkyZpm2af1+aeM6zOO+7zIiliGipuVm6grJY4Tq70GR61QKKnf+6Rf66BT Ko+lW7ZBmaWqW67s+3Eq+74sO5AuS7tnarv2+6oLmcm3u4uzEcmVf9uzdSq4d5qaBLya3NGaCGyI i6uWPJqwPkqo/bmNEoyopna5VRutGLyJ3LvBxMlw4MuxYPugVPqtnNqFFPqprbiPHmeBX8rC2enC 8ruqMQx4dkvDuZu/5Lm/K+q7pTOnPBy4uvrD/5qnvrqnwEqfRqzASNy41vi4Pyq9TRe1D0uXVEt1 VHy127uXkZrFU+i1DUqK5Du2EhquqIu2RJnCaNy2Itehsqt37gqzfyazJIi/nVnHoHnHcfq7Lhq8 PhsAgQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image025.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAAiAJ4DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDZ0bjR bAg5/wBGj59flFXiVxuc4Uckmuc0zxBAul2cQilZ1gRc4ABIUdOalvdWE6iOMMqkgDIxuP19q2dR WMVB3Na21aGaSSJU8vDAIzH74x19u9U9a1AWUHm5h8xj8qSNjd9MVlz6hA5jaJjyhiAZfTpn9axb 6OU3zpdzSPIp27ihYCsnUa23NYwjJ+9oi+3iO4JOILY/8DbmkGv3bEf6FCc+kp/wrKmVLSVo5Wbc vXbET/X3p8k0dpcGFzJuUAnEJxyAR39CKj21bsaeyodzaXXLrBzpwOP7svX9KlGvt0k0+YY/usDU Vy0GlW9o8lvJPLdDKg/Kq845A5q1aag0mm28klnbETTOrL5ZXCgLjB6g/MeapVar3IlCktrliyu0 vkZkhlj2nB8xcVbEJYcCsy+MVrFHdWwkCOGLBjnbggdR1+8KLfVJJPLGzf5n3cHBPOKqNeW0kTKj C14s0ijRtjv7VG95BaviRvm/ugZpyXEW9QzjkgYzTL7RdNjuJUj1CPcZ+V2P+6HPBrSVSVtCIxjf Ucmuwp92NyPpTJdbgkOfIc/iKsxaLowtpHlvoYjuAOUYhOvf/PSm6nYaHYQNOLmGdljXEKRtlyQO c/jmsOap3/A2/d9n9/8AwCt/bcI6Quv0IqeDW/PmSCKGV5JDtRVAJJ/OsQX+meSVfT8ENncfStXT LWzPibRZrUxxEssjR87j8vT+v40c0+r/AAD930X4m/beHtRur+GbURElpHz5BbLOccE44GPrVu90 ue1GbaTzkPSNz84+h/i/nXQMSSflxUMkavJGzjO1sjPY4NHM9ybHFtNICwB2kcEEYINUpCXbLHJq 54v1q1ttUCOrZEY3Mo96wjrtlxuLocd1rohUitzGUJPY5i20l47e2uVMrAxK23JwCR2wOlXYZ7af KXEMxRRt2ENyfXpWzpjbdKs15GIEGD/uir6Nkc1ybHVcw0FmsOI44k2kMGbcMH15qxcJvjMrWqyk 8llk4P61rYRvvKp+ooAjAwEUfhU6iMC1SG4kH2mwDFzgyGQk/lWs2lWEkm+S3DMcZLMc9MfyFWcI OQg/KkBG7gYpgE1hb3Wzzg7iMYQbzhfpT47OGOIRKreWpJVWbIB45/QU9SSOtPBI7incViN7SGWM RuGKAEbQxA5IP9B+VIthbIUKxkGP7uGPHep959BSbj6UXCw6Qg4/cwYH/TFaIQiu0hggkL9Q0Zx+ hphY+n60AnqOD9aaCxO3lshja0typ7Ybn681XuLaC4ADxhSOmzjHGKlGT1P5UjMFwB1PQUBYpyaV aOuxkLDGOTUMekRQ38V7DNIksJG3HsMfyrQJx0PPrTCwouwsjYPim9TpbQScDgsRVW58YX+5CdNC hTklXJB4rMZuetG73qWmMw9UuDqF7LOzBDIfukHiqDW4PXa59TmupcI/DorfUVUmsbVsFbcE+zba ycJPqO5g2M0v2G3/AHr/AOqX+I+gq2s82f8AWv1/vGiit2SO+0TZ/wBc/wD30aXz5uP3r/8AfRoo qRiefNx++f8A76NIs827/XP/AN9GiigCfz5sn98//fRpRcT5H76T/vo0UUwFFxPn/XSf99GkNxP/ AM9pOh/iNFFAC/aJv+e0n/fRpVuJsf66T/vo0UU0Id9on/57Sf8AfRqMXE/nH99J/wB9GiigANxN /wA9pP8Avo0155sf65/++jRRSGRyTzeZ/rX/AO+jTRcTY/10n/fRoooAUzzf89n7/wARpBPNuP71 /wDvo0UUAf/Z ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image026.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh6gFeAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADo AVwAgAAAAJnMAAL/jI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho eIiYqLjI2Oj4CBkpOUlZaXmJmam5ydnp+QkaKjpKWmp6ipqqusra6voKGys7S1tre4ubq7vL2+v7 CxwsPExcbHyMnKy8zNzs/AwdLT1NXW19jZ2tvc3d7f0NHi4+Tl5ufo6err7O3u7+Dh8vP09fb3+P n6+/z9/v/w8woMCBBAsaPIgwocKFDBs6fAgxosSJFCtavIgxo8aNGRw7evwIMqTIkSRLmjyJMqXK lSxbunwpowAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image027.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhYABgAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBe AF4AgwAAAAAAAM6NdP8sLP+/Tf/fAP/AAP/MzP//AOjm/////wECAwECAwECAwECAwECAwT/EMhJ q704y8C7/mAojhoHCGiKemTrvhanzrQswHie2XSvBjedEMfzGVOmoVJkAx6fwaUU4yxCodMsoHpF dr5flFY6A1q7vsBY6BRw0eB4W71+ddzuNjxeXtVdYXpGZ11Jf0x8P4JoKwcHP4cjYDd3aXKXjgdm hpEfXxQrl6JfmZmbdJ0gJnOjcqWvpnioqTtqVaSwubqvZm60IU6aHLvExKe/IF7Fy7rHyDEmbprM 1LxIzxUBphvV3Y632BPaHd7CuMWz4RLlptrl6eHu5uzypeT26tnf98yuvMPb8onbV63ePHsEvwkc yI+ePFwPF3I7twtgxXEWNUnk9q1gRoQJ/xVuNMgOnSmNG0uqRLlwZbOGwhylzEXSJSl44Wi2c7lv 3EhYDzF5G4Yz30dzYEr6zMIhwQVOO4B2tFfTWFEYTZsm2MqVY5wYxv51uwpjq4KzaNFuBWBsw1Gr JGtC1REgQdq7Z7carDqNGsWDAZfUxXvX6TqQOsOGpBp0ymDCaZ3GrYiOL0SyduraxbtZgWSaMPn6 dTfXk6rOnPNOAH1OjeJlczUbFid7NhXUaWuv5uX2IU+WFGp3fezZtgWuhPVynV0PVXPRy3agtrs8 st5ZmvF+ScChOG18W3g5LNo0uVnO3MXhzs1VK3PwbKkOvSobsn3VG9Zzd899+e6dYvl1wP8H591n X3pbFKjWcu119d9JjPVTmnoGGmhcAOYx2N9ahwFFTkZx3ZOBfhWqlQ6GB2rIIUeU+QMYcBTgxl2J +AW3nnUqDjQVQaS1UsqIC2444304oVjceUJqyOJz7YjyUgUNLpcdkVR8soUhOd7D5ABcDhAAl0lB mMkWUA6WZF6QIViWhl36JkyXcH5pZXjN5GdXVtcRl5deQjAYJ2nTcAAnmHA+FSJ1dXWnYWFTcDdo T0QJOmibVFBllmYYVpccZnZ4CZukXhI6QJX7MJipcoW1p8WXA3zKapte0qeVAtm1Z8t0h7BaUayv /kmWitfFKOUfgvY6KZjG8loUsFvBR2z/r3Ie28GxyM4prKkNscBUsqFS6+0XBCBAAAHLOqiPs0qA Kieo3k4awLjjIiAuf8wCexSnnhT7FbmtdABvuPIGzG+9BNuqbWZe7gBwwAw37HDD4wpX8H7bbfjV CAlX+e6/HHfM8SUT21txewWUfHCVT0kZgAEst+zyyzDDLHG99DJb8s0FnEwbNCH3O3PIQKsYAM4m Z3OiGkEnrfTSFIMRHFSJMi11zz4nKsfTJ1LMbAdTVx0H0Jc8HUPTU5dddtg7H4enlNeZ7fbW+V6Q pKnY/vz20pxmHKPdP9t9d9IgcKl2lGwL7fffEwNTaIKEN053nogHje+VyBZu+eMqRw50ZwuCauje 4Z5rTvOEH4AZOtOyeYD2lZ6PPKwQXgqNOcGk19KU2lw3auvpIW8kQtM1S+47CVxLPfnwvRmPvCRZ ge758oiAkfTxyIMMNvTAfFJ8z9jnq3rwcHdv+yrgAyu+aUmUb344EQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image028.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh5QEgAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADk AR8AgAAAALvg4wKTjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho eIiYqLjI2Oj4CBkpOUlZaXmJmam5ydnp+QkaKjpKWmp6ipqqusra6voKK1gAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image029.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhVgEXAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABV ARYAgAAAAP//AAJgjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8fr8AADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image030.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC7t+9tgsBjA4wPmAmZETxDIIYWQAMphdGYEEgwxYlhWIOZlgLCZGRiiLken///9g lh6jBFSMG66Oh+kB8wFOISBLjY2fQYrhP0gxgwDINiBrDxA3AC2awwzUA1XDw+CbWJIRUlmQClTD wAEU/cUE0QECLECsywgxW4SJgSmCGcQSBrIaOEHu/M3U8A+icgIjWD0Tg4Nzfm5mskJwYl6xgm8w gxDDjfkfyx8CsYLC5/JutjRLiJlgHzMYcfUwr2MDOofB2MwgFSYSwgwSMTQwSMViB9BuBoHgytyk /BwGBj4urp0qz3DZwQR2/wegXRxQk+XYQEZcN4DwUxiz2VH59azI/AQmPiYQ39YA3R2MJPoV4g4m Bpg9F8H2lsDtNQa7qwDO/8wM4nvD3aHHAOJHGXBBY40LHLPgIGeAuE2AgR3M2wNOC4xMTErBlcUl qbkMliB3MAB1KDJ0gTWAFDi8EGJADyNmsH4A/2buw6ACAAA= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image031.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhdwAvAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQABABw ACcAgwAAAAAAAAMDAwoICQkHCAkICAYFBQsJCgsKCggHBwwKCwUEBAcGBwcGBgECAwECAwT/EMhJ q7041yMGJYUmjmRpnqMRIFNioHAsz5gSLJPx0rCyMLwgaRAgABCChBBVKC6fFxVi0JlRewDVQQHt AmwLguAwAw8agapIIQi4Azvvkhho8Ojv2wj5XnjkSyoCQSoNZAduJVKAT2ABSiOJFmATiHYUkhSU jHNFCQFkIpkUREYSpRWjp06cQlI2AiwxixILAVwpKygceb1jXZtNBrgnsFwKKqZreiifvXkLxJ3K KqAoeG+QIwQBIUEKaNpQYtINAtIkttUGoSQMcTRUBrKtMwjM9Rifyvky3N79KhhQE1CGLXT9ECyI VdAenIYSOCygp+HZm4JU2gUkcgmixxnc/8R9HGni0x8TFlUBSMmypcuXMF9m+UWyZglsz2ja3Mmg ZbSdQAuKqYCgJxyNR4yyOzGgGgOkLeBJKOpmKURnFPjkAaj1DUAR1fJA/dRxaputDdGMspWAC5Vb tR65bYMwiiEJn3BQ+HSuAtu5cAP6ycSRQhMlhSccjjGKDkUAiSUsbpgJjcZ7OCxnxWeCiF4JbU5O 0DwBM8RMKhOlDmDiAIFqJz1fWH2atQTatEuc7UYBTQOjd1faxjQ8IOrit1nnLuHazcndYoVbUFkv E93NOK6X5pxcA5E4ziUo+PRC+1Tu+Spbm0AECOlVQFIhnz5cVaL3kAPEL0hYf+8AHrT3n11oGRjw VSa0fJFGfvsBgAaB6Q3HBoB4LfhFaBUOks4vyPgnGRzHqKDEhH/w1VBYD+XXS2zPQIgBInn0NQF0 aeCCE4UFoRjHAdUEV0mPUGnAoxsMoDNeG0lsACQFEQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image032.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhVgEVAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABV ARMAgAAAAP//AAJZjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6qgAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image033.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC7t+9tgsBgjgf8DMwAlifAxiBDGY0xiBBIMMWJIViDmZYCwmRkYoi5Hp////YJYe owRUjBuujocJaCa/EJClxsbPIMXwH6SYQQDIPwBk7QDiA3wMDDOYgXqgangYfBNLMkIqC1KBahg4 gKK/mCA6QIAFiHUZIWaLMDEwRTCDWMJA1gE+kDt/MzX8g6icwAhWz8Tg4Jyfm5msEJyYV6zgG8wg xHBj/sfyh0CsoPC5fD5X2hyImYxgu4y4epifgL1paMQJ5U9gYwbxDQygKvIYT/CCDDc1gPEzwHwd OH8aD4hvCedf4QLxjeD8Ki409ZwgvrkBF5RfxMwGZJkYmhsYGGDxFdC3DALBlblJ+TkMDFO4uC53 PMPlKyZwiH1A8l0U2K7rhjC7f3Gj8TmQ+QlMfEwgvq0hujsYSQxdiDuYGGDm6jGATIgy5ILGOxc4 bYAjjQFilwADO5i3B5yaGJmYlIIri0tScxnmgMxlAOpQZOgCawApWPJCiAHdz8xg/QBcLrTt4gIA AA== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image034.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhtgAwAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAwCv ACkAgwAAAAAAAAsKCgMDAwkHCAsJCgcGBwYFBQoICQUEBAgHBwcGBgkICAwKCwECAwECAwT/EMhJ q70461q2/yDVhWRpnqUwDBbBTkMgz/IrGPIxTne+S72ALhSjzV4VxEFmEIQIicCAcMEZAwmUthIN VBQyimFRpC0AKiODV5atge3A2zOOB85f48DpWZotYFdUW1suYRMLMxoCUhJRCg0ACDGRAI+RkwGV l5KUJ4xIiFIdDWAHHqaRBTEIFQwBP4SEBQEIh462XhlRTrZ4Eq8KkncUwcO/AMYmvBYJpxS3uwF8 w8+istgSB2fREt3FchKJP4xZ4xTlAOc8WCavcxq0oRjd3YlKOdTZIa9O398wkPzzMhBAwRIrQCwR tkFGJW+6JvihsWdfCEZvDlp4N6Ggx4gd/0F+4LhhVSM6QlQtmZdPAg6GFvtY08hFU0gLYT7iFOkh ysMLDRLd+ZkhjRFkALZRaHAypgYCV2QgA0gLJgBP7LJgBdJuK5p20HhOqBovxoBWF771GKAgETx6 Yp1SsJMj7AUwP9ZJsGVAHSwKfP3+CGwXA94MtAL0zQBwAtNpHhrLhbszrbW9iincG7ZYXC3Omj+H EKLhJSEcSJNeftV5cmSe32yhdcxKApgXDWoDuC0ht2jeIWRrkAwilz5HARjmigXAZNRRFqNNJD0h wTzMRmbnoqH9yuwP1htemQKigNDvY69YnRDoeQKihA6Emm4t99uxfhbEKpB/f38S9mEABf8AVhhx WQZ+JMDcgPxJxVwGQSXn2oQUYsDIeiYckAB6XGEY3AAHHFfhiK4lAt8+JqIAxiAktjhhAizKBSMK 8nHo4o043iiAdSLm6OOPk62SQI87RQXkkUhe4EuSTDapBVQeyvLclFRWaeWVWGap5ZZX2ibaaM85 KaaL8j045plnbhfVAGai6eaNBUb13pt01mnnBC5UEMQQ6FjBJwh5JuFHE3e+GQg6ccxh1Az3GdZN ezUQWeiRQoHESSabJIeJVxhUGhqbAJRC3aRObnjLkhMYgyowEm5gqqUHEkfqj7fo9ZU5f2UFAnHy zDrmLTpVIOtNCLbqa5PAwkaQsrvGZdJqdccemWxlNA3HU4RDRevkLV6l0y1YhYUrwbM2agtkrbli 1pethIkLkQhMmPtrRO361Uq9m30QjWnyinmLb2gBB7CX0FJGbL9M0ocddxOoKUO5FShs0HgxIkwm DdY0eId/DiqEsUtRHVhhBAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0028_image035.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh+gEZAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAD5 ARcAgAAAAJnMAAJ+jI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho eIiYqLjI2Oj4CBkpOUlZaXmJmam5+VgAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Grundwissen Mathematik
VS Stamsried – Klasse 9
Arthur, Bernd und Carmen erben ihr Elternha= us und verkaufen es für 1 251 000 €. Jeder erhält den gleichen Anteil. &= #13;
Arthur leiht einem Fre= und seinen Anteil für 9,5 Monate zu einem Zinssatz von 7,2 %. =
Bernd ver= wendet zwei Drittel seines Anteils für den Erwerb eines kleinen Einfamilienhauses und bekommt für dieses Haus alle zwei Monate 2780 €. Carmen legt einen Teil ihres Geldes neun Monate lang zu ein= em Zinssatz von 7,5 % bei einer Bank an und erzielt so 18 000 € an Zinsen.
Anteil für jeden: 1251000 € : 3 =3D 417000 €
Bernd
Zwei Drittel des Anteils: 417000 €  : 3 · 2 =3D 278000 &= #8364;
Allgemein: 
p =3D 6 %
Antwort: Bernds Anteil verzinst sich mit 6 %.
Umstellen:  
Einsetzen  
------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image036.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhFgIhAHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAFgIhAIZfAABe AAB/AAB+AAB9AAB8AAB7AAB6AAB5AAB4AAB3AAB2AAB1AAB0AABzAAByAABxAABwAABvAABuAABt AABsAABrAABqAABpAABoAABnAABmAABlAABkAABjAABiAABhAABgAACfAACeAACdAACcAACbAACa AACZAACYAACXAACWAACVAACUAACTAACSAACRAACQAACPAACOAACNAACMAACLAACKAACJAACIAACH AACGAACFAACEAACDAACCAACBAACAAAC/AAC+AAC9AAC8AAC7AAC6AAC5AAC4AAC3AAC2AAC1AAC0 AACzAACyAACxAACwAACvAACuAACtAACsAACrAACqAACpAACoAACnAACmAAClAACkAACjAACiAACh AACgAADMAADLAADKAADJAADIAADHAADGAADFAADEAADDAADCAADBAADAAAABAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMH/4BigoOEhWJjiImKi4lkjo+Q kY5llJWWl2aZmpuZZ56foGdoo6SjaaeoqWqrrGprr7CvbLO0bba3bW66u7pCvkJDwcJExMVERchF RstGR87PSNFISdTUStdKS9pLTN3eTeBNTuPjT09Q6FBR61FS7lJT8VNU9FRV91b5VldXWP5YWQJm 0aJli8EtXBIm7NLFi0MvX76AmQgmTBgRGEWMGEGiY8cSJUyINHHiBAoUKVKmUKFihUuXLFi0mNnC hYsXOF/AgBEjhoyfMmbMoEGUaI0aNmzcWHoDB44cUHPo0LGjalUePHpo7eHDx4+vP4AACUI2iAAB A9KmJUCggNsCBv/iGjhwAIFdBAkSKNi7d4HfBQwCM2jQwIFhBw8SP4DAGEKEx48lSJYwofIECpgp VNhcwYLnzxYuiL6AoTSGDKhTa1jNeoNr1xxiy+5Au7aH27g/6N69G4Tv375DCB9OPASA48iPB1jO PICh54MYSV8kqTqkS9gtcdpuJpT3UqVSiU/TilWsWLRq4bLFi9cvYMKCGSuWTBmzZ9CkVbOGbRs3 b92EIw45TpiTjjrsvAOPPPXYg48+/PwDkEAEHYSQQlww9BBEElFkUUYaceQRCSCNRJJJKKnE0ksw yUSTTTnpxJNPQAlVlFFIKcWUU1FJRZVVO2C1FVdegSVWWWahpdb/AGy9BZdcdN2Fl158KfAXYIIR dhhiijXmGGQRTEaZZZlpxhlon41Gmmmpqcbaaq/BJltstdmG22285QkccMX1mVxyzTEHHXTTFTqG dYhmpyh3nHgXCnikjKdKea6cJ0t6bKzHXnu9/BKffPMdkwwzzeB3hDTT7IdNNtsAGGA4BBZ4Tjrs tPOOPPPUc08V+uzTzz8CDVTQQRhm2NBDEVFU0UUZbTQiiSGNVNJJKq3UEosx0VTTTTnt1BNQQQ11 41FJMdXUU1FNBWSQWW3VFVhhjVXWWUsy2dZbcs1V1115VWnlX4INVthhii3WGJhhTmbZZZlx1hma oY1m2mltZvAm/5xxzklnnR3ciWeeve0ZXJ/E/YlcoMsN+pyh0yFqnaLZMbqJo6BAaoqkp1BaqaWY Zqopp5368ukQoYqKDKmmnqqfqv216qqAsRpIa4K3Mqjrg/lECCyFwxpUrIbIdjjRh82K6FGJ0qJY 7YrYujgTjN3OCK6N4+ZoLo/p/miVkO4W+dWR8yqpVpP4QrmvXf1WeWXAWhLc5cFgirlwmQ5DHLFo E1ds8cVxbqAxBxx37DHIIYtMcskmA4CycyoXwrJ0LlcHM3Yya0LzJzajgXPOlFp6aXqa5gL0e0MX XR/SpqK6XxKr+ucqE1ATKDU6tSqIa4O79qq1P8FWSCyGYDuUrP+HzGLk7IhoizRtiimx/VK2L3KL k7c0/kR3UeTquBTeUKkLJN9aeZeR5EUWei2JcG7JV5T4RSW+LC5LAzNMwbyEMMmRqWFngpiaMlex i2mgc58Lncc8QDrdiGxkpzNO6lbXOte9jjqxi8TsMFG77txOFDbbHXl657ueBQ9obiDep4w3qvsk b2nVaJ7TABQ9ckwPQeuwntXokT0I/Yp7XLPQ144lPrEtC0TnO1u01Kc2FV3rfW7bVozoNzdx4c9u O0JX//R2lXYF0G/xQpIBB3evBBpOSolzIMAguKUJQg4yFqwM5TKIpg2yqYOcy5jGRDi6Ep4QBCkU TupUh7IWEuL/hTCM4SNmqJ0a3hCHkNKhzny3Bh/+bHieGmKojmdE/CiPaddw3tNgJb1ZUY9q7rje 1XhlRQl1r2sXUkj4OKQsspnPbB8Z44moZUYWrQB+b5OfjL5VIzfiqFxx7JH/9mZHIsELcAUU3Fr6 +KS4LBBxDezLIAPTOAk+jjEVVNgFMVM5DUrskW3yIAgnybERlvADl8ykCk3GQk8KApSKEOV1SEmJ GtrwdrlTJQ95hqkfwlJospwPLZeRtFsmsWnaeF4Ty+FLKNoqmFN0EDGzdsUJBcR7XgMfF5lJPjBC E1omWt/aztgibcFtfnLr5o1okL+7ydFH6wKgOQeoR3Xay0kK/zzclPz1QHpGkEuJoWDk9KlIDG7G co4sjeYEKsk5UfJOB01oJjfZUIdCtBESnQRFy2DRU2Z0d6vsYUdfySkhxoeIR6tlfqKxPCWmdJfg iFpLq1e1eGAPa74yZha/p8ydjm9s5QvRs9I3TfZZy5rYVGPcuGk/bzIVjvt76jjrOCQB/o2ASaoX AtupL0DG819+YdxXDYnPsUpmcmZ9WCP/qVZIvmmgbi1oJUkn1xTStZMOPcRdD5VXMuyVr6a84V9x FliOAo+w7THsMGZZRJIekbG4ZNVjmchLJ04WmAuy7DC1V9NjalGnG/rsF8s2WmkKtZptM6o22ajU uoEztuKkI/+7aotHdOb2gOzMqm+5Ok+BFfKeX0IkWRnGT0aCJq0UC2gkXxNC6cLVkidU6HUDlV3t 3rW73t1rX8WbQ8Bu9DyuXA8Q1Qsqkba3VLZEIn9yucRv1JelB6IsTPVLRcxuz6bC+m9nA+xFZ4oW fQYuY/uIes00HnWb9QvXUpsazrxFtZy2zWPgdJvhPzKQw8ElpOPCesjIjHiRZ/Un5gDqpue2dTYu zg2MTTfXFWLXrtvF8Xd3jNEek/fH6BmskD8Kn8OyN7HuTTJ8T8rk+To5sr2MMn6FWeWZZnZrN0Xm FrnczNCGMZpBFfNpExy/NSa1tWuG7bki/GYKnxO3e1wnVu3/DE88Y8mrH+ZzcUV83H2aKdDLHXRz VWxoFhO0TgZd9J5k7GgaZ3e73M3rpMNb6VT6uDysDDIuhhxLTxsZ1EhebKpILd//0BfV9lV1FCub q1bzV7Ox1vJCPNtlW/+UtAceM2rNvOBfq9nB+hu2m/8H5woj26q71fCdFdfheoLVYNP2c7XLWmJs n5i5KS50aw69MXBPF2TVPd2Mm1NjdEtax+ym2XglVV4ga3renC7ep+0Tan03FqX+PvWAAj61gU+5 4DI9OKyzzNmF07qnBAZzrqkpcV5n09esvfgbH6zxORa7b8euKp2X7U6tBlKeeYb2nlEeYpWPieXX Vu7LtR1z/9Sw1dvRtfmLqRvjRjP00Z70eXfXXTu/WpromIaFvG9Bb5Da2xgjzbczTLrkfqv0ybIS +Evzi/Uq0hThXM/plsNWa58WeOymdV9Re73aNN/vmxnnH1Q5bmyqzhnDdO/tyAWZdw/vXazU/juJ A49WmK91xXJKvJ0Wj/PGW7fcPD93pCcP9Mrz2N2Xhrdgz7vpwtZ7vfdmuuiVNurS6/LfU4dy1VfP 6qwXc+s4lUxeR3tg90y3lzZkt2topGBo53uuxWYQtnHkVHy3JXfIVzh1t2Ek13wmR1x9lzArN339 lG1rsm0yhzGIh2iKp2iMx2jf93jmBmk3Rn4URWlCd3njUf90mcZ+SOd+ngd/oHdkJaVkzAN1pwdw +vdLVsd6l+VqV+ZfXWcsXwdatid2CJh7ZJZaZ8ZgwIZxTkVsxAd3xpdOc4eBytdsG/hszmdP0vaB iSSCJpYm1udcM5eCNbd9LNh9Lqhz4Cco4jeD6lZ+MmN56Id56mde6tF+6fV+RRaE+DaE9VeEpRZ1 r4KEqbd/UkRl/vd6AChrAEaAVBh2YoR7QzVxDNh7bRRsbCd8szVhYliBx8dHyfdOW5WGwhVtfJdP IQhogieHhHd93ZZ9KoiHH9OC4+Z4f1JXkTd+gViDQecoQ5eDmfc7idiDi/iDjUgfQvhe+2Z/TVaJ +XeJSsj/fzHleq+GRQkXhcskYF52a0B1haVodqqFVGn3e6+1irIlYVIVZxaWbFdlhrR4d8Clhh0I YroofbxYfb9IhygojHdIG+FmjHyCjIACeS0kec1ISjYIjTgoHjqoeUfHeUkXUo4of5DYjZJoepAV jk8kZUy4X/+HjrEngFIIigNmgFZIRgmoe2V2ivTogKoYfPn4dncUd7GobABpd7/VVWt4ctDnd8jV cr3oGSgGjHXokKCTaMWoh8f4gsloka2DkRJFeYN4fuChUYdodDwokj7YaUCojY/IjU83iUfIkve1 hP1njk+4WbI3gF1Ue6KIa/CIYAvIez+Zil7YZm4XhkU5/4YXJotJqYHMR5DDZZDGhZDJpZAlWHib E4ye823ESELiNpFeWZExuIyAOJaCyCiEeJbv1grxFpKb0pZKF3/II2oo6ViUCD2o15KrVo5W1l98 SZPr2HBVOIqDWXaFeXao2GBrJ5RgOIGvKGdkeIF+lIHLh3eUiYtPCYKYKZWayUHcdpWfqX0QeXN6 4n18CIPhJ4MQ9XPOaH7t5prpB5vrV41seY1umY3EEHonOZcqiX+SpXqZ2HrBCXsBOGs22Y4PF2Y7 mYUU14CI+ZxfKIG0NZ39CHJ1hp1oOJm3+Hx95p1RSX2CtplW2ZDlOYznyX3puYcks3N+6J6gBJ8a +Yzf0f+Rk5KWO4ifs6mftVmSt+l08XV/UjegmEhwTah1Mpmgn/iXBfhlyKmTWGiKholmEwp8FbqY 0tmYsFidkHmdZ1iLHqpnbJiLlzmiIzh4JsqQH0RzWbmCW9miXbmeX3maF8mMqhmfZTmf4fGa5nGf s+BRtEmScGmScjmk38ibluibeAmcTiic6diXNemkoYiTUVpa8bic82ilzomlijl8WzpVXfqYSAmm AbmUJVeZbXiQaBqHVDmH44miLQanoimRv0Fu7BmjqPmeNFij8nmDhSiNOgqSa9mj7sGIRLN0QTp6 RKibdWmk41igSRqTWMaks0epNwmlgimlmbp7zHmYnXr/j9Bpoa7IpdRJqv9oqkrpbB9apt35hglZ ouJ5gm1qh28amnGlni/ahynzh7yakTO0kTcarB45ja0km8IzqJ9XqMtKf7lphCsJrS4lrTDJiUvq idfKU5Wqre/IrYTprZvKhWrnqRGopRdqrhlahuoqmdrZrk4ZovCamfJKaIaHfSn6kKLDoryRc/ua q/0qoy9EowFro4+Co6jwkdQYqOh1rNiYrLapWMwaic4asal2pFc3rRZbrRjrlxqbre4IcbrGk1pY cfX4gMLGivrYcUbppaXKW6fKrmT6siknotaWpr64prFar1j5Vnkop6RJp6bZnrs6o706tL/KkQSb o/aJ/4hKq4hMu59OC6RQ67AASqTgKLEumZcH2okKN6ldy6AH6LHKCbJbaHH2CIFtB6onK6rn6o8h x2xi2rJx64GsWreuejl4S6/QpaI527c7q69+wq+sA7SvI7SzI7BFm7hHa7CbZ6y7QGSRy7CTS3op abmKapcEiqQVe45a27nFCZiWuq2Y+rE9WaUie7pnO5SMybopa51uu662OLuWGX2t6nJ3O68165mz iq+jeasUeTJgqTJiKUpkyZpm2af1+aeM6zOO+7zIiliGipuVm6grJY4Tq70GR61QKKnf+6Rf66BT Ko+lW7ZBmaWqW67s+3Eq+74sO5AuS7tnarv2+6oLmcm3u4uzEcmVf9uzdSq4d5qaBLya3NGaCGyI i6uWPJqwPkqo/bmNEoyopna5VRutGLyJ3LvBxMlw4MuxYPugVPqtnNqFFPqprbiPHmeBX8rC2enC 8ruqMQx4dkvDuZu/5Lm/K+q7pTOnPBy4uvrD/5qnvrqnwEqfRqzASNy41vi4Pyq9TRe1D0uXVEt1 VHy127uXkZrFU+i1DUqK5Du2EhquqIu2RJnCaNy2Itehsqt37gqzfyazJIi/nVnHoHnHcfq7Lhq8 PhsAgQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image037.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAAiAJ4DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDZ0bjR bAg5/wBGj59flFXiVxuc4Uckmuc0zxBAul2cQilZ1gRc4ABIUdOalvdWE6iOMMqkgDIxuP19q2dR WMVB3Na21aGaSSJU8vDAIzH74x19u9U9a1AWUHm5h8xj8qSNjd9MVlz6hA5jaJjyhiAZfTpn9axb 6OU3zpdzSPIp27ihYCsnUa23NYwjJ+9oi+3iO4JOILY/8DbmkGv3bEf6FCc+kp/wrKmVLSVo5Wbc vXbET/X3p8k0dpcGFzJuUAnEJxyAR39CKj21bsaeyodzaXXLrBzpwOP7svX9KlGvt0k0+YY/usDU Vy0GlW9o8lvJPLdDKg/Kq845A5q1aag0mm28klnbETTOrL5ZXCgLjB6g/MeapVar3IlCktrliyu0 vkZkhlj2nB8xcVbEJYcCsy+MVrFHdWwkCOGLBjnbggdR1+8KLfVJJPLGzf5n3cHBPOKqNeW0kTKj C14s0ijRtjv7VG95BaviRvm/ugZpyXEW9QzjkgYzTL7RdNjuJUj1CPcZ+V2P+6HPBrSVSVtCIxjf Ucmuwp92NyPpTJdbgkOfIc/iKsxaLowtpHlvoYjuAOUYhOvf/PSm6nYaHYQNOLmGdljXEKRtlyQO c/jmsOap3/A2/d9n9/8AwCt/bcI6Quv0IqeDW/PmSCKGV5JDtRVAJJ/OsQX+meSVfT8ENncfStXT LWzPibRZrUxxEssjR87j8vT+v40c0+r/AAD930X4m/beHtRur+GbURElpHz5BbLOccE44GPrVu90 ue1GbaTzkPSNz84+h/i/nXQMSSflxUMkavJGzjO1sjPY4NHM9ybHFtNICwB2kcEEYINUpCXbLHJq 54v1q1ttUCOrZEY3Mo96wjrtlxuLocd1rohUitzGUJPY5i20l47e2uVMrAxK23JwCR2wOlXYZ7af KXEMxRRt2ENyfXpWzpjbdKs15GIEGD/uir6Nkc1ybHVcw0FmsOI44k2kMGbcMH15qxcJvjMrWqyk 8llk4P61rYRvvKp+ooAjAwEUfhU6iMC1SG4kH2mwDFzgyGQk/lWs2lWEkm+S3DMcZLMc9MfyFWcI OQg/KkBG7gYpgE1hb3Wzzg7iMYQbzhfpT47OGOIRKreWpJVWbIB45/QU9SSOtPBI7incViN7SGWM RuGKAEbQxA5IP9B+VIthbIUKxkGP7uGPHep959BSbj6UXCw6Qg4/cwYH/TFaIQiu0hggkL9Q0Zx+ hphY+n60AnqOD9aaCxO3lshja0typ7Ybn681XuLaC4ADxhSOmzjHGKlGT1P5UjMFwB1PQUBYpyaV aOuxkLDGOTUMekRQ38V7DNIksJG3HsMfyrQJx0PPrTCwouwsjYPim9TpbQScDgsRVW58YX+5CdNC hTklXJB4rMZuetG73qWmMw9UuDqF7LOzBDIfukHiqDW4PXa59TmupcI/DorfUVUmsbVsFbcE+zba ycJPqO5g2M0v2G3/AHr/AOqX+I+gq2s82f8AWv1/vGiit2SO+0TZ/wBc/wD30aXz5uP3r/8AfRoo qRiefNx++f8A76NIs827/XP/AN9GiigCfz5sn98//fRpRcT5H76T/vo0UUwFFxPn/XSf99GkNxP/ AM9pOh/iNFFAC/aJv+e0n/fRpVuJsf66T/vo0UU0Id9on/57Sf8AfRqMXE/nH99J/wB9GiigANxN /wA9pP8Avo0155sf65/++jRRSGRyTzeZ/rX/AO+jTRcTY/10n/fRoooAUzzf89n7/wARpBPNuP71 /wDvo0UUAf/Z ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image038.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh6gGFAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADo AYMAgQAAAJnMALvg4wECAwL/jI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+ DwwKh8Si8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8P GCg4SFhoeIiYqLjI2Oj4CBkpOUlZaXmJmam5ydnp+QkaKjpKWmp6ipqqusra6voKGys7S1tre4ub q7vL2+v7CxwsPExcbHyMnKy8zNzs/AwdLT1NXW19jZ2tvc3d7f0NHi4+Tl5ufo6err7O3u7+Dh8v P09fb3+Pn6+/z9/v/w8woMCBBAsaPIgwocKFDBs6fAgxosSJFCtavIgxo8aN/xw7evwIMqTIkSRL mjyJMqXKlSxbunwpA4DMmTRr2ryJM6fOnTx7+vwJNKjQoUSLGj2KNKnSpUybOn0KNarUqVSrWr2K NavWrVy7ev0KNqzYsWTLmj2LNq3atWzbun0LN67cuXTr2r2LN6/evXz7+v0LOLDgwYQLGz7MV4Di xYwbO34MObLkyZQrW76MObPmzZw7e/4MOrTo0aRLm95M87Tq1axbu34NO7bs2bRrL05tO7fu3bx7 +/4N/Dfu4MSLGz+OPLly08OXO38OPbr06aubU7+OPbv27cetc/8OPrz48Zy9kz+PPr166ubXu38P Pz7t9vLr27+PHzP9/Pz7+4SPv99/Ag5IoHYBFohgggoWd+CCDj4IIWwNRkhhhRZ2NuGFGm7IIWMZ dghiiA9+KGKJJv5H4okqrgjgTCy+CGN/KcZIY43YzWhjjjoqh+OOPv7oW49ADkmkbEIWiWSSzLmo ZJNOzsfkk1JOqdqRVF6JpWJWZsnlk1t2CSaSX4ZJ5o80FQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image039.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhawEXAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABq ARYAgAAAAP//AAJkjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGNhVAAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image040.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhXQAmAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAwBY ACAAgAAAAAAAAALOhI+pyxj+mpy0WhlNyNfyDk7ZF4rl2Twb6rGuBpCVKkNb/Xq4GO1wzlqVejMg SmVSjBIknxHz6yyTz1DPyYxCdbeuiyOc3YpHbNVxZpjTmnWZLYUf3HK6VY4HObvj/Nmuxic4SFho eEgkxuf3BMhYVfgoyfbRZ6NY0xSWtjkV5QOmJKr1N5cVc0pmmkrauLpaeRE6+lpKmlhLJZjrqBqL isYzC8sKyXsrewyc64q87Lzg+fPLqUxNIQ18bfw6DBr8Cd6L3bnZhuXFZB4TVgAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image041.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhYgAVAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABh ABQAgAAAAP//AAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwzWCgA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image042.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh+gEZAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAD5 ARcAgAAAAJnMAAJ+jI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho eIiYqLjI2Oj4CBkpOUlZaXmJmam5+VgAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image043.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhZwBnAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBl AGUAgwAAAAAAAMHA2/9NTf+/v//MzP//wOjm/////wECAwECAwECAwECAwECAwECAwECAwT/EMhJ Zwg16827/2CICaSAhWiqrl9Qvmwsz98LUxet76B9n5Icb0gE2C5I10tYbM4uJmVJSmI6ryyfNmrF emvbMPC7CRwO3V34mEwXAwhE5RI/j3nU6rKN9MLjchaAdWhEbFV8fFiDY3+ABwh2O1JQXG0+d0R/ QmeQg4+ZLC5IJohJU0l+GGafrZEWMqNUlEqkhWVvnq6gF5IrpHmVlWhuQXh2uruEdaFgWrKocXDN zb+dycqfB79itQjT0sXVIp3Z5q/cR0vf4dLfGuMgZ+fmtyqz3u3g327xZW3X6LXydU+PJXebNr3D 4S9DkgKJBLZq6PAUP0d0pkGaNoeihUQF/0KawSbQ3r1VxOiwU+hu28cUSEQGCEmzAMmSJq1dBJTx 28aFQUIleghxZk2RN0t6hEeMHTtPrHwydMjB6IWjNKNKHJTz3kaV7qT9BJKGWlGjWCFyXXauK8yv jCKJDffyH9GjRLU+dLQrJQ0zScRi/OmyGlm0aWtGRaN4nis7S8t8xQgYDaSNLYIqznq1ZifESW5+ nsMCsk+fjubBcdkiLZ/ENHWV00YQAE+vO5lZZsXxY8g5eK+2gQ0xKShigvjhButT9sYzEyDStIA3 cWfOMpHwhAyYybTIQYhZ1o1sJYCZ6LNulk6cc2ckKa+NHsL7z3Oo86Bnj6n+7HXr/I1kmf9jXIHX gWm8jTceHO5Zh9V/DSpWTx/0XbbaZdeMJJJMxKEHoWKIuacVL8XEUF8dqGH4E3vttfihZ73MBhkO OyAzYCSVachii+3xB1toj9izyV9w4ZefajwmCVqI+yXjy3c6IJjhbgckqSSTWPYy4i29RRkJhs1h WAACDw5nJYcbgiigJ8jlws9pNjLmGkjrndlkOX7hMYGNX355DYBM+heoi6Gx2U+JuJzAChp9VtaJ azuWaSaPABmaASMddDGGaX7KV+WPg9J5pYe8VfBJPIgGpBqeHb4oqI89/mfhBBO14J0FcK2JTIfh BAprj2iGBFUQp55wW0Vk7XnjkfPwCkj/msBCehYASElDLE9AYGpMUDRK8FmnAzrrSqyQppKVtUFR yBdQHWlgB7h//mhOq7720ZgH6xoWiqrImCFuNqBCGFOIrJXByDiafuvpGaAKlKXA/cVmK4WZ3hHn wgFLNNSgkRb8RF3KMhvvnNo5/JqkR7klCsgAXCxfwIGdgxaW/qVsIC7chrzwp4kR4PPPBKw7UcQi YmDzFUwo/HJiCAAN9MauSpcKtVmp7IGI8Cir66NMO/20qHMWRUFwv6T1wc5cH/Ws107fFfYdrt0D 24Fo86w2IGz77LakmSQmN6gb1M20KzHzA2gfTPgNk4vuoj24zKG2cR66c//dYQWCP66M/6uSSzCI BHOW7SDWjrfISM2Km4qur7/82qFNGFcXK8dVCRHqL9LYGVvaVrou0gfYPXjPqbK3x3twG4euwZmI OjR0cMYzDPOkulM6/CckRy199YRyXDkKu2Q/6PbcQ3vul72vMK74k5Jffoh8ec9hDK38eN5wRrlf PWLjHRepf7HYG1Y+IpyZ2OF9oDFOJIr2BvtFR2qw893h4FePkKALHjcLwvcYhpbPRG0/8spGyQKh ugvii13nAVDL5GRA6QkQeXwg0GMUMYdTfUBb1Imb3YS1PajxYQBABOKIsuGxGn7ihDik1qBahhXe +TAAQRTiAIRmDsO0wgPFyoDf0nI8qP9FEYiX2QoKcXAwLJaxAkoa2X7a8MUBKPAxVvMcXcx4LOBQ imvX+eEXKUObdZmkeSDAVhko9UQktFGIQGIGcy7YpW3BpHny8881DknJNv5wiCTUACBMhK8eVfKT oDwkc5pRR5iYUIsdCuUUL6BKSmpFZaVEwZA2MID2TNGSG2ulJU+JLPopBwCunF0hWanLILLiC1ML pjBjtLBhEhORgCyCMmdXtwMYwADOpCEZKDDNHlUTDdcMpzivGYBxanOb9xvKj6pWzXKWc5zhfKc4 p4bOdFFMUtzZ2sKwCU9yyjOeFKtnVYrzTflsrZ8A7WdABQoPghZ0StfA5j8TegGAMrRTNfr8pj4r Sk5rupOjG5jjRdFTt4wy86Hycd4mL5rCjMZJVy4tqBFjic6TNlNAa4qpTJMj0otq9DMQRenCeLpQ gf7UZUJFGwEzyIOjDiip39xBBAAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image044.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhYgAVAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABh ABQAgAAAAP//AAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwzWCgA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image045.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhYgAVAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABh ABMAgAAAAP//AAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+D4wUAAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image046.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC7t+9tgsBjBo4HrAzMgJYhWEMzIAGcwujECCQQYsywrEnEwwFhMjI5TFyPT//38w S49RAirGDVfHw/SAuYFLCMhSY+NnkGL4D1LMIADkHwCyNgGxAxcDwyRmoB6oGh4G38SSjJDKglSg GgYOoOgvJogOEGABYl1GiNkiTAxMn5hALGEgy4QL5M7fTA3/ICongF3IwsTg4Jyfm5msEJyYV6zg G8wgxHBj/sfyh0CsoPC5fDpXmjDETEawXUZcPcxM7CCdJZUwvgAriO8N5ecxMjCD+FFQfgKTGwOI X1CJbj8omIBQILgyNyk/h4GhjYtresczXPYzgf32Ackdc9hARlyH28vFgcrfxoLMT2BaAfaxLTZ3 kBQOEHcwMcDsmcIBik5DI04o34GVGcQ3MEjlgsYZFzhewRYxQGwXYGAH8/aAUwIjE5NScGVxSWou gzDIJgagDkWGLrAGkIIlL4QY0EOBGawfABCJ8IqeAgAA ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image047.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhZQAmAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQABABe AB8AgAAAAAAAAALDhI+pa+H/2AkpVicrgjT7v3USNpUmII5iioLu6K5au31s/ebNDTczy5stgjoG 0Xjy0ZLIYfF1bC6VQJvzCYpKq9PudaLFer8nLpc5DYvVX7OwNxYr2GRZOYuWXzgkWx/1txNmwUen d4iYqLioRxHICJlIYhhZ2XNTaKkJR1no+QkaKiqq5JW5iYpDmaoJwfqKB1u3WvQom2JL9kS7aBfT KOuUCxcsGWfkWiy5yqs8xOxsHIUZbXwsVS3XMaybXRvyi1gAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image048.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC7t+9tgsBjA4wPOAmYETxDIMZAQxmN0ZgQSDDFiWFYg5mWAsJkZGKIuR6f///2CW HqMEVIwbro6H6QHzAR4hIEuNjZ9BiuE/SDGDAMg2IGsTEDfwMDBMYgbqgarhYfBNLMkIqSxIBaph 4ACK/mKC6AABFiDWZYSYLcLEwPSJCcQSBrKSeEDu/M3U8A+icgIjWD0Tg4Nzfm5mskJwYl6xgm8w gxDDjfkfyx8CsYLC5/KbXGksEDMZwXYZcfUwx3CBtBpVckH5HCxsIJa5hYGBAURNHuMhLpAXDY04 ofw8dmYQH6gCJvKFiQWqC4u7gO5lEAiuzE3Kz2FgOMLF9UjlGS53MYH9/AHJfWc4QUZcN4e5xYIL lf+EDZmfwLQCHFe25ujuYCQxfCDuYGKAmevGADKhwJwLGnNc4NgFBzsDxC4BBnYwbw84PTAyMSkF VxaXpOYysIDMZQDqUGToAmsAKXB4IcSA7mdmsH4A6eLByqQCAAA= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0029_image049.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhegAlAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAwBz AB8AgAAAAAAAAAL/hI+pGt3mYjgyucXs0xOjDkXeOILQAppASpHbCccqw37k7WatvVp5DFPNfJgh 7jgzCYG90m63dBaPVJ6V2Yl6alDidlqtDpMi7K/ZvaLWYeRYl36C0UHvPNRGfu1N7dtMR5eklrd3 B6g1F5XIFlhoCKfGZXTFhUb5hPlIIWH5UcapufIySiZ6UQq6ucra6voKGws7QSpre+vGhLvLGxeq 2htc6ClcPCsXUvHZydzs/AwdLR1dZ2w9i3qtzSq6qtz8K1RbSqOp7NL9yCjjZemOLHmT/jqInEW0 yAd52FuPiA+QEL9t8Bjd45FPYCSCAk29SOjL0UKGoxrZ+4dQ3yeKJxp1QawW0dM8YZj8gTzZp+NI kvsAXbKiBJ5MisxmnktWLueWTjcKAAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Grundwissen Mathematik
VS Stamsried – Klasse 9
Arthur, Bernd und Carmen erben ihr Elternha= us und verkaufen es für 1 251 000 €. Jeder erhält den gleichen Anteil. &= #13;
Arthur leiht einem Fre= und seinen Anteil für 9,5 Monate zu einem Zinssatz von 7,2 %. =
Bernd ver= wendet zwei Drittel seines Anteils für den Erwerb eines kleinen Einfamilienhauses und bekommt für dieses Haus alle zwei Monate 2780 €. Carmen legt einen Teil ihres Geldes neun Monate lang zu ein= em Zinssatz von 7,5 % bei einer Bank an und erzielt so 18 000 € an Zinsen.
Anteil für jeden: 1251000 € : 3 =3D 417000 €
Carmen
Allgemein: 
K =3D 320000 € =
Antwort: Carmen hat 320000 € bei der Bank angelegt.<= /span>
Umstellen:  
Einsetzen  
------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image050.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhFgIhAHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAFgIhAIZfAABe AAB/AAB+AAB9AAB8AAB7AAB6AAB5AAB4AAB3AAB2AAB1AAB0AABzAAByAABxAABwAABvAABuAABt AABsAABrAABqAABpAABoAABnAABmAABlAABkAABjAABiAABhAABgAACfAACeAACdAACcAACbAACa AACZAACYAACXAACWAACVAACUAACTAACSAACRAACQAACPAACOAACNAACMAACLAACKAACJAACIAACH AACGAACFAACEAACDAACCAACBAACAAAC/AAC+AAC9AAC8AAC7AAC6AAC5AAC4AAC3AAC2AAC1AAC0 AACzAACyAACxAACwAACvAACuAACtAACsAACrAACqAACpAACoAACnAACmAAClAACkAACjAACiAACh AACgAADMAADLAADKAADJAADIAADHAADGAADFAADEAADDAADCAADBAADAAAABAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMH/4BigoOEhWJjiImKi4lkjo+Q kY5llJWWl2aZmpuZZ56foGdoo6SjaaeoqWqrrGprr7CvbLO0bba3bW66u7pCvkJDwcJExMVERchF RstGR87PSNFISdTUStdKS9pLTN3eTeBNTuPjT09Q6FBR61FS7lJT8VNU9FRV91b5VldXWP5YWQJm 0aJli8EtXBIm7NLFi0MvX76AmQgmTBgRGEWMGEGiY8cSJUyINHHiBAoUKVKmUKFihUuXLFi0mNnC hYsXOF/AgBEjhoyfMmbMoEGUaI0aNmzcWHoDB44cUHPo0LGjalUePHpo7eHDx4+vP4AACUI2iAAB A9KmJUCggNsCBv/iGjhwAIFdBAkSKNi7d4HfBQwCM2jQwIFhBw8SP4DAGEKEx48lSJYwofIECpgp VNhcwYLnzxYuiL6AoTSGDKhTa1jNeoNr1xxiy+5Au7aH27g/6N69G4Tv375DCB9OPASA48iPB1jO PICh54MYSV8kqTqkS9gtcdpuJpT3UqVSiU/TilWsWLRq4bLFi9cvYMKCGSuWTBmzZ9CkVbOGbRs3 b92EIw45TpiTjjrsvAOPPPXYg48+/PwDkEAEHYSQQlww9BBEElFkUUYaceQRCSCNRJJJKKnE0ksw yUSTTTnpxJNPQAlVlFFIKcWUU1FJRZVVO2C1FVdegSVWWWahpdb/AGy9BZdcdN2Fl158KfAXYIIR dhhiijXmGGQRTEaZZZlpxhlon41Gmmmpqcbaaq/BJltstdmG22285QkccMX1mVxyzTEHHXTTFTqG dYhmpyh3nHgXCnikjKdKea6cJ0t6bKzHXnu9/BKffPMdkwwzzeB3hDTT7IdNNtsAGGA4BBZ4Tjrs tPOOPPPUc08V+uzTzz8CDVTQQRhm2NBDEVFU0UUZbTQiiSGNVNJJKq3UEosx0VTTTTnt1BNQQQ11 41FJMdXUU1FNBWSQWW3VFVhhjVXWWUsy2dZbcs1V1115VWnlX4INVthhii3WGJhhTmbZZZlx1hma oY1m2mltZvAm/5xxzklnnR3ciWeeve0ZXJ/E/YlcoMsN+pyh0yFqnaLZMbqJo6BAaoqkp1BaqaWY Zqopp5368ukQoYqKDKmmnqqfqv216qqAsRpIa4K3Mqjrg/lECCyFwxpUrIbIdjjRh82K6FGJ0qJY 7YrYujgTjN3OCK6N4+ZoLo/p/miVkO4W+dWR8yqpVpP4QrmvXf1WeWXAWhLc5cFgirlwmQ5DHLFo E1ds8cVxbqAxBxx37DHIIYtMcskmA4CycyoXwrJ0LlcHM3Yya0LzJzajgXPOlFp6aXqa5gL0e0MX XR/SpqK6XxKr+ucqE1ATKDU6tSqIa4O79qq1P8FWSCyGYDuUrP+HzGLk7IhoizRtiimx/VK2L3KL k7c0/kR3UeTquBTeUKkLJN9aeZeR5EUWei2JcG7JV5T4RSW+LC5LAzNMwbyEMMmRqWFngpiaMlex i2mgc58Lncc8QDrdiGxkpzNO6lbXOte9jjqxi8TsMFG77txOFDbbHXl657ueBQ9obiDep4w3qvsk b2nVaJ7TABQ9ckwPQeuwntXokT0I/Yp7XLPQ144lPrEtC0TnO1u01Kc2FV3rfW7bVozoNzdx4c9u O0JX//R2lXYF0G/xQpIBB3evBBpOSolzIMAguKUJQg4yFqwM5TKIpg2yqYOcy5jGRDi6Ep4QBCkU TupUh7IWEuL/hTCM4SNmqJ0a3hCHkNKhzny3Bh/+bHieGmKojmdE/CiPaddw3tNgJb1ZUY9q7rje 1XhlRQl1r2sXUkj4OKQsspnPbB8Z44moZUYWrQB+b5OfjL5VIzfiqFxx7JH/9mZHIsELcAUU3Fr6 +KS4LBBxDezLIAPTOAk+jjEVVNgFMVM5DUrskW3yIAgnybERlvADl8ykCk3GQk8KApSKEOV1SEmJ GtrwdrlTJQ95hqkfwlJospwPLZeRtFsmsWnaeF4Ty+FLKNoqmFN0EDGzdsUJBcR7XgMfF5lJPjBC E1omWt/aztgibcFtfnLr5o1okL+7ydFH6wKgOQeoR3Xay0kK/zzclPz1QHpGkEuJoWDk9KlIDG7G co4sjeYEKsk5UfJOB01oJjfZUIdCtBESnQRFy2DRU2Z0d6vsYUdfySkhxoeIR6tlfqKxPCWmdJfg iFpLq1e1eGAPa74yZha/p8ydjm9s5QvRs9I3TfZZy5rYVGPcuGk/bzIVjvt76jjrOCQB/o2ASaoX AtupL0DG819+YdxXDYnPsUpmcmZ9WCP/qVZIvmmgbi1oJUkn1xTStZMOPcRdD5VXMuyVr6a84V9x FliOAo+w7THsMGZZRJIekbG4ZNVjmchLJ04WmAuy7DC1V9NjalGnG/rsF8s2WmkKtZptM6o22ajU uoEztuKkI/+7aotHdOb2gOzMqm+5Ok+BFfKeX0IkWRnGT0aCJq0UC2gkXxNC6cLVkidU6HUDlV3t 3rW73t1rX8WbQ8Bu9DyuXA8Q1Qsqkba3VLZEIn9yucRv1JelB6IsTPVLRcxuz6bC+m9nA+xFZ4oW fQYuY/uIes00HnWb9QvXUpsazrxFtZy2zWPgdJvhPzKQw8ElpOPCesjIjHiRZ/Un5gDqpue2dTYu zg2MTTfXFWLXrtvF8Xd3jNEek/fH6BmskD8Kn8OyN7HuTTJ8T8rk+To5sr2MMn6FWeWZZnZrN0Xm FrnczNCGMZpBFfNpExy/NSa1tWuG7bki/GYKnxO3e1wnVu3/DE88Y8mrH+ZzcUV83H2aKdDLHXRz VWxoFhO0TgZd9J5k7GgaZ3e73M3rpMNb6VT6uDysDDIuhhxLTxsZ1EhebKpILd//0BfV9lV1FCub q1bzV7Ox1vJCPNtlW/+UtAceM2rNvOBfq9nB+hu2m/8H5woj26q71fCdFdfheoLVYNP2c7XLWmJs n5i5KS50aw69MXBPF2TVPd2Mm1NjdEtax+ym2XglVV4ga3renC7ep+0Tan03FqX+PvWAAj61gU+5 4DI9OKyzzNmF07qnBAZzrqkpcV5n09esvfgbH6zxORa7b8euKp2X7U6tBlKeeYb2nlEeYpWPieXX Vu7LtR1z/9Sw1dvRtfmLqRvjRjP00Z70eXfXXTu/WpromIaFvG9Bb5Da2xgjzbczTLrkfqv0ybIS +Evzi/Uq0hThXM/plsNWa58WeOymdV9Re73aNN/vmxnnH1Q5bmyqzhnDdO/tyAWZdw/vXazU/juJ A49WmK91xXJKvJ0Wj/PGW7fcPD93pCcP9Mrz2N2Xhrdgz7vpwtZ7vfdmuuiVNurS6/LfU4dy1VfP 6qwXc+s4lUxeR3tg90y3lzZkt2topGBo53uuxWYQtnHkVHy3JXfIVzh1t2Ek13wmR1x9lzArN339 lG1rsm0yhzGIh2iKp2iMx2jf93jmBmk3Rn4URWlCd3njUf90mcZ+SOd+ngd/oHdkJaVkzAN1pwdw +vdLVsd6l+VqV+ZfXWcsXwdatid2CJh7ZJZaZ8ZgwIZxTkVsxAd3xpdOc4eBytdsG/hszmdP0vaB iSSCJpYm1udcM5eCNbd9LNh9Lqhz4Cco4jeD6lZ+MmN56Id56mde6tF+6fV+RRaE+DaE9VeEpRZ1 r4KEqbd/UkRl/vd6AChrAEaAVBh2YoR7QzVxDNh7bRRsbCd8szVhYliBx8dHyfdOW5WGwhVtfJdP IQhogieHhHd93ZZ9KoiHH9OC4+Z4f1JXkTd+gViDQecoQ5eDmfc7idiDi/iDjUgfQvhe+2Z/TVaJ +XeJSsj/fzHleq+GRQkXhcskYF52a0B1haVodqqFVGn3e6+1irIlYVIVZxaWbFdlhrR4d8Clhh0I YroofbxYfb9IhygojHdIG+FmjHyCjIACeS0kec1ISjYIjTgoHjqoeUfHeUkXUo4of5DYjZJoepAV jk8kZUy4X/+HjrEngFIIigNmgFZIRgmoe2V2ivTogKoYfPn4dncUd7GobABpd7/VVWt4ctDnd8jV cr3oGSgGjHXokKCTaMWoh8f4gsloka2DkRJFeYN4fuChUYdodDwokj7YaUCojY/IjU83iUfIkve1 hP1njk+4WbI3gF1Ue6KIa/CIYAvIez+Zil7YZm4XhkU5/4YXJotJqYHMR5DDZZDGhZDJpZAlWHib E4ye823ESELiNpFeWZExuIyAOJaCyCiEeJbv1grxFpKb0pZKF3/II2oo6ViUCD2o15KrVo5W1l98 SZPr2HBVOIqDWXaFeXao2GBrJ5RgOIGvKGdkeIF+lIHLh3eUiYtPCYKYKZWayUHcdpWfqX0QeXN6 4n18CIPhJ4MQ9XPOaH7t5prpB5vrV41seY1umY3EEHonOZcqiX+SpXqZ2HrBCXsBOGs22Y4PF2Y7 mYUU14CI+ZxfKIG0NZ39CHJ1hp1oOJm3+Hx95p1RSX2CtplW2ZDlOYznyX3puYcks3N+6J6gBJ8a +Yzf0f+Rk5KWO4ifs6mftVmSt+l08XV/UjegmEhwTah1Mpmgn/iXBfhlyKmTWGiKholmEwp8FbqY 0tmYsFidkHmdZ1iLHqpnbJiLlzmiIzh4JsqQH0RzWbmCW9miXbmeX3maF8mMqhmfZTmf4fGa5nGf s+BRtEmScGmScjmk38ibluibeAmcTiic6diXNemkoYiTUVpa8bic82ilzomlijl8WzpVXfqYSAmm AbmUJVeZbXiQaBqHVDmH44miLQanoimRv0Fu7BmjqPmeNFij8nmDhSiNOgqSa9mj7sGIRLN0QTp6 RKibdWmk41igSRqTWMaks0epNwmlgimlmbp7zHmYnXr/j9Bpoa7IpdRJqv9oqkrpbB9apt35hglZ ouJ5gm1qh28amnGlni/ahynzh7yakTO0kTcarB45ja0km8IzqJ9XqMtKf7lphCsJrS4lrTDJiUvq idfKU5Wqre/IrYTprZvKhWrnqRGopRdqrhlahuoqmdrZrk4ZovCamfJKaIaHfSn6kKLDoryRc/ua q/0qoy9EowFro4+Co6jwkdQYqOh1rNiYrLapWMwaic4asal2pFc3rRZbrRjrlxqbre4IcbrGk1pY cfX4gMLGivrYcUbppaXKW6fKrmT6siknotaWpr64prFar1j5Vnkop6RJp6bZnrs6o706tL/KkQSb o/aJ/4hKq4hMu59OC6RQ67AASqTgKLEumZcH2okKN6ldy6AH6LHKCbJbaHH2CIFtB6onK6rn6o8h x2xi2rJx64GsWreuejl4S6/QpaI527c7q69+wq+sA7SvI7SzI7BFm7hHa7CbZ6y7QGSRy7CTS3op abmKapcEiqQVe45a27nFCZiWuq2Y+rE9WaUie7pnO5SMybopa51uu662OLuWGX2t6nJ3O68165mz iq+jeasUeTJgqTJiKUpkyZpm2af1+aeM6zOO+7zIiliGipuVm6grJY4Tq70GR61QKKnf+6Rf66BT Ko+lW7ZBmaWqW67s+3Eq+74sO5AuS7tnarv2+6oLmcm3u4uzEcmVf9uzdSq4d5qaBLya3NGaCGyI i6uWPJqwPkqo/bmNEoyopna5VRutGLyJ3LvBxMlw4MuxYPugVPqtnNqFFPqprbiPHmeBX8rC2enC 8ruqMQx4dkvDuZu/5Lm/K+q7pTOnPBy4uvrD/5qnvrqnwEqfRqzASNy41vi4Pyq9TRe1D0uXVEt1 VHy127uXkZrFU+i1DUqK5Du2EhquqIu2RJnCaNy2Itehsqt37gqzfyazJIi/nVnHoHnHcfq7Lhq8 PhsAgQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image051.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAAiAJ4DASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDZ0bjR bAg5/wBGj59flFXiVxuc4Uckmuc0zxBAul2cQilZ1gRc4ABIUdOalvdWE6iOMMqkgDIxuP19q2dR WMVB3Na21aGaSSJU8vDAIzH74x19u9U9a1AWUHm5h8xj8qSNjd9MVlz6hA5jaJjyhiAZfTpn9axb 6OU3zpdzSPIp27ihYCsnUa23NYwjJ+9oi+3iO4JOILY/8DbmkGv3bEf6FCc+kp/wrKmVLSVo5Wbc vXbET/X3p8k0dpcGFzJuUAnEJxyAR39CKj21bsaeyodzaXXLrBzpwOP7svX9KlGvt0k0+YY/usDU Vy0GlW9o8lvJPLdDKg/Kq845A5q1aag0mm28klnbETTOrL5ZXCgLjB6g/MeapVar3IlCktrliyu0 vkZkhlj2nB8xcVbEJYcCsy+MVrFHdWwkCOGLBjnbggdR1+8KLfVJJPLGzf5n3cHBPOKqNeW0kTKj C14s0ijRtjv7VG95BaviRvm/ugZpyXEW9QzjkgYzTL7RdNjuJUj1CPcZ+V2P+6HPBrSVSVtCIxjf Ucmuwp92NyPpTJdbgkOfIc/iKsxaLowtpHlvoYjuAOUYhOvf/PSm6nYaHYQNOLmGdljXEKRtlyQO c/jmsOap3/A2/d9n9/8AwCt/bcI6Quv0IqeDW/PmSCKGV5JDtRVAJJ/OsQX+meSVfT8ENncfStXT LWzPibRZrUxxEssjR87j8vT+v40c0+r/AAD930X4m/beHtRur+GbURElpHz5BbLOccE44GPrVu90 ue1GbaTzkPSNz84+h/i/nXQMSSflxUMkavJGzjO1sjPY4NHM9ybHFtNICwB2kcEEYINUpCXbLHJq 54v1q1ttUCOrZEY3Mo96wjrtlxuLocd1rohUitzGUJPY5i20l47e2uVMrAxK23JwCR2wOlXYZ7af KXEMxRRt2ENyfXpWzpjbdKs15GIEGD/uir6Nkc1ybHVcw0FmsOI44k2kMGbcMH15qxcJvjMrWqyk 8llk4P61rYRvvKp+ooAjAwEUfhU6iMC1SG4kH2mwDFzgyGQk/lWs2lWEkm+S3DMcZLMc9MfyFWcI OQg/KkBG7gYpgE1hb3Wzzg7iMYQbzhfpT47OGOIRKreWpJVWbIB45/QU9SSOtPBI7incViN7SGWM RuGKAEbQxA5IP9B+VIthbIUKxkGP7uGPHep959BSbj6UXCw6Qg4/cwYH/TFaIQiu0hggkL9Q0Zx+ hphY+n60AnqOD9aaCxO3lshja0typ7Ybn681XuLaC4ADxhSOmzjHGKlGT1P5UjMFwB1PQUBYpyaV aOuxkLDGOTUMekRQ38V7DNIksJG3HsMfyrQJx0PPrTCwouwsjYPim9TpbQScDgsRVW58YX+5CdNC hTklXJB4rMZuetG73qWmMw9UuDqF7LOzBDIfukHiqDW4PXa59TmupcI/DorfUVUmsbVsFbcE+zba ycJPqO5g2M0v2G3/AHr/AOqX+I+gq2s82f8AWv1/vGiit2SO+0TZ/wBc/wD30aXz5uP3r/8AfRoo qRiefNx++f8A76NIs827/XP/AN9GiigCfz5sn98//fRpRcT5H76T/vo0UUwFFxPn/XSf99GkNxP/ AM9pOh/iNFFAC/aJv+e0n/fRpVuJsf66T/vo0UU0Id9on/57Sf8AfRqMXE/nH99J/wB9GiigANxN /wA9pP8Avo0155sf65/++jRRSGRyTzeZ/rX/AO+jTRcTY/10n/fRoooAUzzf89n7/wARpBPNuP71 /wDvo0UUAf/Z ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image052.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh6gGFAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADo AYMAgQAAAJnMALvg4wECAwL/jI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+ DwwKh8Si8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8P GCg4SFhoeIiYqLjI2Oj4CBkpOUlZaXmJmam5ydnp+QkaKjpKWmp6ipqqusra6voKGys7S1tre4ub q7vL2+v7CxwsPExcbHyMnKy8zNzs/AwdLT1NXW19jZ2tvc3d7f0NHi4+Tl5ufo6err7O3u7+Dh8v P09fb3+Pn6+/z9/v/w8woMCBBAsaPIgwocKFDBs6fAgxosSJFCtavIgxo8aN/xw7evwIMqTIkSRL mjyJMqXKlSxbunwpA4DMmTRr2ryJM6fOnTx7+vwJNKjQoUSLGj2KNKnSpUybOn0KNarUqVSrWr2K NavWrVy7ev0KNqzYsWTLmj2LNq3atWzbun0LN67cuXTr2r2LN6/evXz7+v0LOLDgwYQLGz7MV4Di xYwbO34MObLkyZQrW76MObPmzZw7e/4MOrTo0aRLm95M87Tq1axbu34NO7bs2bRrL05tO7fu3bx7 +/4N/Dfu4MSLGz+OPLly08OXO38OPbr06aubU7+OPbv27cetc/8OPrz48Zy9kz+PPr166ubXu38P Pz7t9vLr27+PHzP9/Pz7+4SPv99/Ag5IoHYBFohgggoWd+CCDj4IIWwNRkhhhRZ2NuGFGm7IIWMZ dghiiA9+KGKJJv5H4okqrgjgTCy+CGN/KcZIY43YzWhjjjoqh+OOPv7oW49ADkmkbEIWiWSSzLmo ZJNOzsfkk1JOqdqRVF6JpWJWZsnlk1t2CSaSX4ZJ5o80FQAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image053.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhXgAlAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAwBY AB8AgAAAAAAAAALNhI+pyxj+mpy0WhlNyNfyDk7ZF4rl2Twb6rGuBpCVKkNb/Xq4GO1wzlqVejMg SmVSjBIknxHz6yyTs5vVSelhHVHoSRiEXKzF79N8Vm7TYvZh7X7Hu/Oy23kF18/w/Xyb1xQ4SFho eBjjp8gTuOh4x6SnIclAtiDYB6I3FeXD0aQkF8f587FmGsoFSUekapeYKspGCovaMmkJK5tG27pb ucnEOvrrS+elWyq8mly7/OtqaztbPHzbbNz89LlLG5tM6m10Y6OGlftGSW5QAAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image054.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhYgAVAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABh ABMAgAAAAP//AAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+D4wUAAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image055.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh+gEZAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAD5 ARcAgAAAAJnMAAJ+jI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si 8YhMKpfMpvMJjUqn1Kr1is1qt9yu9wsOi8fksvmMTqvX7Lb7DY/L5/S6/Y7P6/f8vv8PGCg4SFho eIiYqLjI2Oj4CBkpOUlZaXmJmam5+VgAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image056.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhYgAVAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABh ABQAgAAAAP//AAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwzWCgA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image057.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhYgAVAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABh ABMAgAAAAP//AAIrjI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+D4wUAAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image058.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC7t+9tgsBjBYwOXAwsgJYn0IYGQAMphdGIEEgwxYlhWIOZlgLCZGRiiLken///9g lh6jBFSMG66Oh8mBZQGXEJClxsbPIMXwH6SYQQDIPwBkbQLiBC4Ghk/MQD1QNTwMvoklGSGVBalA dzBwAEV/MUF0gAALEOsyQswWYWJgEmMGsYSBrAgukDt/MzX8g6icAHYhCxODg3N+bmayQnBiXrGC bzCDEMON+R/LHwKxgsLn8qNcaWYQMxnBdhlx9TCLsIN0llTC+GWsIH4BlJ/HqMIM4kdB+QlMYgwg vncluv2gYAJCgeDK3KT8HAaGyVxcrl8+4rKfCey3D0juWMcGMuI63F49DlT+LRZkfgLTGbCPbbG5 g6RwgLiDiQFmzw4OUHQaGnFC+SmszCC+gUEqFzTOuMDxCraIAWK7AAM7mLcHnBIYmZiUgiuLS1Jz GcxANjEAdSgydIE1gBQIfBFiQA8FZrB+AGFh/5qeAgAA ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image059.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhZgApAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAwBg ACMAgAAAAAAAAALPhI+pi+H/2AkpVidrg7n7hWWhQZHN5I0l+rViu64mINOpVLv6eM9snVMEfbpd MaaxnTrDYfF1ZP2SUOoTdkUugb2J8wr65LTTpfT8BQvV5BmXeQ57n2m4VNbGxa08GIQjxmOxUUcT 8ie4p7bImGXYCBlpVChZCdlnmZmJefGn+XlDiYNIWmp6iprqWfJFCvrKwCoKS2v2WIubq7vLS9f7 GwssbDscScFJiFwMdti1bEyk9wwdraQ4zXxNjM1WLce9CGgHHk6eq2xuOZte/lsAADs= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image060.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC7t+9tgsBjBo4FVgYeAEsTaGM4IYzGGMQIJBBizLCsScTDAWEyMjlMXI9P//fzBL j1ECKsYNV8fDpMDSwCsEZKmx8TNIMfwHKWYQAPIPAFmbgNiBl4HhEjNQD1QND4NvYklGSGVBKgPD AwYOoOgvJogOEGABYl1GiNkiTAxMYswgljCQpccLcudvpoZ/EJUTGMHqmRgcnPNzM5MVghPzihV8 gxmEGG7M/1j+EIgVFD6X87GmaULMZATbZcTVw2zMCdJqWQnjZ7OD+KZwPjeYrwPnq7OB+OZQfh5j H9j7hkacUL4VBzOIb2CQygUVEQK72tDCwMCAAYurgb5hEAiuzE3Kz2FgCObiCv3yEZermcAh8gHJ 9dM5QEZct4C5hoUblb+BHZmfwHQGHJO2FujuYCQx9CDuYGKAmSvGADLB24ILGq9c4LgHRwrUzwIM 7GDeHnBqYWRiUgquLC5JzWXQBJnLANShyNAF1gBSIPBFiAHdz8xg/QCokWB0wgIAAA== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image061.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhgQApAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMABAB7 ACIAgAAAAAAAAAL/hI+pa5EBIYpuxnfZqTt3qW0YGJYMCXDNKrKuqioo3LonXZt6HjtxCnwEJyHO zycr/Yi7Jk50HEKTGmMyWsw2d89V9Es95bxhcXXLHYHAQqxZShZqF0s0nTltX8thNv5tYZc2hqRn iOfmV7PUUyd4RwgHpGjTtyd3NoaZ4jgHV/EU+gdpY6VZ5gjTWTVDYYHCCeta1CrrwWpEQWL62Ov7 C3y1GkxcbDx5nKycDLvs/IzWrHYLXV1c2Kurvc3d7f0NHi5e2LltfX7dMIzOTqzaDh8vr649Lf26 Pl/tptOlD8/ICZ9/6AJSG5iPoLE6uzxVUrjvxqhN9yAqS7hKl8WCIQJPedzIrKOJhCB9lZtIh2TJ bGZm0Vr5TyVMgjJnxoRZAAA7 ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/slide0030_image062.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhZABfAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAgBi AFwAgwAAAAAAAEHA/2FwwqaAp/8AAP9NTf91deVlsv/MzP/A////AP//lujm/////wECAwT/EMhJ q7046xkYC1sojmQpBShIdZ3nmXAsr6jr1qn9znyftbobywNU+Y69FjC4XH6QUFNqOrXlPkFGdLtx fmo6cPbGLa/GxDA6bC6DvTfh2GlsQ4frfBq7s0O/RHR0fHKEflFwYYksVUqHSIl6e1Q4j0eRaEU3 CZwJaSiWPGKSc52cTKEyo0KYm6aedKkwTYFVma+ceESyUoopCZRWAbi5XrwkhEMoxMzEmn3HGleA y83Wnc910RdeLcyUw83d2z98RTnYuNXY4cBB5Bg5jGLqlPXLSrvwFdNX68Xg7slzsY+fmH7XgP0D p6vgCV2BiLBTWM/UOltaHAKIU+gfu18U/3O9GmZlxTYrwgJZm6KOWMkJGXktUtKuYjqLLgk+jBkq 0rmEHq2t0ebnGUpXCVeC9JSFaBsQe44iTZp02rtDB5mEoQq03SoyRSFK/eIsINdOTbEqy7P0I5WR QXGhsgMKC6a3cOMCrMnsC6iwOIbixVmV5Td9Re1q3dVBgYKVXfW6g2YGz8wajh+LY4jiwIGWcCmX GVsSc2alnA0XCy06iiQQNQCgUMD3noPbuB0M9ijmKelCsgeXRZEb9+6avSuT7hD8iT1xCgMUz32x Olgu5pjAfhJcOFzdxKcztPhG+ZyMLLp7J387dVt2shFv8akCVOpvB6SD5zw8vvw7Q0ng3P99LYU3 HXjD2acTF1+1cMJDBJLnWX7GqUYebCosOF8szMkGIX955RfAhJ69R0VwAmp4xxUboeiheiBeKGIC IvJ2YgMwXYcIGC5y8OF49eS3wAIW2kdFA0gm2UBsylXiY3cXvkfekHylACMKSibJ3VN/WSDlRGUN uYBbGGIZQJZIprdNUPhIOUwAYr554pFoOhkNCDYt9Y+YREZHCZppxueULDZBlgCRbRqJJaDbDdpT oYRFOWcKS9Z5Ak93RunMPR8FVykwWXLgKF3HfVnbSCssCYxCSooqSwoEBGAAchaC6QwHSa4qp6r1 jbphAAQEKyutta76DWxZgpbAk5YAG6z/sLNKehalaS460rJ3PqttdWdFd6WenMCj7bNfbgYbNl6e Co+z25Yr0AQW8UPMPuwK666kRlwoTkH1xnovZxRQ5WtP4xb7F0PyHqtRcOOSC7AItVm5MMMN+4vw COBMLGrF7drbJRIFfJgkwRyntkUBZwKK5CP9WkwJuSS4hyXKKrdaFMc4E5AuODUrGWfPIz+Vc7t0 Am30z0avzPKiSTddM9JOQ+G00ykbLcDVV8cpM7U4mjD110rCyafTWjOEddEwMBoAAlOAnaTYfCIa QAFZTlF21VN7XTfbAWSWGddGwx333ExXC3cAWCd+ddQlvI0A2347hsLjZhYdtuBDopwCmt1hi5mk AFQkXrjKjS9JeeQKPK5636hLXjclmgNuuNEDDPAnoKUvSUnqqiPQuuR41zy622CXzhDlrEd+++VX TwF68MQzLkLPKdCmvOVIKq449NFLHwLQs4FDG6Pan9199yMEPhttrKfMNeLaD39+3tNTTYnohi8/ f81HTA1/+dzbX6jsQLXyNU+ASouG/XhWPI0BYIFt69k2IgAAOw== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/master03_stylesheet.css Content-Transfer-Encoding: base64 Content-Type: text/css Ym9keQ0KCXt3aWR0aDo1MzRweDsNCgloZWlnaHQ6NDAwcHg7fQ0KLlRCDQoJe21zby1zcGVjaWFs LWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5UDQoJe3RleHQtYWxpZ246Y2VudGVyOw0KCWZvbnQt ZmFtaWx5OkFyaWFsOw0KCWNvbG9yOmJsYWNrOw0KCW1zby1jb2xvci1pbmRleDozOw0KCWZvbnQt c2l6ZToyMDklOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30N Ci5CQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6YnVsbGV0XDIwMjI7fQ0KLkINCgl7dGV4dC1hbGln bjpsZWZ0Ow0KCWZvbnQtZmFtaWx5OkFyaWFsOw0KCWNvbG9yOmJsYWNrOw0KCW1zby1jb2xvci1p bmRleDoxOw0KCWZvbnQtc2l6ZToxNTIlOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29r dS1vdmVyZmxvdzoxO30NCi5CMUINCgl7bXNvLXNwZWNpYWwtZm9ybWF0OmJ1bGxldFwyMDEzO30N Ci5CMQ0KCXt0ZXh0LWFsaWduOmxlZnQ7DQoJZm9udC1mYW1pbHk6QXJpYWw7DQoJY29sb3I6Ymxh Y2s7DQoJbXNvLWNvbG9yLWluZGV4OjE7DQoJZm9udC1zaXplOjEzMyU7DQoJbXNvLWNoYXItd3Jh cDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLkIyQg0KCXttc28tc3BlY2lhbC1mb3Jt YXQ6YnVsbGV0XDIwMjI7fQ0KLkIyDQoJe3RleHQtYWxpZ246bGVmdDsNCglmb250LWZhbWlseTpB cmlhbDsNCgljb2xvcjpibGFjazsNCgltc28tY29sb3ItaW5kZXg6MTsNCglmb250LXNpemU6MTE0 JTsNCgltc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouQjNCDQoJ e21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMjAxMzt9DQouQjMNCgl7dGV4dC1hbGlnbjpsZWZ0 Ow0KCWZvbnQtZmFtaWx5OkFyaWFsOw0KCWNvbG9yOmJsYWNrOw0KCW1zby1jb2xvci1pbmRleDox Ow0KCWZvbnQtc2l6ZTo5NSU7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJm bG93OjE7fQ0KLkI0Qg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6YnVsbGV0XDAwQkI7fQ0KLkI0DQoJ e3RleHQtYWxpZ246bGVmdDsNCglmb250LWZhbWlseTpBcmlhbDsNCgljb2xvcjpibGFjazsNCglt c28tY29sb3ItaW5kZXg6MTsNCglmb250LXNpemU6OTUlOw0KCW1zby1jaGFyLXdyYXA6MTsNCglt c28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5ODQoJe21zby1jaGFyLXdyYXA6MTsNCgltc28ta2lu c29rdS1vdmVyZmxvdzoxO30NCi5OMQ0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Ut b3ZlcmZsb3c6MTt9DQouTjINCgl7bXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJm bG93OjE7fQ0KLk4zDQoJe21zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzox O30NCi5ONA0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQou T0INCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMjI7fQ0KLk8NCgl7dGV4dC1hbGln bjpsZWZ0Ow0KCWZvbnQtZmFtaWx5OkFyaWFsOw0KCWNvbG9yOmJsYWNrOw0KCW1zby1jb2xvci1p bmRleDoxOw0KCWZvbnQtc2l6ZTo4NSU7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1 LW92ZXJmbG93OjE7fQ0KLk8xDQoJe21zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVy ZmxvdzoxO30NCi5PMg0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6 MTt9DQouTzMNCgl7bXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0K Lk80DQoJe21zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5DQg0K CXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouQ0IxDQoJe21z by1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5DQjINCgl7bXNvLWNo YXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLkNCMw0KCXttc28tY2hhci13 cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouQ0I0DQoJe21zby1jaGFyLXdyYXA6 MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5DVA0KCXttc28tY2hhci13cmFwOjE7DQoJ bXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouSEINCgl7bXNvLWNoYXItd3JhcDoxOw0KCW1zby1r aW5zb2t1LW92ZXJmbG93OjE7fQ0KLkhCMQ0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNv a3Utb3ZlcmZsb3c6MTt9DQouSEIyDQoJe21zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1v dmVyZmxvdzoxO30NCi5IQjMNCgl7bXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJm bG93OjE7fQ0KLkhCNA0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6 MTt9DQouUUINCgl7bXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0K LlFCMQ0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouUUIy DQoJe21zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5RQjMNCgl7 bXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLlFCNA0KCXttc28t Y2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouVGJsQg0KCXttc28tc3Bl Y2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouVGJsDQoJe3RleHQtYWxpZ246bGVmdDsNCglm b250LWZhbWlseTpBcmlhbDsNCgljb2xvcjpibGFjazsNCgltc28tY29sb3ItaW5kZXg6MTsNCglm b250LXNpemU6MTMzJTsNCgltc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6 MTt9DQouVGJsMQ0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9 DQouVGJsMg0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQou VGJsMw0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouVGJs NA0KCXttc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouZGVmYXVs dEINCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMjI7fQ0KLmRlZmF1bHQNCgl7dGV4 dC1hbGlnbjpsZWZ0Ow0KCWZvbnQtZmFtaWx5OiJDb21pYyBTYW5zIE1TIjsNCglmb250LXdlaWdo dDpub3JtYWw7DQoJZm9udC1zdHlsZTpub3JtYWw7DQoJdGV4dC1kZWNvcmF0aW9uOm5vbmU7DQoJ dGV4dC1zaGFkb3c6bm9uZTsNCgl0ZXh0LWVmZmVjdDpub25lOw0KCW1zby1mYXJlYXN0LWhpbnQ6 bm87DQoJbGF5b3V0LWZsb3c6aG9yaXpvbnRhbDsNCgljb2xvcjpibGFjazsNCgltc28tY29sb3It aW5kZXg6MTsNCglmb250LXNpemU6MTE0JTsNCgltc28tdGV4dC1yYWlzZTowJTsNCgltc28tbGlu ZS1zcGFjaW5nOiIxMDAgMCAwIjsNCgltc28tbWFyZ2luLWxlZnQtYWx0OjA7DQoJbXNvLXRleHQt aW5kZW50LWFsdDowOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzox Ow0KCWRpcmVjdGlvbjpsdHI7DQoJbXNvLXdvcmQtd3JhcDoxOw0KCW1zby12ZXJ0aWNhbC1hbGln bi1zcGVjaWFsOmJhc2VsaW5lOw0KCW1zby1hbnNpLWxhbmd1YWdlOkRFO30NCmE6bGluaw0KCXtj b2xvcjojMDA5OTk5ICFpbXBvcnRhbnQ7fQ0KYTphY3RpdmUNCgl7Y29sb3I6IzMzMzM5OSAhaW1w b3J0YW50O30NCmE6dmlzaXRlZA0KCXtjb2xvcjojOTlDQzAwICFpbXBvcnRhbnQ7fQ0K ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/script.js Content-Transfer-Encoding: quoted-printable Content-Type: application/javascript; charset="us-ascii" function LoadSld() { var sld=3DGetObj("SlideObj") if( !g_supportsPPTHTML ) { =09 sld.style.visibility=3D"visible" return } if( MakeNotesVis() ) return runAnimations =3D _InitAnimations(); =09 if( IsWin("PPTSld") ) parent.SldUpdated(GetSldId()) g_origSz=3DparseInt(SlideObj.style.fontSize) g_origH=3Dsld.style.posHeight g_origW=3Dsld.style.posWidth g_scaleHyperlinks=3D(document.all.tags("AREA").length>0) if( g_scaleHyperlinks ) InitHLinkArray() if( g_scaleInFrame||(IsWin("PPTSld") && parent.IsFullScrMode() ) ) document.body.scroll=3D"no" _RSW() if( IsWin("PPTSld") && parent.IsFullScrMode() ) FullScrInit(); =09 MakeSldVis(); ChkAutoAdv() if( runAnimations ) { if( document.all("NSPlay") ) document.all("NSPlay").autoStart =3D false; if( sld.filters && sld.filters.revealtrans ) setTimeout( "document.body.start()", sld.filters.revealtrans.duration * = 1000 ); else document.body.start(); } } function MakeSldVis()=20 { var fTrans=3Dg_showAnimation && SldHasTrans() if( fTrans )=09 { if( g_bgSound ) { idx=3Dg_bgSound.indexOf(","); pptSound.src=3Dg_bgSound.substr( 0, idx ); pptSound.loop=3D -(parseInt(g_bgSound.substr(idx+1))); } SlideObj.filters.revealtrans.Apply()=09 } SlideObj.style.visibility=3D"visible" if( fTrans ) SlideObj.filters.revealtrans.Play() } function MakeNotesVis()=20 { if( !IsNts() ) return false=20 SlideObj.style.display=3D"none" nObj =3D document.all.item("NotesObj") parent.SetHasNts(0) if( nObj ) {=20 nObj.style.display=3D"" parent.SetHasNts(1) } return 1 } function ChkAutoAdv() { if(SldHasTrans()) SlideObj.onfilterchange=3DAutoAdv else AutoAdv() } function AutoAdv() { if(!IsWin("PPTSld") || !gUseSldTimings )return var sld=3DGetCurSld() if( (sld.mAdvDelay>0) && !parent.IsFramesMode() ) setTimeout("parent.GoToNextSld()",sld.mAdvDelay) } function GetObj(id) { if(g_supportsPPTHTML) return document.all(id); else return document.getElementById(id); } function SldHasTrans() { return SlideObj.style.filter !=3D ""; } function GetSldId()=20 { var regExp =3D /file:\/\/\//i var pos =3D location.href.search(regExp) if (MHTMLPrefix !=3D "" && pos !=3D -1) sId =3D location.href.substring(pos) else { sId =3D RemoveFilePrefixFromHref(location.href); var regExp =3D /\// var fixedHref =3D sId var pos =3D -1 =09 pos =3D fixedHref.search(regExp) while (pos !=3D -1) { fixedHref =3D fixedHref.replace(regExp, "\\") pos =3D fixedHref.search(regExp) } =09 if (g_fBaseHyperlink =3D=3D true) sId =3D "file:///" + fixedHref; else sId =3D fixedHref.substring(fixedHref.lastIndexOf('\\') + 1) } =09 return sId } function HideMenu() { if( frames["PPTSld"] && PPTSld.document.all.item("ctx= tmenu") && PPTSld.ctxtmenu.style.display!=3D"none" ) { PPTSld.ctxtmenu.styl= e.display=3D'none'; return true } return false } function IsWin( name ) { return window.name =3D=3D name } function IsNts() { return IsWin("PPTNts") } function IsSldOrNts() { return( IsWin("PPTSld")||IsWin("PPTNts") ) } function SupportsPPTAnimation() { return( navigator.platform =3D=3D "Win32"= && navigator.appVersion.indexOf("Windows")>0 ) } function SupportsPPTHTML() { var appVer=3Dnavigator.appVersion, msie=3DappVer.indexOf("MSIE "), ver=3D0 if( msie >=3D 0 ) ver=3DparseFloat( appVer.substring( msie+5, appVer.indexOf(";",msie) ) ) else ver=3DparseInt(appVer) return( ver >=3D 4 && msie >=3D 0 ) } function _RSW() { if( !g_supportsPPTHTML || IsNts() || ( !g_scaleInFrame && (!IsWin("PPTSld") || !parent.IsFullScrMode()) ) ) return var padding=3D0; if( IsWin("PPTSld") && parent.IsFramesMode() ) padding=3D6 cltWidth=3Ddocument.body.clientWidth-padding cltHeight=3Ddocument.body.clientHeight-padding factor=3D(1.0*cltWidth)/g_origW if( cltHeight < g_origH*factor ) factor=3D(1.0*cltHeight)/g_origH newSize =3D g_origSz * factor if( newSize < 1 ) newSize=3D1 s=3DSlideObj.style s.fontSize=3DnewSize+"px" s.posWidth=3Dg_origW*factor s.posHeight=3Dg_origH*factor s.posLeft=3D(cltWidth-s.posWidth+padding)/2 s.posTop=3D(cltHeight-s.posHeight+padding)/2 if( g_scaleHyperlinks ) ScaleHyperlinks( factor ) } function _InitAnimations() { animRuntimeInstalled =3D ''+document.body.localTime !=3D 'undefined'; isFullScreen =3D (window.name =3D=3D "PPTSld") && !parent.IsFramesMode(); g_animUseRuntime =3D g_showAnimation && animRuntimeInstalled && !(isFullSc= reen && parent.IsSldVisited()); if( g_animUseRuntime ) { collSeq =3D document.all.tags("seq"); if( collSeq !=3D null ) { for(ii=3D0;ii numSlds ) gSldJumpIdx =3D numSlds; if ( gSldJumpIdx >=3D 0 ) { if ( gSldJumpIdx =3D=3D 0 ) gSldJumpIdx =3D 1; var jumpTo =3D parseInt(gSldJumpIdx); gSldJump =3D 0; gSldJumpIdx =3D ""; win.GoToSld( parent.GetSldList().mList[jumpTo-1].mSldHref ) } } } function _KDH() { if( event.keyCode =3D=3D 8 ) { event.returnValue =3D 0; parent.GoToPrevSld(); } }function DocumentOnClick() { if( IsNts() || parent.HideMenu() ) return; if( ( g_allowAdvOnClick && (window.name=3D=3D"PPTSld") && !parent.IsFrames= Mode() ) || (event && event.keyCode=3D=3D32) ) { =09 if( g_animUseRuntime && g_animMainSequence && g_animMainSequence.cangonex= t ) return; parent.GoToNextSld(); } } var g_supportsPPTHTML =3D SupportsPPTHTML(), g_scaleInFrame =3D 1, gId=3D""= , g_bgSound=3D"", g_scaleHyperlinks =3D false, g_allowAdvOnClick =3D 1, g_showInBrowser = =3D 0, gLoopCont =3D 0, gUseSldTimings =3D 1; var g_showAnimation =3D g_supportsPPTHTML && SupportsPPTAnimation() && ( (w= indow.name=3D=3D"PPTSld" && !parent.IsFramesMode()) || g_showInBrowser );va= r g_animManager =3D null; var g_animUseRuntime =3D false; var g_animItemsToHide, g_animInteractiveItems, g_animSlideTime; var g_animMainSequence =3D null; var ENDSHOW_MESG=3D"Ende der Bildschirmpräsentation. Zum Beenden klick= en.", SCREEN_MODE=3D"Frames", gIsEndShow=3D0, NUM_VIS_SLDS=3D6, SCRIPT_HREF= =3D"script.js", FULLSCR_HREF=3D"fullscreen.htm"; var gCurSld =3D gPrevSld =3D 1, g_offset =3D 0, gNtsOpen =3D gHasNts =3D gO= tlTxtExp =3D 0, gHasNarration =3D 0, gOtlOpen =3D true window.gPPTHTML=3DSupportsPPTHTML() var g_fBaseHyperlink =3D false; var gMainDoc=3Dnew Array(new hrefList("slide0016.htm",1,-1,1),new hrefList(= "slide0017.htm",1,-1,1),new hrefList("slide0018.htm",1,-1,1),new hrefList("= slide0028.htm",1,-1,1),new hrefList("slide0029.htm",1,-1,1),new hrefList("s= lide0030.htm",1,-1,1)); /********************************************* Frameset functions These functions control slide navigation and state of the frameset. **********************************************/ function RemoveFilePrefixFromHref(href) { var regExp =3D /^file:\/\/\//i; return href.replace(regExp, "") } function FullScrInit() { g_allowAdvOnClick =3D GetCurSld().mAdvOnClk document.body.style.backgroundColor=3D"black" document.oncontextmenu=3Dparent._CM; document.onkeydown =3D _KDH; document.ondragstart=3DCancel document.onselectstart=3DCancel self.focus() } function Redirect( frmId ) {=09 var str=3Ddocument.location.hash,idx=3Dstr.indexOf('#'), sId=3DGetSldId() if(idx>=3D0) str=3Dstr.substr(1); if( window.name !=3D frmId && ( sId !=3D str) ) { obj =3D GetObj("Main-File") window.location.href=3Dobj.href+"#"+sId return 1 } return 0 } var MHTMLPrefix =3D CalculateMHTMLPrefix();=20 function CalculateMHTMLPrefix() { if ( document.location.protocol =3D=3D 'mhtml:') {=20 href=3Dnew String(document.location.href)=20 Start=3Dhref.indexOf('!')+1=20 End=3Dhref.lastIndexOf('/')+1=20 if (End < Start)=20 return href.substring(0, Start)=20 else=20 return href.substring(0, End)=20 } return ''; } function GetTags(base,tag) { if(g_supportsPPTHTML) return base.all.tags(tag); else return base.getElementsByTagName(tag); } function UpdNtsPane(){ if(frames["PPTNts"]) PPTNts.location.replace( MHTMLP= refix+GetHrefObj( gCurSld ).mNtsHref ) } function UpdNavPane( sldIndex ){ if(gNavLoaded) PPTNav.UpdNav() } function UpdOtNavPane(){ if(gOtlNavLoaded) PPTOtlNav.UpdOtlNav() } function UpdOtlPane(){ if(gOtlLoaded) PPTOtl.UpdOtl() } function SetHasNts( fVal ) { if( gHasNts !=3D fVal ) { gHasNts=3DfVal UpdNavPane() } } function ToggleOtlText() { gOtlTxtExp=3D!gOtlTxtExp UpdOtlPane() } function ClearMedia() { // Clear any sounds playing before launching another browser window. Other= wise, // in fullscreen mode, you'll continue to hear the sound in the frames mod= e. if (PPTSld.pptSound) PPTSld.pptSound.loop =3D 0; } function FullScreen() {=20 if ( PPTSld.g_animUseRuntime ) PPTSld.document.body.pause(); ClearMedia(); var href =3D ( document.location.protocol =3D=3D 'mhtml:') ? FULLSCR_HREF = : FULLSCR_HREF+"#"+GetHrefObj(gCurSld).mSldHref; if (MHTMLPrefix !=3D "") href =3D RemoveFilePrefixFromHref(href) if(PPTNav.event.ctrlKey) { var w =3D (window.screen.availWidth * 1.0) / 2.0 var h =3D w * (PPTSld.g_origH * 1.0) / PPTSld.g_origW win =3D window.open( MHTMLPrefix+href,null,"toolbar=3D0,resizable=3D1,top= =3D0,left=3D0," + "width=3D"+ w + ",height=3D" + h ); if( win.document.body && PPTSld.g_animUseRuntime ) win.document.body.PPTSldFrameset=3Dwindow; } else { win =3D window.open( MHTMLPrefix+href,null,"fullscreen=3Dyes" ); if( win.document.body && PPTSld.g_animUseRuntime ) win.document.body.PPTSldFrameset=3Dwindow; } } function ToggleVNarration() { rObj=3DPPTSld.document.all("NSPlay") if( rObj && !PPTSld.g_animUseRuntime ) { if( (rObj.playState =3D=3D 1)||(rObj.playState =3D=3D 0) ) rObj.Play() else if( rObj.playState =3D=3D 2 ) rObj.Pause() else return; } else if( PPTSld.g_animUseRuntime ) { narObj =3D PPTSld.document.all("narrationID") if( narObj ) narObj.togglePause() } } function GetCurSldNum() { =20 obj=3DGetHrefObj(gCurSld) if( obj.mOrigVis =3D=3D 1 ) return obj.mSldIdx else =20 return gCurSld } function GetNumSlds() { =20 if( GetHrefObj(gCurSld).mOrigVis =3D=3D 1 ) return GetSldList().mNumVisSlds; else return GetSldList().mList.length } function GetSldNum( href ) { for(ii=3D0; ii 1 ) PopSldList(); else if( !IsFramesMode() ) { if( gLoopCont ) GoToFirst() else EndShow() } } function GoToPrevSld() { ii=3DgCurSld-1 if( ii > 0 ) { obj=3DGetHrefObj(ii) while ( obj && ( obj.mVis =3D=3D 0 ) && ( ii>0 ) ) obj=3DGetHrefObj(--ii) if( ii =3D=3D 0 ) ii=3D1 GoToSldNum(ii) } } function GoToFirst(){ GoToSld( GetHrefObj(1).mSldHref ) } function GoToLast() { ii=3DGetSldList().mList.length if( ii !=3D gCurSld ) GoToSld( GetHrefObj(ii).mSldHref ) } function GoToSldNum( num ) { if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue obj =3D GetHrefObj( num ) obj.mVis=3D1 gPrevSld=3DgCurSld gCurSld =3D num; =09 if (MHTMLPrefix !=3D "") PPTSld.location.replace(MHTMLPrefix+RemoveFilePrefixFromHref(obj.mSldHref= )) else PPTSld.location.replace(obj.mSldHref) =09 if( IsFramesMode() ) { UpdNavPane(); UpdOtlPane(); UpdNtsPane() } } function GoToSld( href ) { if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue GetHrefObj( GetSldNum(href) ).mVis=3D1 if (MHTMLPrefix !=3D "") PPTSld.location.replace(MHTMLPrefix+RemoveFilePrefixFromHref(href)) else PPTSld.location.replace(href) } function SldUpdated( id ) { if( id =3D=3D GetHrefObj(gCurSld).mSldHref ) return gPrevSld=3DgCurSld gCurSld=3DGetSldNum(id) if( IsFramesMode() ) { UpdNavPane(); UpdOtlPane(); UpdNtsPane() } } function PrevSldViewed(){ GoToSld( GetHrefObj(gPrevSld).mSldHref ) } function HasPrevSld() { return ( gIsEndShow || ( gCurSld !=3D 1 && GetHrefO= bj( gCurSld-1 ).mVis =3D=3D 1 )||( GetCurSldNum() > 1 ) ) } function HasNextSld() { return (GetCurSldNum() !=3D GetNumSlds()) } function CloseWindow() { if( HideMenu() ) return; =09 var event =3D PPTSld.event; if( !IsFramesMode() && event && (event.keyCode=3D=3D27 || event.keyCode=3D= =3D32 || event.type=3D=3D"click" ) ) window.close( self ); CatchNumKeys( self, event ); } function Unload() { gIsEndShow=3D0; } function SetupEndShow() { gIsEndShow=3D1; PPTSld.document.body.scroll=3D"no"; PPTSld.document.onkeypress=3DCloseWindow; PPTSld.document.onclick=3DCloseWindow; PPTSld.document.oncontextmenu=3D_CM; } function EndShow() { if( IsFramesMode() ) return if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue doc=3DPPTSld.document var dir =3D doc.body.dir if( dir !=3D "rtl" ) dir =3D "ltr"; doc.open() doc.writeln('


' + ENDSHOW_MESG + '

') doc.close() } function SetSldVisited(){ GetSldList().mList[gCurSld-1].mVisited=3Dtrue } function IsSldVisited(){ return GetSldList().mList[gCurSld-1].mVisited } function hrefList( sldHref, visible, advDelay, advClk ) { this.mSldHref=3D this.mNtsHref =3D sldHref this.mOrigVis=3D this.mVis =3D visible this.mVisited=3D false this.mAdvDelay=3D advDelay this.mAdvOnClk=3D advClk } function SldList(arr,curSld,fEnd) { this.mCurSld =3D curSld; this.mList =3D new Array(); var idx =3D 1; for(ii=3D0;ii 0) { PushSldList(sldList,fEnd); gCurSld =3D 1; } else if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue } function PushSldList(arr,fEnd) { var ii =3D gSldStack.length; gSldStack[ii] =3D new SldList(arr,gCurSld,fEnd); GoToSld( gSldStack[ii].mList[0].mSldHref ); } function PopSldList() { if (gSldStack[gSldStack.length-1].fEndShow) EndShow() else { gCurSld =3D gSldStack[gSldStack.length-1].mCurSld; gSldStack[gSldStack.length-1] =3D null; gSldStack.length--; var sldList =3D gSldStack[gSldStack.length-1]; GoToSld( sldList.mList[gCurSld - 1].mSldHref ); } } var custShowList=3Dnew Array(); /********************************************* Navigation button implementation There are 2 types of buttons: ImgBtn, TxtBtn implemented as function objects. They share a similiar interface so the event handlers can call SetActive, for example, on a button=20 object without needing to know exactly=20 what type of button it is. **********************************************/ //---------------------------------- function ImgBtn( oId,bId,w,action ) //---------------------------------- { var t=3Dthis t.Perform =3D _IBP t.SetActive =3D _IBSetA t.SetInactive=3D _IBSetI t.SetPressed =3D _IBSetP t.SetDisabled=3D _IBSetD t.Enabled =3D _IBSetE t.ChangeIcon =3D null t.UserAction =3D action t.ChgState =3D _IBUI t.mObjId =3D oId t.mBorderId=3D bId t.mWidth =3D w t.mIsOn =3D t.mCurState =3D 0 } function _IBSetA() { if( this.mIsOn ) { obj=3Dthis.ChgState( gHiliteClr,gShadowClr,2 ) obj.style.posTop=3D0 } } function _IBSetI() { if( this.mIsOn ) { obj=3Dthis.ChgState( gFaceClr,gFaceClr,1 ) obj.style.posTop=3D0=20 } } function _IBSetP() { if( this.mIsOn ) { obj=3Dthis.ChgState( gShadowClr,gHiliteClr,2 ) obj.style.posLeft+=3D1; obj.style.posTop+=3D1 } } function _IBSetD() { =20 obj=3Dthis.ChgState( gFaceClr,gFaceClr,0 ) obj.style.posTop=3D0=20 } function _IBSetE( state ) { var t=3Dthis GetObj( t.mBorderId ).style.visibility=3D"visible" if( state !=3D t.mIsOn ) { t.mIsOn=3Dstate if( state ) t.SetInactive() else t.SetDisabled() } } function _IBP() { var t=3Dthis if( t.mIsOn ) { if( t.UserAction !=3D null ) t.UserAction() if( t.ChangeIcon ) { obj=3DGetObj(t.mObjId) if( t.ChangeIcon() ) obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-4)*t.mWidth else obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-0)*t.mWidth } t.SetActive() } =20 } function _IBUI( clr1,clr2,nextState ) { var t=3Dthis SetBorder( GetObj( t.mBorderId ),clr1,clr2 ) obj=3DGetObj( t.mObjId ) obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-nextState)*t.mWidth-obj= .style.posTop t.mCurState=3DnextState return obj } //----------------------------------------- function TxtBtn( oId,oeId,action,chkState ) //----------------------------------------- { var t=3Dthis t.Perform =3D _TBP t.SetActive =3D _TBSetA t.SetInactive=3D _TBSetI t.SetPressed =3D _TBSetP t.SetDisabled=3D _TBSetD t.SetEnabled =3D _TBSetE t.GetState =3D chkState t.UserAction =3D action t.ChgState =3D _TBUI t.mObjId =3D oId t.m_elementsId=3D oeId t.mIsOn =3D 1 } function _TBSetA() { var t=3Dthis if( t.mIsOn && !t.GetState() ) t.ChgState( gHiliteClr,gShadowClr,0,0 ) } function _TBSetI() { var t=3Dthis if( t.mIsOn && !t.GetState() ) t.ChgState( gFaceClr,gFaceClr,0,0 ) } function _TBSetP() { if( this.mIsOn ) this.ChgState( gShadowClr,gHiliteClr,1,1 ) } function _TBSetD() { =20 this.ChgState( gFaceClr,gFaceClr,0,0 ) this.mIsOn =3D 0 } function _TBSetE() { var t=3Dthis if( !t.GetState() ) t.ChgState( gFaceClr,gFaceClr,0,0 ) else t.ChgState( gShadowClr,gHiliteClr,1,1 ) t.mIsOn =3D 1 } function _TBP() { var t=3Dthis if( t.mIsOn ) {=20 if( t.UserAction !=3D null ) t.UserAction() if( !t.GetState ) return if( t.GetState() ) t.SetPressed() else t.SetActive() } =20 } function _TBUI( clr1,clr2,lOffset,tOffset ) { SetBorder( GetObj( this.mObjId ),clr1,clr2 ) Offset( GetObj( this.m_elementsId ),lOffset,tOffset ) } function Offset( obj, top, left ){ obj.style.top=3Dtop; obj.style.left=3Dle= ft } function SetBorder( obj, upperLeft, lowerRight ) { s=3Dobj.style; s.borderStyle =3D "solid" s.borderWidth =3D 1=20 s.borderLeftColor =3D s.borderTopColor =3D upperLeft s.borderBottomColor=3D s.borderRightColor =3D lowerRight } function GetBtnObj(){ return gBtnArr[window.event.srcElement.id] } function BtnOnOver(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetActive() } function BtnOnDown(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetPressed() } function BtnOnOut(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetInactive() } function BtnOnUp() { b=3DGetBtnObj() if( b !=3D null ) b.Perform() else Upd() } function GetNtsState(){ return parent.gNtsOpen } function GetOtlState(){ return parent.gOtlOpen } function GetOtlTxtState(){ return parent.gOtlTxtExp } function NtsBtnSetFlag( fVal ) { s=3Ddocument.all.item( this.m_flagId ).style s.display=3D"none" if( fVal ) s.display=3D"" else s.display=3D"none" } function _BSetA_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S= etActive() } function _BSetI_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S= etInactive() } function _BSetP_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S= etPressed() } function _BSetA_BorderImg() {=20 b =3D gBtnArr[this.mBorderId]=20 if( b !=3D null && this.mIsOn && !b.GetState() ) { obj=3Dthis.ChgState( gHiliteClr,gShadowClr,2 ) obj.style.posTop=3D0 } } function _BSetI_BorderImg() {=20 b =3D gBtnArr[this.mBorderId] if( b !=3D null && this.mIsOn && !b.GetState() ) { obj=3Dthis.ChgState( gFaceClr,gFaceClr,1 ) obj.style.posTop=3D0 } } var gHiliteClr=3D"THREEDHIGHLIGHT",gShadowClr=3D"THREEDSHADOW",gFaceClr=3D"= THREEDFACE" var gBtnArr =3D new Array() gBtnArr["nb_otl"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOtlPan= e,GetOtlState ) gBtnArr["nb_otlElem"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOt= lPane,GetOtlState ) gBtnArr["nb_nts"] =3D new ImgBtn( "nb_nts","nb_ntsBorder",10,parent.ToggleN= tsPane ) gBtnArr["nb_nts"].SetActive =3D _BSetA_BorderImg; gBtnArr["nb_nts"].SetInactive =3D _BSetI_BorderImg; gBtnArr["nb_ntsBorder"] =3D new TxtBtn( "nb_ntsBorder","nb_ntsElem",parent.= ToggleNtsPane,GetNtsState ) gBtnArr["nb_ntsElem"] =3D new TxtBtn( "nb_ntsBorder","nb_ntsElem",parent.To= ggleNtsPane,GetNtsState ) gBtnArr["nb_prevBorder"] =3D gBtnArr["nb_prev"]=3D new ImgBtn( "nb_prev","n= b_prevBorder",30,parent.GoToPrevSld ) gBtnArr["nb_nextBorder"] =3D gBtnArr["nb_next"]=3D new ImgBtn( "nb_next","n= b_nextBorder",30,parent.GoToNextSld ) gBtnArr["nb_sldshw"]=3D new ImgBtn( "nb_sldshw","nb_sldshwBorder",18,parent= .FullScreen ) gBtnArr["nb_sldshwBorder"] =3D new TxtBtn( "nb_sldshw","nb_sldshwBorder",pa= rent.FullScreen,null ) gBtnArr["nb_sldshwBorder"].SetActive =3D _BSetA_Border; gBtnArr["nb_sldshwBorder"].SetInactive =3D _BSetI_Border; gBtnArr["nb_sldshwText"] =3D new TxtBtn( "nb_sldshw","nb_sldshwText",parent= .FullScreen,null ) gBtnArr["nb_sldshwText"].SetActive =3D _BSetA_Border; gBtnArr["nb_sldshwText"].SetInactive =3D _BSetI_Border; gBtnArr["nb_voice"] =3D gBtnArr["nb_voiceBorder"] =3D new ImgBtn( "nb_voice= ","nb_voiceBorder",18,parent.ToggleVNarration ) gBtnArr["nb_otlTxtBorder"] =3D gBtnArr["nb_otlTxt"]=3D new ImgBtn( "nb_otlT= xt","nb_otlTxtBorder",23,parent.ToggleOtlText ) gBtnArr["nb_ntsBorder"].m_flagId=3D "nb_nts" gBtnArr["nb_ntsBorder"].SetFlag =3D NtsBtnSetFlag gBtnArr["nb_otlTxt"].ChangeIcon=3D GetOtlTxtState /********************************************* Context menu implementation _CM() is the function that's hooked up to the oncontextmenu event. Once we're asked to show the menu, we first build it by creating DIVs on-the-fly. Then we position it=20 within the screen area so it doesn't get clipped. Creating the DIVs using createElement() means we don't have to write out any extra HTML into the slide HTML files. **********************************************/ var sNext=3D"Weiter",sPrev=3D"Zurück",sEnd=3D"Präsentation beende= n",sFont=3D"Arial",sArrow=3D"Pfeil",sFreeform=3D"Freihandform",sRect=3D"Rec= hteck",sOval=3D"Oval" function ShowMenu() { BuildMenu(); var doc=3DPPTSld.document.body,x=3DPPTSld.event.clientX+doc.scrollLeft,y= =3DPPTSld.event.clientY+doc.scrollTop m =3D PPTSld.document.all.item("ctxtmenu") m.style.pixelLeft=3Dx if( (x+m.scrollWidth > doc.clientWidth)&&(x-m.scrollWidth > 0) ) m.style.pixelLeft=3Dx-m.scrollWidth m.style.pixelTop=3Dy if( (y+m.scrollHeight > doc.clientHeight)&&(y-m.scrollHeight > 0) ) m.style.pixelTop=3Dy-m.scrollHeight m.style.display=3D"" } function _CM() { if( !parent.IsFullScrMode() ) return; if(!PPTSld.event.ctrlKey) { ShowMenu() return false } else HideMenu() } function BuildMenu() { if( PPTSld.document.all.item("ctxtmenu") ) return var mObj=3DCreateItem( PPTSld.document.body ) mObj.id=3D"ctxtmenu" mObj.style.visibility=3D"hidden" var s=3DmObj.style s.position=3D"absolute" s.cursor=3D"default" s.width=3D"120px" SetCMBorder(mObj,"menu","black") var iObj=3DCreateItem( mObj ) SetCMBorder( iObj, "threedhighlight","threedshadow" ) iObj.style.padding=3D2 CreateMenuItem( iObj,sNext,M_GoNextSld,M_True ) CreateMenuItem( iObj,sPrev,M_GoPrevSld,M_HasPrevSld ) =09 CreateSeparator( iObj ) CreateMenuItem( iObj,sEnd,M_End,M_True ) mObj.style.visibility=3D"visible" } function Cancel() { window.event.cancelBubble=3Dtrue; window.event.returnVa= lue=3Dfalse } function Highlight() { ChangeClr("activecaption","threedhighlight") } function Deselect() { ChangeClr("threedface","menutext") } function Perform() { e=3DPPTSld.event.srcElement if( e.type=3D=3D"menuitem" && e.IsActive() ) e.Action() else PPTSld.event.cancelBubble=3Dtrue } function ChangeClr( bg,clr ) { e=3DPPTSld.event.srcElement if( e.type=3D=3D"menuitem" && e.IsActive() ) { e.style.backgroundColor=3Dbg e.style.color=3Dclr } } function M_HasPrevSld() { return( parent.HasPrevSld() ) } function M_GoNextSld() { if( gIsEndShow ) M_End(); else GoToNextSld() } function M_GoPrevSld() { if( gIsEndShow ) { gIsEndShow=3D0; history.back();= PPTSld.event.cancelBubble=3Dtrue; } else GoToPrevSld() } function M_True() { return true } function M_End() { window.close( self ) } function CreateMenuItem( node,text,action,eval ) { var e=3DCreateItem( node ) e.type=3D"menuitem" e.Action=3Daction e.IsActive=3Deval e.innerHTML=3Dtext if( !e.IsActive() ) e.style.color=3D"threedshadow" e.onclick=3DPerform e.onmouseover=3DHighlight e.onmouseout=3DDeselect s=3De.style; s.fontFamily=3DsFont s.fontSize=3D"9pt" s.paddingLeft=3D2 } function CreateSeparator( node ) { var sObj=3DCreateItem( node ) SetCMBorder(sObj,"menu","menu") var s=3DsObj.style s.borderTopColor=3D"threedshadow" s.borderBottomColor=3D"threedhighlight" s.height=3D1 s.fontSize=3D"0px" } function CreateItem( node ) { var elem=3DPPTSld.document.createElement("DIV") node.insertBefore( elem ) return elem } function SetCMBorder( o,ltClr,rbClr ) { var s=3Do.style s.backgroundColor=3D"menu" s.borderStyle=3D"solid" s.borderWidth=3D1 s.borderColor=3DltClr+" "+rbClr+" "+rbClr+" "+ltClr } ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/fullscreen.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/buttons.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhWAESAPf4AAAAAIAAAACAAICAAAAAgIAAgACAgICAgAQEBISEBASEBISEhAQEhMTExAQE /KTM9Pz8/ERERPz8BAT8/KSkpGRkhMTcxCRkxAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAMDAwP8AAAD/AP//AAAA//8A/wD//////yH5BAEAAPgALAAAAABYARIA QAj/APEJHEiwoMGDCBMqXMiwocOHECNKnEixosWLGCEiQKCRo8YDIEHig2DxAD4LKD1avDDhgUuV GUOGbHBR5QGYFBG4fHAB58EKECJEwCfUYAWPFGAygLCRKQIIUKM6WAohKUGgCikcFWh1INWoYKVS 7SrQ41GbIhGYLAuVQVOoC+IyXUuUAkG1HE3KFDhAwkgJc5/qDZmxsOHDiBMrXsy4sePDGyP7lChT 5MULmDPnlDw5YmW6FTNrfgi0aNGEZPEtbfo2bNTUpYeeRph69dPWrqvCNFuBIGG1A59CYPAVQtwF cw0OxWdTIOiBCQAjaAB17fOFII8voGmRc+eOkilm/z9OvTtnjN4hYk1YoT3H2rnBOphPAB9skgq3 2lcaX/5YnJVt9BloAar12UEIRGCZdQghMABI1Tn32IQUVthYexhmqGGGMBHAgIfEhSiiiATAtOGJ GnYI4ogsEldicAYOGNJGZaml3Y0L3NTZUBz1xlB0PUoUI0jlVWRSVN89xBKSGB1YU1TMoRfVBEle hR9HQs1GEHxQ3RZZbveZthxt/LEmXHyp5XWABSCpaRJwbM13gAACPHVccgJFgF+NEhqUAEkQSCfc ddhVhh5dVTaEAEsTUNlkZUWKN9BNGDE6QU8OrSdbllzpxyVTTrU21Uj3scfhp7nNpyoDaTIEJ3P9 If8J2kbLNYegg9JRBwGhFvbq66+ZUiDssMQWK2yHxiZLrInKNotss8l+B5yBrr5p2UIJvortANoC 6+234IbLla/elRtZjeamh5CC3Sb0YLvixivvYkDFGlZqBNh7r4n6goVvv6/ZlCicN+kL71ALTnpQ dCIZp7CihkLA3UQmoWRBogyxtBPGCTnZncVR1rSTo5nuydC/Eo8kUH+lOoTyyvjoCuZu+PjYIKLD rZybtrM1d10C0QXKEVz48GrQkEeWdFJKlbb0UmEeV0SzyC6RvNB646LWIVjUNeC1zAFb+RDKXksM 9r531bwmpQW9+hQDDsx5pqwDRWBXcFES2hc+gEn/wJGdEEWdE6LoWcoxQweaTNmkhydkKaYMYY2Q p1unbLl/pPKbn3v7EZRvrKvqlja2ONvrtoIw9tn2g32/tQBlhtYkU+MNikZ7QYlPDPuMldpOmuJX nVo5VF3HjI+q89mteX5IDd/fVFClma5kiE4f2XUJhlz09gj2NbTDRifkmu7zXjR++RVJ/lPznuvr QH2iD6S+UewP9Dnon6d2NLwN8n90BB6hC68cFMCHoe+ACASP9c4DowUyEF0OPFcDI0ij/VXPaAKC UfhS95AKGoQ7IBRICI1HwhGaUIQoLGEKT6jCFrLwhSuMoQtlCMMZ2rCGOKShDm+4wxzy8Ic+DGIP B4cIRCKGMCAAOy== ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/frame.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Grundwissen Mathematik ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/outline.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii"
 No= tizen
Bildschir= mpräsentation
Gliederung
= = = = = = = = = = = = = = = = = = = = = = = = = = = =
------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/oledata.mso Content-Transfer-Encoding: base64 Content-Type: application/x-mso 0M8R4KGxGuEAAAAAAAAAAAAAAAAAAAAAPgADAP7/CQAGAAAAAAAAAAAAAAABAAAAAQAAAAAAAAAA EAAAAgAAAAIAAAD+////AAAAAAAAAAD///////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ///////////////////////////////////////////////////////////////////////////9 ////CgAAABUAAAAEAAAABQAAAAYAAAAHAAAACAAAAAkAAAALAAAAFAAAAAwAAAANAAAADgAAAA8A AAAQAAAAEQAAABIAAAATAAAAFgAAAP7////+////FwAAAP7///////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////////////////////////////1IA bwBvAHQAIABFAG4AdAByAHkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAWAAUA//////////8EAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKAttLVbA8cB AwAAAMAiAAAAAAAAMgA1ADkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAgAAgH///////////////8AAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAArAQAAAAAAAAyADYANgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAACAAEAAAADAAAA/////wAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMAAAAaBAAAAAAAADIANgA3AAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAIB//////// ////////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJAAAAKwEAAAAAAAAAQAA AAIAAAADAAAABAAAAAUAAAAGAAAABwAAAAgAAAAJAAAACgAAAAsAAAAMAAAADQAAAA4AAAAPAAAA EAAAABEAAAASAAAA/v///xQAAAAVAAAAFgAAABcAAAAYAAAAGQAAABoAAAAbAAAAHAAAAB0AAAAe AAAAHwAAACAAAAAhAAAAIgAAACMAAAD+////JQAAACYAAAAnAAAAKAAAACkAAAAqAAAAKwAAACwA AAAtAAAALgAAAC8AAAAwAAAAMQAAADIAAAAzAAAANAAAADUAAAA2AAAA/v///zgAAAA5AAAAOgAA ADsAAAA8AAAAPQAAAD4AAAA/AAAAQAAAAEEAAABCAAAAQwAAAEQAAABFAAAARgAAAP7///9IAAAA SQAAAEoAAABLAAAATAAAAE0AAABOAAAATwAAAFAAAABRAAAAUgAAAFMAAABUAAAAVQAAAFYAAABX AAAA/v///1kAAABaAAAAWwAAAFwAAABdAAAAXgAAAF8AAABgAAAAYQAAAGIAAABjAAAAZAAAAGUA AABmAAAAZwAAAGgAAABpAAAAagAAAP7///9sAAAAbQAAAG4AAABvAAAAcAAAAHEAAAByAAAAcwAA AHQAAAB1AAAAdgAAAHcAAAB4AAAAeQAAAHoAAAD+////fAAAAH0AAAB+AAAAfwAAAIAAAAAAHgAA eJztWF1oHFUUPvdOMslMtmmydkOoNdmW0hfpZpLVQsCW1nRD05AobsC0vnST7OLabDY/W8s+dWug rI0PwQelYGkLBQuCGK0PTQvGttIfShOfatWHxIgKCkZaxB+S9Zz5WSeLG2eSoTV1v+Uy59y5c8+5 c88595udmqycPjO2fgZysAMEWMhIIJr6GDZuKBUAst63kMlkqEvAlilgVeEFiOMvAV4IQB9eByGZ GwpLogqKs3tOscFvaxEyod1uNo+dKBo/0wTXGMVUqsiIqeegF8K2bJohA2fm9Vh5phLbOjDsN+H6 Y9CPfnTBK7btu9E+5QAtx6r9tdgO6rKg223Btx9BT5ZhH+yuvxybkdfk97zp+QW9lWB/KWi5XcCj Cyfzn+r/Uvn/gTD7LuV/GTif/2SVrlaecTj/becfwcH8t11/zPlv+C3B4jpghlETXDhmDRRqwqME ruff85j5YRgCRf1ZRzXGH+V9sY34o1y9qRPJAAzAIQhh5Yli9PdhHWrXtVctVQXvMvOvy+pAC1iO fSexEvsGf6c9pBpC+0i1wTj/qS4Qz6eabc5/ahUmuYDViQ1A+Tj2qXFQT/3ugbPPVKmywJggy8w9 vB/4se0g4LmBSisqn21yD/fr1wT28nQ98LSiNezV9AaLsWvEHtN14xvzNQy+AN5Ic7qHirCb0Ym5 Qb1LkSpxQ9JOQZIYxylUyceq9b6y7DgXnxZOl7pR2iKuhfV6zaJInkDpErYDGPbvCFrE0xgXtIUS L3ck+8PEaign/uDaE6D7vZVpc6/jwDsFkh5DaU8p+fknTy1oI0eZOp7DzqZ4LNrtDYb6hrxtQTzB vzj1y+EZbF7vvcNbpMi4NidTbTXIbwjnRHK/vkHS9Q6B3li9ooT/wQJahopgMtYV7wUIlcgXzs/k s8BV7+dMlmpEmuKOouk9bDJHny0y6wd4OSd9u5LrB7O5Us0PDoadp0tohkTW7tvFpPdn9RcF0luz fvjU2NmvyPqeyeq+qi8cNN8q1IoGcEmNBMb5pmByKBGOwTj5QTVuIxxXH6ABU7NuyH1HQp4Ibt/V 3pLnliXkm9caGFZgQdbzJod708rbot2D8aF4JOFtjg/Gwr1bAz3RRHzQ6/cpaj3fHfQGBg6FEtF4 nxrxhuLzw/3GDwcs2P/7L6H/Ap6FsJiBDKQFj9qMGjT9kQeuvuRRZaprbIm6trieEa5Wd84kazpq lJPdfKQ2tefixvfm5859f+Ni3bXqE0d/Eps7T3wzOXpldO+bJ6+nRo6+XnlX29e7P7vuH/E1sakn Wlz7Nn9VV3S+9lvP6Kn0x7Vndzx+M3Lsyx8l1/xTp1uvj9X21JVJvw5/LT95J7Nrds1bD2pfneB/ 5KNd/nfrIfI/+v8lYmWgRdi17zRWYr/A//7feNjnB9nNx/8+kTX+dzzL/wKO8L8JaSn+l5Kc4X8p aTn8b0SMNBqsyOB774v0hvzblLB9Blguyxc2f5fPxr8zwIMli/Ujxc4xQPNacxng5zkM0C8uZoD3 nGOAjeRHLgPc+cODYoAr43/a95t4ea+u/1ZVBa65lX+/+VHeluU/+VHgf6ub//0F1tEIcAAAAAAA AAAAAAAAAAAAAAAAAAAAABQAAHic7VhfaFtlFD/fd9u43KZpmy1aZl2zIb64pfdmHaUPG86aYp2t w+yh1he7LmHRJmnTzBFfzCyUzPkQRIaDjSrsQfBp/gFhPhQ3aRVxA5VZ9aGdQwUFJw4fJm085/tT 46XqTSeTjZxwkvP77vm+8/35nXPvzcULLQuvn9m4CA7ZBQYsl73gqWhjqFyDZoB61bZcLpepyUAt 1+SWkschg58chCAKafzNQt5JhX+UO5EFeiw6f/6pZMiMvNz7F+e6+OygMcsa0CzUaU49BqMQrypm pZjAGcXmintu+rSgbgAdvwfXn4IxnMd+eLrq+AHMiMr9dNvvGfVrqLh9uPsJnMka4jPKQdpOt/H9 qDqvvahL/8KRZaU+9G0Eme81uT3kZuZ/82X7C8p/wb162VbL//83//W8qT/VAZ3rdyBeB7Vcv92F q/zbi5kfhwmwxMe9tKr8q6+Cf5SrfkPaURiHQzCMlSeJ7E9jHRpQ6FlXVSG0hvxrQp1y4+hSqo3/ X8uNxNfP73QcVAPoHKk26Pyn5wMTlZ7Z9P1/veqDrwBYf6SttSa3ljA8PcOUHHLeu9vwqz85ks1M ZBK5UG8mm4qPboseSOYy2dD2sCX48FAsFB0/NJxLZtKCIxqEt8O17rfGXXFXc48prN8xjyLBonjh E07XkIlGgtEds01cJaZ6ubbkXVC8kXIcQlhh1qraGlb8fHzBgCZi7X2eJtioahYxeQat91Bn8Pb4 qiEZTz4+6B/OHdyXH4vTzlBOXOeyB6h5b2Ny7A0c+KBB1nq0Zvw0z995YVl6lpjw5/BATyaVHAnF htMTof4YZtCX078cXkQNhX49PG0mTsoxmYgVMV8yrohl2hGvwiUP7ZhtWcojzeYaafAdlsYHBd66 go/7CHev4M9NwpEV/Jzp8PcS7rJMhbMG1YROu8uyrFVWhauF5lg+tT8zCvCKaX5W/O7vVsXFjl2t WN2QiHXJ1rGvNzjwukr8FPdzwjtt5zxYlbsr58FBjxsW/BuyTXXuJsj8IJGxmkVVBHhfsIlxviWW n8jFU3CSxqU6uRleFB3I4fQPAXCu2VglA1Zrcy9tIlr4A/3kWpgPwqP+u+TIjBmmyQKTQ8CndoLh p0kXO4EXbdQuVOtPnfpwi2h7YSviiMLdCu8QPW2HN2FW8ZfQWiRyQ6vXMrB7oE9aD0LcU4YyFI2g UD3+wttBOP9kUNi0L8yxL4HJPWJVgckxx1pJzrcOLuY37dtknRrhx9oLD5/d/ObS1Te+/+hsx2zr iSM/eXoHT1y+UDpXeuTlU3OFY0eOtszLc53/2Xft+XAPu3hPn++Je7/uqHun/UqwNF18t/30rrs/ Tkx99aPXt9T52p65M+0HOhq8v01+Y95/qbz728bjN6su/wGS7AoQAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAHgAAeJztWF1oHFUUPvdOMslMtmmydkOoNdmW0hfpZpLVQsCW 1nRD05AobsC0vnST7OLabDY/W8s+dWugrI0PwQelYGkLBQuCGK0PTQvGttIfShOfatWHxIgKCkZa xB+S9Zz5WSeLG2eSoTV1v+Uy59y5c8+5c88595udmqycPjO2fgZysAMEWMhIIJr6GDZuKBUAst63 kMlkqEvAlilgVeEFiOMvAV4IQB9eByGZGwpLogqKs3tOscFvaxEyod1uNo+dKBo/0wTXGMVUqsiI qeegF8K2bJohA2fm9Vh5phLbOjDsN+H6Y9CPfnTBK7btu9E+5QAtx6r9tdgO6rKg223Btx9BT5Zh H+yuvxybkdfk97zp+QW9lWB/KWi5XcCjCyfzn+r/Uvn/gTD7LuV/GTif/2SVrlaecTj/becfwcH8 t11/zPlv+C3B4jpghlETXDhmDRRqwqMEruff85j5YRgCRf1ZRzXGH+V9sY34o1y9qRPJAAzAIQhh 5Yli9PdhHWrXtVctVQXvMvOvy+pAC1iOfSexEvsGf6c9pBpC+0i1wTj/qS4Qz6eabc5/ahUmuYDV iQ1A+Tj2qXFQT/3ugbPPVKmywJggy8w9vB/4se0g4LmBSisqn21yD/fr1wT28nQ98LSiNezV9AaL sWvEHtN14xvzNQy+AN5Ic7qHirCb0Ym5Qb1LkSpxQ9JOQZIYxylUyceq9b6y7DgXnxZOl7pR2iKu hfV6zaJInkDpErYDGPbvCFrE0xgXtIUSL3ck+8PEaign/uDaE6D7vZVpc6/jwDsFkh5DaU8p+fkn Ty1oI0eZOp7DzqZ4LNrtDYb6hrxtQTzBvzj1y+EZbF7vvcNbpMi4NidTbTXIbwjnRHK/vkHS9Q6B 3li9ooT/wQJahopgMtYV7wUIlcgXzs/ks8BV7+dMlmpEmuKOouk9bDJHny0y6wd4OSd9u5LrB7O5 Us0PDoadp0tohkTW7tvFpPdn9RcF0luzfvjU2NmvyPqeyeq+qi8cNN8q1IoGcEmNBMb5pmByKBGO wTj5QTVuIxxXH6ABU7NuyH1HQp4Ibt/V3pLnliXkm9caGFZgQdbzJod708rbot2D8aF4JOFtjg/G wr1bAz3RRHzQ6/cpaj3fHfQGBg6FEtF4nxrxhuLzw/3GDwcs2P/7L6H/Ap6FsJiBDKQFj9qMGjT9 kQeuvuRRZaprbIm6trieEa5Wd84kazpqlJPdfKQ2tefixvfm5859f+Ni3bXqE0d/Eps7T3wzOXpl dO+bJ6+nRo6+XnlX29e7P7vuH/E1saknWlz7Nn9VV3S+9lvP6Kn0x7Vndzx+M3Lsyx8l1/xTp1uv j9X21JVJvw5/LT95J7Nrds1bD2pfneB/5KNd/nfrIfI/+v8lYmWgRdi17zRWYr/A//7feNjnB9nN x/8+kTX+dzzL/wKO8L8JaSn+l5Kc4X8paTn8b0SMNBqsyOB774v0hvzblLB9Blguyxc2f5fPxr8z wIMli/Ujxc4xQPNacxng5zkM0C8uZoD3nGOAjeRHLgPc+cODYoAr43/a95t4ea+u/1ZVBa65lX+/ +VHeluU/+VHgf6ub//0F1tEIcAAAAAAAAAAAAAAAAAAAAAAAAAAAABQAAHic7VhLbFNHFL0zLzHx iymOg1EElDwQYoNwnIQNC1AgOGoaJUU1Cz4bkuAIQ/xJYkBeYRQpMp9FBAiEBDIANwAxAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAIB AgAAAAYAAAD/////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANwAAAOEDAAAA AAAAMgA3ADQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAgAAgH///////////////8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAABHAAAACgQAAAAAAAAyADcANQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAACAAUAAAAHAAAA/////wAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAFgAAACsBAAAAAAAADIANwA5AAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAIB/////wgAAAD/////AAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAawAAAO0DAAAAAAAAopVYIFUsgLYbWKAW RGAB7PgukhYBEkh8xaJV8nrvfKJXq6meASE+Pk/Xnju/O3Pn3DvPvnmjavTHM7PHoAArwIAJ2wse Rx1D4VrxA5SrugnbtqnKQLFL+KTwPaTwyYAFEUjidz9kC6nwv5iFLNBz0fnz65IhF2Vzi7NvmseH 1htXGHEqV6Y59R30Qqwom06YwBnZ5op7bsZUocwEbb8Z95+ANK6jC7YWbT+AEeH0p9tx29S3oey2 ovd7cCVvYZ9RDJI73dr/CkXHNY0bd6x/Qsk0rK8AGdslfL74kPE/2jhyuhT/Eh9L/Ot16zxQiv8v C1zF3xqM/BgMQFg87lGj4q+8CP5RrF5TL5IR6IPt0ImZJ47sT2Ie6lDaDldZwXqL+JuB0uWmo0sU a/99413s6/d3yt2UA+gcKTfo+PcC5ViAShQfynTVn8TvKJfwaYLhCRqm5FDh3T0XP9rj3f2pgVRP xmpJ9SdivUsim+OZVL/VGAoLPqyOWpG+7Z2ZeCopOKKVUCO8Xna2zxV3NfeY0vVvzIM4YQQb8pza kInGakY35lzRSkz1cl2St6D4RcpxClEKsRpVVznZz8dHjZwZwNIizwyYrXIWMfkils6iNKE3DhiS 8dTHB+2dmS1rs+kYeYZi4i8uR4Ba9xIm557Jgb/kVKrG0lKT1vk3z03InsPynubQ1JxKxLutaGdy wGqP4g1++8SLnWMolvVq5xGzp1rOyYStBnO/wafRyExW6/5y0tuUnmRgkL5B6Zt4i/BkOlton9yE jz+aTXSlegGGTPNI/uFU9rnY23PHOo55aIpbk3bNin/rv5Y59U38lNjx8v9aR1F+kOvgoO0cqqDj rG/wKr2pnBhUHw7HTHVmJkhuE6R1v8hoABcEExjnC6LZgUwsAdVkiXLcfNgrBlCHk48DUOgFYwoG d6zsaJ2iyRWmmtcdaHccQr/pF+303SD02rPkzIwZpskCg2ngQ8vBwPc+VDagcnkBz9cDz4elTOoN okebqAkMZlzYZ46/hD4GrIKYxwYb8kZQSIOqHz0XhEsbg6JMfmGmcsWkX/Su00QPh3cIl2rWjWXn rZ0XPt7N99Xmvjk//6fx56ceXT1fd6Xm6O6nnpZ1R/+4Mfz78LcHjo/k9u3eU3VHnuudZ77Xu0LN 7ObXrb71C+/Vlf1c+yA4fCL/S+3JFXOu9QzdfeL1jS/9oW3kTO3mukrvm8H75uJb9so/px/+UHn5 H3jaBA8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB4AAHic7VhLaFNBFL1vXvrJGGtM tUhx8RRx1/IahdSFEtFWRFs/caO4sNUEo82nbVSyKwoSRET84EYQwYUbF7pw5aKIIoqouPGzUhFx 6W+l2HjvfMJLbNqXNLRWcsqQuTN35s6buffOmb54vvjd9dvt76EEG8CEibwXGh1thlPBD8BV20Q+ n9f9+TrmFXZDCv8yYEEPJPF3BLKlrjAl2qChcOYmyuwZE+3jsrvXqRv+8PLWXvORsYD6PdqndsAQ RCuy6QQHZpBtpnzPzZjFWJaAtr8Jvz8BaVzHIByp2H4AWJHPux13VP2ayu5W3P0YrqQK+wbFHW2n W/stWHRce7H8nsZHJlTxoe5CkPFex/+B2Yz/8V2PL9fjX+JfiX+97qnyQD3+/18wFX87MfKjMAq2 +HOPZeh/FPcNFfgfxeoTmSYw6wzDMRjAzBNH709iHupX0nFXWcGqMv4G3Sq6QDX2a4mZ2Nf8nc6Q cgidI+WGJizNIPkB8XzK2c74p+J31OuYn1gOFI+d9/VFnX67FIbybaJuGobJuRE4lQZ2ej2YeG+g sA+FhytZrgtYzpalIAeFxjbREjiVcem72vf0+1GlBriITteDHTlGfeiJ5maDbszlopc81ct0Td6C VDMYTiFqncYy1bagoOdj78wxHsDa6sZF0K5yFnnyONbuYAmju18wpceTjg/6BjKH92TTUWI1FBM/ mRwBat0dhpx7CQP2jVGtFWtrOa3zFxubkJrn5T3NILwplYgftCIDyVGrL4I3+OtrX0+8x2JZ309c 4bFWOachbAX5WZM10chMVsv+BpK3KTlp4EFhbZ+SD7BesZPpbKl9cdQM/JFsYjA1BHCa8yu5T+Xs M/FtXxzruNpIU7wq2OXNxfJdj1M+wG6KL14/2Toq2ge5DgbazqVmOs6uoFfJ4QbyoC7bjnJ1Zlyc q/x/hbTuFxkN4J7wBIOxlZHsaCaagFayRDluBZwRA0jhxucAlO6CWcaD+zf2by3T5Qrl5nUHAzOw yVXclHBv+vK++MGR1GgqlrF6UyOJ6FBHz6F4JjVirem0RT7fHLF6ho8NZOKppPB4LXSugR/r7gy7 sA9sWqU6/lnUgv+R71XK/17MIf9bhOWkG0WXqNR+rTET+zPlfwGoc8D5jLm+P8huOf7X0iL537kC /9tSE/437puK/435asP/Bn3V8J43POYp5X/7OQ0NZrmSmz0UocFQt23bmhPd58WcKNmkOJGtW34w jxo1HS98wPmHVZ/KretvXvjUK3hfSK+lmxfLHxudcoEXhqrhx879KeaFBd4bqoIFemjeUhYYnhUW ODP+p99vMSVb7W2wfYr3G73RWC6Epbvk7TbZW+4v7SIt1Kjzv3mOPycuThcAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHgAAeJztWF1oHFUUPvdO MslMtmmydkOoNdmW0hfpZpLVQsCW1nRD05AobsC0vnST7OLabDY/W8s+dWugrI0PwQelYGkLBQuC GK0PTQvGttIfShOfatWHxIgKCkZaxB+S9Zz5WSeLG2eSoTV1v+Uy59y5c8+5c88595udmqycPjO2 fgZysAMEWMhIIJr6GDZuKBUAst63kMlkqEvAlilgVeEFiOMvAV4IQB9eByGZGwpLogqKs3tOscFv axEyod1uNo+dKBo/0wTXGMVUqsiIqeegF8K2bJohA2fm9Vh5phLbOjDsN+H6Y9CPfnTBK7btu9E+ 5QAtx6r9tdgO6rKg223Btx9BT5ZhH+yuvxybkdfk97zp+QW9lWB/KWi5XcCjCyfzn+r/Uvn/gTD7 LuV/GTif/2SVrlaecTj/becfwcH8t11/zPlv+C3B4jpghlETXDhmDRRqwqMEruff85j5YRgCRf1Z RzXGH+V9sY34o1y9qRPJAAzAIQhh5Yli9PdhHWrXtVctVQXvMvOvy+pAC1iOfSexEvsGf6c9pBpC +0i1wTj/qS4Qz6eabc5/ahUmuYDViQ1A+Tj2qXFQT/3ugbPPVKmywJggy8w9vB/4se0g4LmBSisq n21yD/fr1wT28nQ98LSiNezV9AaLsWvEHtN14xvzNQy+AN5Ic7qHirCb0Ym5Qb1LkSpxQ9JOQZIY xylUyceq9b6y7DgXnxZOl7pR2iKuhfV6zaJInkDpErYDGPbvCFrE0xgXtIUSL3ck+8PEaign/uDa E6D7vZVpc6/jwDsFkh5DaU8p+fknTy1oI0eZOp7DzqZ4LNrtDYb6hrxtQTzBvzj1y+EZbF7vvcNb pMi4NidTbTXIbwjnRHK/vkHS9Q6B3li9ooT/wQJahopgMtYV7wUIlcgXzs/ks8BV7+dMlmpEmuKO ouk9bDJHny0y6wd4OSd9u5LrB7O5Us0PDoadp0tohkTW7tvFpPdn9RcF0luzfvjU2NmvyPqeyeq+ qi8cNN8q1IoGcEmNBMb5pmByKBGOwTj5QTVuIxxXH6ABU7NuyH1HQp4Ibt/V3pLnliXkm9caGFZg QdbzJod708rbot2D8aF4JOFtjg/Gwr1bAz3RRHzQ6/cpaj3fHfQGBg6FEtF4nxrxhuLzw/3GDwcs 2P/7L6H/Ap6FsJiBDKQFj9qMGjT9kQeuvuRRZaprbIm6trieEa5Wd84kazpqlJPdfKQ2tefixvfm 5859f+Ni3bXqE0d/Eps7T3wzOXpldO+bJ6+nRo6+XnlX29e7P7vuH/E1saknWlz7Nn9VV3S+9lvP 6Kn0x7Vndzx+M3Lsyx8l1/xTp1uvj9X21JVJvw5/LT95J7Nrds1bD2pfneB/5KNd/nfrIfI/+v8l YmWgRdi17zRWYr/A//7feNjnB9nNx/8+kTX+dzzL/wKO8L8JaSn+l5Kc4X8paTn8b0SMNBqsyOB7 74v0hvzblLB9Blguyxc2f5fPxr8zwIMli/Ujxc4xQPNacxng5zkM0C8uZoD3nGOAjeRHLgPc+cOD YoAr43/a95t4ea+u/1ZVBa65lX+/+VHeluU/+VHgf6ub//0F1tEIcAAAAAAAAAAAAAAAAAAAAAAA AAAAAB4AAHic7VhbSFRBGP7PHNfL8bZutokUnCR6c1n1KcIwvICIFm1I+eRtpS1318uq7JsgxFI9 hPReQq8WSUQPPkjQTaJ86/KUBNGjXV4ycvv/OTN6PLl6ji6ZtZ8MO3POzHz/zPz/5z9n4VXJ+6l7 5YtgwQlQYSWZB9mmZwoWJhtugFzxbCWZTNIjFUsygz2FMxDFvxjo0AgR/B2CuNUVNoUXXKtnTufP XhoeMme8bjL39U9Pfz+vPlXysT6eJX3qFPRD0BGnGRowhbiZ8D07Y0qwlILkr8f1h2EA7eiGi475 PRgR5v20O+6S+FUFbzPufh9asg1+hWLQBfbXX4RFxjUdw0+T/SumYkWBGJduH8xg95DO+Ccf3Cz+ l45fXab4z4P/O/4pjtIY//x/sBN+c/zLcTmwXgcIUgc0fFdo6ruRNmSwN+HY4X6H4nQ+8p95kUg2 wiCMQBcqTwi9P4I61CZao7ZUQRfx74S/GEu3nY42keb9/KP8Mn93ChrjFmMzerB3wRJ+YJcfV7BE FbBENTqEZ2KAP/FMxOz5D8t17LEZ/C1Ig/461h+z/jKR/53GzDMIw+Dnf/ZRhvpP905KJ+3yE+bZ 1n3swun6042d8MtvOnIPKYen3JDyQYprytUp/6M7O+l8Iaxpfkb//w3Is5f3CBkaD/DQ7+KLBKN3 6Alqg0KecpC/JU/JY7K29hVCYTgFr/mUMvEsf7VfAavLuqV5sHY0uxjKRcySJ81hbQZLJ7rbF9Xw OOpTAK1dsQtn4wMoR0vcJ5eZMQKE3ZWKMXcpA+ZVqbYPa+c0svMHG18xel7nFmYxqKuPhkM9eqAr Mqy3BvAG9ebm57FFLLr+dexJdt+kMafCuaq1a2ppDo2MxWV71EXtAdGOKEdUaneIdifz8p1siVv5 eagxcAfi4e5oP8CUppXdX0zFz/jalkx23MmmKV6v8vpy17ffZZnbnewFX3HtRnY42gfDDgaS52Eu HWdVdZ5o97rIg6r8/qAmzkzj58qJwGB3c0UBmOWeoDBWEYgPx4JhmCQm0pjDcIUPoA4LHzxg3QU1 hYK1nWxrBoMfnPMrqGCqJvze8u2CRraGeoaiw9G+mN4UHQoH+ysbe0Ox6JBe4/Pze3xDQG8cHOmK haIR7rGy4auBb8dmBlPYbEaqddkD2cjA90h+aHlW5oX+pNeYWVFUTcOErgUTulpQi3h212HK9/yw 2+vP6M/6uPO4+tpT6A9Y9Acs+gMW/YGt9OeGpr1NfEzFn1J/wKI/YNEfsOjPRnY42gfb+rON+Id2 YrLqz+1PzvVnu0hv/Luf74fZQweMmW3EfzrufztaQAa7il8wBYh8AAAAAAAAAAAAAAAAAAAAAAAA AAAcAAB4nO1YTWgTQRR+M1vTZtPUGG0Q8bCK6EVD0iKmSkWpEURaxRRBBDFqgrFNYpNUiaeiIEFL 8eZRBI+CP3j0oIJ6Ef8u6kmrIJ5E0YsVE9+bzKSbtNZdjWJrvjBk3vy9NzPfe/t2Hz9a8OritSXj UIONoEGx5ASHqY1h4UrwALTItmKpVKImDUupgVmFXZDGXw4MCEMK/zOQr6XCjPDBvMqd0/3zh2WG 3Cp3bzWP3Xnq9pc92n3mov4mxakdMAgxWzrN0IEz0s0l96zM8WJZBEp/D+4/CUfRjgNwxLZ+L3qE +TytzhuQ/5rUuw1PP46W/IJ+Rj44D6zvfz4W5dd0Dd9M9hdNpRZuqcMBDT+fK6in/xMHZ/L/DxvO TpD/O+H/9v9WqKv/i2ewHf1m/1fzmqE6DhBUHNClzaqtgbkDMgA4ADEAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgAAgD///////////// //8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB7AAAA1wMAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAP///////////////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAA////////////////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///////////////8AAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACBAAAAggAAAIMAAACEAAAAhQAAAIYA AACHAAAAiAAAAIkAAACKAAAA/v////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////9uEmwpmdz3i0HuZSIZhCIYhipEngexP YRzqk9IxS1HBkP5vRz+pPmFloEXU+Tz/qn6Vv3vA/jPdnCc04sLsBC8EgJ++u5wXgiDqVXIHEoQX 1gE/uRqltbKnSzAnIJ4JWyJGeGg4mkukU0B5vRL8nfC56/qQFf7xFrukbaBuqEP8tR1/2mAy/nKZ /+3EzDMGWWQV/axjMcZ/eu+kdNKqfsJ7/vMxVmF3//XG7+hX33TUGVIOT7kh5YPkl5SrU/5Hvk0x 3g2Tz4tG/J8bUHev3iOUa7xGRx3Fjsuc+pAJ2m5GTFkqeokpTq5qk18hGMclRM3PFss2V2VcKzea Rtz0BrbSMR+WSJ8lNt3C2nUsm5BiT7Uy42hMK/RGc4f780cxHL0SnJzg5Rkg7V7Dymsv4sB9GtUW Ys3vJju/8pFieeQ5JsZz2NSTTiYOGpFoKmv0RvAN6vmFj8fHsRjGp+P3HPGx8ppM6OrQR7VOJ03t yit5oJnktRXZJeTVFXmVg+R1Uk6xMbH9YIdTyutb6MSDgUBMly1eYXUwFAgEYBqrcTfgieSTB9KD AAldf3tj/EdWc3EiH0zWn2+hJZ6FlDVNrmr5arNZ3s8fiJvsDtXawWyeXtkODmpdn+DX9pAu71UX dy8uRe7ZI6IOwE3BFsb58kg+m4slYYzWpTi0DM6ICTTg8Rsv1O5ZmxrgBPo2922b/vYZRjFNl7yv +XZBVvUmDmbS2XQ8Z2xNZ5KxwTXhQ4lcOmN0+u3nP9X2X3pH9i8Vkv/OPjnGeNIOub0+UdcY03Sd eU9tx8SrG7Q2kY1RXhaq5Grwwz1bw1/cv8ouKxkmZpdT9l940Q4r+tst778Rv6o98Ioef2knfv0L +f9PBzXwx/Ad9tFpFwAfAAAAAAAUAAAAEQAAAEEAdQB0AG8AcgAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA= ------=_NextPart_01C70364.170F2570 Content-Location: file:///C:/4C696B56/Qualiaufgabe1996-Dateien/filelist.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C70364.170F2570--