content-type: multipart/related; boundary="----=_NextPart_01C996F2.E308DA30" mime-version: 1.0 This document is a Web archive file. If you are seeing this message, this means your browser or editor doesn't support Web archive files. For more information on the Web archive format, go to http://officeupdate.microsoft.com/office/webarchive.htm ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="us-ascii" Long Division Family ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_document.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family <body> <p>This page uses frames, but your browser doesn't support them.</p> </body> ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/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///wAAAAAA8gMA AAAAAAAEAAAANAIAAAQAAAAHAQMAoScAAEELIADMAHgAoAAAAAAA0ALAAwAAAAAoAAAAoAAAAHgA 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////AEpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5K bkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5Kbkpu Sm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5K bkpuSm5KbkpuSm5KbkpuSm5zbXNuc25zbnNtc25zbnNuc21zbnNuc25zbXNuc25zbnNtc25zbnNu c21zbnNuc25zbXNuc25zbnNtc25zbnNuc21zbnNuc25zbXNuc25zbnNtc25zbnNuc21zbnNuc25z bXNuc25zbnNtc25zbnNuc21zbnNuc25zbXNuc25zbnNtc25zbnNuc21zbnNuc25zbXNuc25zbnNt c25zbnNuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5K bkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5Kbkpu Sm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbnNuc25z bnNuc26TkryTmZO8k5mSvP////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////3Nuc25KbkpuSm5Kbkpzk/+8/7z/ vP+8/7z///////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////9Kbkpuc25zbW5Kbm1zbry8/7y8k7y9//////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////////////c25zbkpuSm1KbURtSnOS/7yZSm1tvP////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////0puSm5zbnNtc21uSnNzvP//vJlzvLz///////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////9zbnNuSm5K bkpuSm5Kc5n///+8/7z///90mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZ dJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0 mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZSm5KbnNtc0puSm5tc268//+8 w7z///////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////3Nuc25KbkptSm1EbUpzksK8mW1ubby8//////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////9Kbkpuc25zbXNtbkpubrzD/7ySbZK8//////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////c25zbkpuSm5KbkpuSnOZ/7z/vLy8////c5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0 mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZ dJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mUpuSm5z bnNubkpzbnNuvf////+8//////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////9zbnNuSm5KbUptRG1Kc5LD vLxzc5LD//////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////////////////////////////////Sm5KbnNuc21zbW5Kc268vP+SbkqSvP////// //////////////////////////////////////////////////////////////////////////// AAAAAAD///////////////////////////////////////////////////////////////////// /////////////////////////3Nuc25KbkpuSm5Kbkpzmf+8vZK8vP///3SZdJlzmXSZdJl0mXOZ dJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mQAjKiMAmXSZcwAA AHSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZ dJl0mXOZdJlKbkpuc21zbnNuc25zbr3///////////////////////////////////////////// /////////////////////////////////////////wAAAP9tAB0kAP8AAAAAIwBtkm2Sbf////// ////////////////////////////////////////////////////////////////////////c25z bkpuSm1EbURtbXOS/7y8kpKS//////////////////////////////////////////////////// //////////////////////////8AAAAAAAAeAAAAAB0AIyoAkm2Sbf////////////////////// /////////////////////////////////////////////////////////0puSm5zbnNKbkpubXNz vLz/km1Kkrz///////////////////////////////////////////////////////////////// ////////////AAAAAAAdIwAAAAAAACQA//////////////////////////////////////////// //////////////////////////////////////////9zbnNuSm5KbkpuSm5Kc5n/vLySkpL///9z mXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mQAA AAAAHSoAAAAAACojAJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0 mXSZdJlzmXSZdJl0mXOZdJl0mXSZSm5KbnNuc25zbnNuc269//////////////////////////// //////////////////////////////////////////////////////////8AAAAAHSQjAAAAAAAj HQD///////////////////////////////////////////////////////////////////////// /////////////3Nuc25KbkptSm1Kbm2Sk/+8w5m8vP////////////////////////////////// ////////////////////////////////////////////AAAAACQjKgAeHQAAJB0A//////////// //////////////////////////////////////////////////////////////////////////9K bkpuc25zSm5Kbm1zc7y8w5JzbZK8//////////////////////////////////////////////// /////////////////////////////wAkIwAdHSMdIx0dACMdAP////////////////////////// ////////////////////////////////////////////////////////////c25zbkpuSm5Kbkpu SnOT/7yZbXOSvP//dJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlz mXSZdJl0mXOZdJkAACoARB0qHR4jKgBLIwCZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZ dJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mUpuSm5zbXNuc25zbnNuvf//w/+8//// //////////////////////////////////////////////////////////////////////////// /x0dJB0kIx0dHSMAIyQA//////////////////////////////////////////////////////// //////////////////////////////9zbnNuSm5KbUpuSm5tc5P///+8w7z///////////////// ////////////////////////////////////////////////////////////////HgAeIyoAHiMq ACojAP////////////////////////////////////////////////////////////////////// ////////////////Sm5KbnNubkpubW5tc268vP+Zkm2TvP////////////////////////////// //////////////////////////////////////////////////8AHSQjJCMkHSQjJAD///////// //////////////////////////////////////////////////////////////////////////// /3Nuc25KbkpuSm5Kbkpzk/+8k21tbbz//3OZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZ c5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0AAAjKh1EHR4dKiMAmXOZdJl0mXSZc5l0mXSZdJlz mXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlKbkpuc25zbnNu c25zbr3//7y8vP////////////////////////////////////////////////////////////// /////////////////////wAAJCMdHSQdHSMkAP////////////////////////////////////// ////////////////////////////////////////////////c25zbkpuSm5KbkpuSnOZ////vP// //////////////////////////////////////////////////////////////////////////// //////8AACMqIyojKiMkIwD///////////////////////////////////////////////////// /////////////////////////////////0puSm5zbnNKbm1ubXNzvLz/mZOSvP////////////// /////////////////////////////////////////////////////////////////////wAdIyQj JCMkIwAA//////////////////////////////////////////////////////////////////// //////////////////9zbnNuSm5KbkpuSm5Kc5L/vJJESm3D//90mXSZc5l0mXSZdJlzmXSZdJl0 mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlEAAAjACMqIwAAdJl0mXSZ c5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlz mXSZSm5KbnNtc25zbnNuc269//+8vJK8//////////////////////////////////////////// ////////////////////////////////////////AAAAACMkHSQAAAD///////////////////// /////////////////////////////////////////////////////////////////3Nuc25Kbkpu Sm5Kbkpzmf///8L///////////////////////////////////////////////////////////// ////////////////////////AAAAAAAqAAAjKiMA//////////////////////////////////// //////////////////////////////////////////////////9Kbkpuc25uSm5Kbm1zbrzD/7y8 krz///////////////////////////////////////////////////////////////////////// /////////wAAJCMkIwAAHSMkAP////////////////////////////////////////////////// ////////////////////////////////////c25zbkpuSm5KbUpuSnOT/5lzRG1tvP//c5l0mXSZ dJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXQAAAAA IwAAACMqIwCZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZ c5l0mXSZdJlzmXSZdJl0mUpuSm5zbnNuc25zbnNuvf//k5KSvLz///////////////////////// /////////////////////////////////////////////////////////wAkIyQAJB0dIyQA//// //////////////////////////////////////////////////////////////////////////// //////9zbnNuSm5KbkpuSm5Kc5n///+8//////////////////////////////////////////// //////////////////////////////////////////8AIx4jKiMAHSQAAP////////////////// ////////////////////////////////////////////////////////////////////Sm5KbnNu c0puSm5tc3O9///Dw7z///////////////////////////////////////////////////////// ////////////////////////////AAAAJAAAIx0dAP////////////////////////////////// /////////////////////////////////////////////////////3Nuc25KbkpuRG1Kbkpzmf+8 km1tkv///3SZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZ dJlzmXSZdJl0mXMAHiMqHR4jAAB0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0 mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJlKbkpuc21zbnNtc25zc73/w5JzbZnD//////// //////////////////////////////////////////////////////////////////////////// AAAkIyQdJAD///////////////////////////////////////////////////////////////// ////////////////////////c25zbkpuSm5KbkpuSpK8////mby8//////////////////////// //////////////////////////////////////////////////////////////8eACojAAD///// //////////////////////////////////////////////////////////////////////////// /////////0puSm5zbnNKbkpuSm5zw//////D//////////////////////////////////////// //////////////////////////////////////////////////8dAAD///////////////////// //////////////////////////////////////////////////////////////////////9zbnNu Sm5KbkRKSm5Kbpn/vJNtc5L///9zmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0 mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZ dJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZSm5KbnNuc25uSnNuc27D w7xzbUSSw/////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////3Nuc25KbkpuSm5Kbkpz//////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////9Kbkpuc25zbnNuc25zc/////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////c25zbkpuSm5EbUpuSnOS/7y8k5mT////dJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZ dJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0 mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mUpu Sm5zbXNtbURtSm5uvLzDknNKc7z///////////////////////////////////////////////// //////////////////88PDw8//////////////////////////////////////////////////// //////////////////////////////////////////////////////////9zbnNuSm5KbkpuSm5K c5n/vbySkpL///////////////////////////////////////////////////////////////88 ZTxSTGU8Xzxl//////////////////////////////////////////////////////////////// ////////////////////////////////////////////Sm5KbnNuc25zbnNuc3O8/////7z///// ////////////////////////////////////////////////////////////dDxSPDw8PDw8TDw8 PP////////////////////8dHR3///////////////////////////////////////////////// /////////////////////////////3Nuc25KbkpuRG1Kbkpzk/+8/7y8vP///3OZdJl0mXSZc5l0 mXSZdJlzmXSZdJlfPN48X5l0mXSZc5l0mXSZdJlzmV88ZTxSdGU8X71lUl9MZTxfmXSZdJlzmXSZ dJl0mXM4HR0dHXSZHb0dmXSZHR0dHXSZdJl0mXOZdJl0mXSZc5l0mXSZ3r3evWWZdJl0mXOZdJl0 mXSZc5l0mXSZdJlKbkpuc25zbW1EbUpubry8w5KSbZKZ/////////////////////////////zze vd693r3//////////////////zw8Ujw8PDw8dTy9PDw8PDw8PDz//////////////x0dHR04HR0d 3r3evd4dHR0dHR0d////////////////////////3r3evd69ZV////////////////////////// c25zbkpuSm5KbkptSnOT/7y8bW1zvP///////////////////////////zzevd693r3ePP////// ////////////ZUxSTFI8vb3/PF9MXzx6PGVMUv////////////8dHR0dHR0d3r3evd693h0dHTgd HR3/////////////////////3r3evd693l9lX2Vf/////////////////////0puSm5zbnNuc25z bnNzvf////+8/////////////////////////////73evd693r08PDz//////////////////zxS PDw8vb29vb08Ujw8PDw8Ujz/////////////HR0dHR0dvb3eHR0d3r29HR0dHR0d//////////// ////////3r3evd693r3eX19fZV////////////////////9zbnNuSm5KbkptSm5Kc5n/w/+8w7z/ //90mXSZc5l0mXSZdJlzmXQ8dDzePN693r3evd69c5l0mXSZdJlzmXSZdJl0PGU8vTxlY729/zxf PGU8XzxlUnSZdJl0mXOZdB0dHR0dHb3evR0d3r3evR04HR0dHXOZdJl0mXSZc5l0mXSZdL3evd7/ //9lvWVfZV9lmXSZc5l0mXSZdJlzmXSZSm5KbnNtc0ptSm5Kbm28vMOTknOSvP////////////// //////88PDzevd693r08PDw83v//////////////////PFJ0vb08PL1jvb08dDw8UjxSTDz///// /////x0dHR0dHb3evd693r3evd69HR0dHR3//////////////////1/evd693r3evd5fZb1lX2X/ /////////////////3Nuc25KbkpuSm5Kbkpzkv+8mUptbbz/////////////////////Zb1fvd48 3r1lvd69ZTxf////////////////PFI8X71lPIQ8Zb29PGU8ejxSPF//////////////HR0dHTgd vd693r3evd693h0dHR0d/////////////////19lvd693r1lX95fZV9lvWVf//////////////// //9Kbkpuc25zbnNuc25zc7z//7y8mcP/////////////////////PL3evd693r3evTy93r3evf// /////////////zw8db29vTy9vTy9vTw8Ukw8PDz//////////////x0dOB0dON693r3evd693r0d HR0dOP////////////////9lX9693r3eX9693l9lX95fZf//////////////////c25zbkpuSm5K bkpuSnOZ////////////c5l0mXSZdJlzmXSZdDzePN693r3evd69Zb3ePN6ZdJlzmXSZdJl0mWVS Xzz/vb29/729vf88X0yaPFI8mpl0mXOZdJl0mXSZOB0dHR0dHR3evd4dHb0dHR0dHZl0mXSZc5l0 mXSZdJlzX2W93l/evd693r1lX2VfZV90mXSZdJlzmXSZdJl0mUpuSm5zbnNtbURtbXNuvLz/vLyS vLz//////////////////zzevd693r3evd693r3evTw8//////////////88PDw8vb29vb29vb29 vUxSPFJMPHT///////////////8dHR0d3r0dvd693r3eHR04HR3/////////////////X2Vf3l/e vd5fZV/eX2VfZV9l//////////////////9zbnNuSm5KbkptRG1tc5L/vJNKSm3D//////////// //////9fvd69XzzevV+93r3evd69////////////////X0xTPF88X729vWW9vTxSPFJMejx1//// ////////////OB0dHb3evd693r3evR0dOB3//////////////////2VfZb1lvd693r3evWVfZV9l ////////////////////Sm5KbnNuc25zbnNuc3O9//+8mZK8////////////////////PCS9PB/e vd69PP88vd48PP////////////////9STHW9PL29vb08PL08dFJMUjxSPP////////////////8d HR29vd693r3evb0dHR0d//////////////////9fZV9lvd5fZb3eX2VfX19lX/////////////// /////3Nuc25KbkpuSm5Kbkpzmf///7z/vP///3SZdJlzmXSZdJl0mWU8Xx8kPN69Zb3ePGW93r1l mXSZdJl0mXOZdJl0PFJMZTy9vf88vb1lUlJMU3RSdHOZdJl0mXSZc5l0mXSZHR0dHd693r3evd4d HR0dmXSZc5l0mXSZdJlzmXSZdF9lX2VfZV9lX2VfZV9lX3SZdJlzmXSZdJl0mXOZdJlKbkpuc21z Sm1Kbm1zbrz//7y9vMP///////////////////88PDw8PDw83r08PDy93r3e//////////////// //9MUjy9vb29vTw8TFJMUjxSPP///////////////////x0dHR0d3r3evd4dHTgdHf////////// //////////9lX2VfUl9lX2VfZV9lX2Vf////////////////////c25zbkpuSm1KbUpubXOSw7yT bW1tvP///////////////////zxlPF88Zb3evd693r3evf//////////////////ekxfvf+9X3RS TFJMU1JSTGX/////////////////////HR0dHR0dvR0dHR0dHf//////////////////////X2Vf ZV9TX2VfZV9lX2Vf/////////////////////0puSm5zbnNuc25zbnNzvMP/mZJtmbz///////// //////////88PDwfPL3evd693r3evd7//////////////////zxSTDy9PHQ8TFJMUkxSTHT///// //////////////////8dHR0dHR0dHR0dHR3///////////////////////9fZV9SX1JMZV9lX2Vf //////////////////////9zbnNuSm5KbkpuSm5Kc5n/vP+8vLz///9zmXSZdJl0mXOZdJl0PCQ8 JL3evd693r3evd48dJl0mXOZdJl0mXSZc5l0TGVSX3RTUlJMU1JSTFOZdJl0mXSZc5l0mXSZdJlz mXSZHR0dHR0dHR0dHR2Zc5l0mXSZdJlzmXSZdJl0mXOZdF9lX2VfZV9lX2VfZZlzmXSZdJl0mXOZ dJl0mXSZSm5KbnNuc21uSnNuc268///D/7z//////////////////////zw8PB8kPN693r3evd69 /////////////////////3Q8dUxSTFJMUkxSTFL///////////////////////////8dHR0dHR0d HR3/////////////////////////////X2VfZV9lX2VfZf///////////////////////3Nuc25K bkpuSm5Kbm1zkv+8vG5zksP/////////////////////XzxfH2U8XzxfPF88JDz///////////// ////////UkxSTFJMU0xSTFJM/////////////////////////////x0dHR04HR3///////////// ////////////////////ZV9lX2Vf//////////////////////////9Kbkpuc25zbnNuc25zc7z/ /5JzbZK8//////////////////////88PCQfJDw8HzwfJDz//////////////////////0xSTFJM UkxSTFJM//////////////////////////////////////////////////////////////////// ////////////////////////////////////////c25zbkpuSm5KbkpuSnOZ/7zDmby8////dJl0 mXOZdJl0mXSZc5l0mSQ8JB8kJCQ8JDx0mXOZdJl0mXSZc5l0mXSZdJlzUlJMU1JSTHVSdJl0mXSZ c5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlz mXSZdJl0mXOZdJl0mXSZc5l0mUpuSm5zbXNubkpzbm5uvf////////////////////////////// /////zw8PCQfPP///////////////////////////zxMUkxSTFJM//////////////////////// //////////////////////////////////////////////////////////////////////////// //////////9zbnNuSm5KbUpuSm5tc5L/vLxzkpL///////////////////////////////////// /////////////////////////////zxfTFL///////////////////////////////////////// ////////////////////////////////////////////////////////////////////////Sm5K bnNuc0pzbW5uc3O8vP+SbUOSvP////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////////////3Nuc25KbkpuSm5Kbkpz mf+8vJKSmf///3OZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0 mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZ c5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlKbkpuc25zbnNuc25zbr3///////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////////////////////c25zbkpuSm1KbUptSnOS/7y8kpm8//////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////0puSm5zbnNtbm1ubXNzvMLDc21Kkrz///////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////9z bnNuSm5KbkpuSm5Kc5n/vLxzkpL///90mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZ dJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0 mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZSm5KbnNtc25zbnNu c269//////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////3Nuc25KbkptSm1Ebkpzmf///7y8vP// //////////////////////////////////////////////////////////////////////////// /////////////wAA/////////////////////////wD///////////////////////////////// //////////////////////////////9Kbkpuc25zSm5Kbm1zc7y8w5JzbZn///////////////// //////////////////////////////////////////8A//8A/wAAAP///wAA////AAAAAAAAAP8A /wAAAP//AP//AAAAAP8AAP8AAP//AP////////////////////////////////////////////// ////////////////c25zbkpuSm5KbkpuSpK8/7ySbW2S////c5l0mXSZdJlzmXSZdJl0mXOZdJl0 mXSZc5l0mXSZdJlzmXSZdJl0mXOZAJl0AHQAAJl0mXSZdABzmXQAAAB0AHOZAJkAAACZcwAAAAAA dABzAACZAAB0AACZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0 mUpuSm5zbnNuc25zbnNz////vLy8//////////////////////////////////////////////// /////////////wD//wAA/wAA////AAD///8A//8AAAAA/wAA/wAA//8A/wAAAP8AAP8A/wAA/wD/ AP////////////////////////////////////////////////////////////9zbnNuSm5Kbkpu Sm5Kkrz///+8/////////////////////////////////////////////////////////////wAA AP8A//////////8A////AAAA////////////////AAAA////////////AP////////////////// ////////////////////////////////////////////////Sm5KbnNuc0puSm5tc3O8vMOTkm28 //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////3Nuc25KbkpuSm5KbkpzvP+Zc0NKc////3SZdJlzmXSZ dJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0 mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZ dJlzmXSZdJl0mXOZdJlKbkpuc21zbnNuc25zc////7y8mcP///////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////c25zbkpuSm5KbkptSpK8//////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////////////////////0puSm5zbm5K bkptbXNzvML/vJmSvf////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////9zbnNuSm5KbkptSm5tkrz/mXND SnP///9zmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZ dJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0 mXSZc5l0mXSZdJlzmXSZdJl0mXOZdJl0mXSZSm5KbnNuc25zbnNuc3P///+ZkpK8//////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////3Nuc25KbkpuSm5KbUqSvP///7z///////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////9Kbkpuc25zSm5KbW1zc8P//7y8vP////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////////////////////////////////////////////////////////////c25zbkpu Sm5KbUpuSnOZ/5mSSm2S//////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////////0puSm5zbXNuc25zbm5zw//D kpJtvP////////////////////////////////////////////////////////////////////// /////w0NDf////////////////////////////////////////////////////////////////// //////////////////////////////////////9zbnNuSm5KbkpuSm1Kkrz///+8vLz///////// /////////////////////////////////////////////////////////////////w3///8N//// //////////////////////////////////////////////////////////////////////////// ////////////////////////Sm5KbnNubkpuSm5KbnPD/////7z///////////////////////// /////////////////////////////w0NDQ0N//8NDf8NDQ3/DQ0NDQ0N/////w0NDQ3///8NDQ3/ DQ3/DQ0NDQ3//w0NDf8NDf8NDQ3/DQ3///////////////////////////////////////////// /////////3Nuc25KbkpuRG1Kbm2SvP+Zkm2Skv////////////////////////////////////// ////////////////Df//Df8N//8N/w3//w3/Df//////////Df//Df///w3//w0N//8N////Df// Df8N//8N/w3//w3///////////////////////////////////////////////////////9Kbkpu c25zbm5Kc25zc8PDvG5tSrz///////////////////////////////////////////////////// /w3/////Df//Df8N//8N//8NDf///////w3///8N//8N/w3//w3/Df8NDf///w3/Df//Df8N//8N ////////////////////////////////////////////////////////c25zbkpuSm5KbkpuSpK8 /7y8kry8//////////////////////////////////////////////////////8N/////w3//w3/ DQ3/Df8N//8N//////8N////Df//Df8N//8N/w3/Df////8N/w3//w3/DQ3/Df////////////// /////////////////////////////////////////0puSm5zbnNtbm1uSm5z//////////////// ////////////////////////////////////////////////Df//////DQ3/DQ3/Df///w0NDQ3/ ////Df///w3/DQ0NDQ3/DQ0N//8NDf8NDf//DQ3/DQ3/Df////////////////////////////// //////////////////////////9zbnNuSm5KbURKSm5Kc5n/vJlzkpn///////////////////// /////////////////////////////////w3//////////////////////////////w3//w3///// //////////////////////////////////////////////////////////////////////////// ////////////Sm5KbnNtc25uSnNuc3P/vLxubUqZ//////////////////////////////////// /////////////////w0NDf///////////////////////////w0NDQ3/////Df///////w3///// //8N/////////////////////////////////////////////////////////////////////3Nu c25KbkpuSm5KbkqTvP+8vJKTvP////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////9Kbkpuc25zbXNtbkpu kv////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////////////////////////////////////c25zbkpuSm5ESkpuSpK8/7y8mby8//// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////0puSm5zbnNtbkpzbnOS/7y8c25tvP////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////9zbnNuSm5KbkpuSm1Kkrz/vJNtc5P///////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// Sm5KbnNuc21zbW5Kc5L////Dw7z///////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////////////////////////////////////////////////3Nuc25KbkptRG1K bkqSvP+8/7z/vP////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////9Kbkpuc21zbW5Kc25zkv+8vJKSbrz/ //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////////////////////////c25zbkpuSm5KbkpubZO8/5mSSm2S//////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// /////////////////0puSm5zbnNuc25zbnOS////vLy8//////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //9zbnNuSm5KbkpuSm5Kc5m8mby8vJm8vLyZ//////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ////////////////////////////////////////////////////////////////Sm5KbnNuc25z bnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNu c25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25z bnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25KbkpuSm5KbkpuSm5Kbkpu Sm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5K bkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5Kbkpu Sm5KbkpuSm5KbkpuSm5KbkpuSm5KbkpuSm5Kbkpuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25z bnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNu c25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25zbnNuc25z bnNuc25zbnNuc25zbnNuc25zbgMAAAAAAA== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_next_active.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhHgASAKIAAP///8DAwJT//4SEhCnO/ylj/wAAAAAAACH5BAEAAAEALAAAAAAeABIAQAMy GLrc/hAaQYuJOGtYut+ZIY5gaYZASlynUxCw1c50bW8Ttd5LLuy3V4xF83SIvKQymQAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_next_disabled.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhHgASAJEAAP///8DAwISEhAAAACH5BAEAAAEALAAAAAAeABIAQAIpjI+pyywPm5yUjYvr hBHoDzbcEy6jEHjlyraudL5H/MZqabvAzsu+XAAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_prev_active.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhHgASAKIAAP///8DAwJT//4SEhCnO/ylj/wAAAAAAACH5BAEAAAEALAAAAAAeABIAQAM0 GLrc/pAVIqqJOOu9iv8cZoxkaJ4SAawX2hgTQbRubd84NFUC7e6WHEw2yylgH59xyXQlAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_prev_disabled.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhHgASAJEAAP///8DAwISEhAAAACH5BAEAAAEALAAAAAAeABIAQAItjI+pyzgCYQCt2ovD 2DzXGHni6IDCRCLmmbbuCzcPiKZzSLlrbOw8AAzyhqQCADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_outline_collapse.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhFwASAKIAAP///8DAwISEhDFj/wAAnAAAAAAAAAAAACH5BAEAAAEALAAAAAAXABIAQANG GLrczgTISeWIkrzNVywFAFak5pHkNZkK4b5wDENiOKIrjQND30esAGZX6hgdQyIlmFRmdM7ciejD MJ2q55Q6ZMq+saM4AQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_outline_expand.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhFwASAKIAAP///8DAwISEhDFj/wAAnAAAAAAAAAAAACH5BAEAAAEALAAAAAAXABIAQANK GLrczgSUIim4d8RLnv9LNFVYWXahqQ7shipELM/0DGHUNKrAG2ySyg6gwfiAPJ4PxIQln8dnMipV UaVFzu3J6kauXOCxRqY1zwkAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_space.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhAQABAPcAAAAAAIAAAACAAICAAAAAgIAAgACAgICAgAQEBAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAMDAwP8AAAD/AP//AAAA//8A/wD//////yH5BAEAAPcALAAAAAABAAEA AAgEAO8FBAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_endshow.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family


End of slide show, click to exit.

------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_navigation_bar.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_outline_navigation_bar.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
3D"Collapse3D"Expand
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_outline_collapsed.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family

Long Division<= /b>

Long Division<= /b>

Long Division<= /b>

Step 1 in Long Div= ision

Step 2 in Long Div= ision

Step 3 in Long Div= ision

Step 4 in Long Div= ision

Step 5 in Long Div= ision

Step 1 in Long Div= ision

Step 2 in Long Div= ision

Step 3 in Long Div= ision

Step 4 in Long Div= ision

Step 5 in Long Div= ision

Step 1 in Long Div= ision

Step 2 in Long Div= ision

Step 3 in Long Div= ision

Step 4 in Long Div= ision

Step 5 in Long Div= ision

Slide 19

------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_outline_expanded.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family

Long Division<= /b>
The 5 Steps Family

Long Division<= /b>
Long division is as simple as memorizing the people in this family.

Long Division<= /b>
Each person represents a ste= p in the long division process.

Step 1 in Long Div= ision
Divide 2 into first number i= n the dividend.

Step 2 in Long Div= ision
Multiply the divisor times= the first number in the quotient.

Step 3 in Long Div= ision
Draw a line under the 8.

Step 4 in Long Div= ision
Go to the next number in the= dividend to the right of the 9.

Step 5 in Long Div= ision
This is where you decide wh= ether you repeat the 5 steps of division.

Step 1 in Long Div= ision
Divide 2 into your new numbe= r, 14.

Step 2 in Long Div= ision
Multiply your divisor, 2, w= ith your new number in the quotient, 7.

Step 3 in Long Div= ision
Draw a line under the bottom= 14.

Step 4 in Long Div= ision
Put an arrow under
the next number, 7,
in the dividend.

Step 5 in Long Div= ision
If the 2 will divide into yo= ur new number, 7, then repeat the steps of division.

Step 1 in Long Div= ision
Divide your divisor, 2, into= your new number, 7.

Step 2 in Long Div= ision
Multiply your divisor, 2, by= your new number in the quotient, 3.

Step 3 in Long Div= ision
Draw a line under the number= 6.

Step 4 in Long Div= ision
Look at your dividend to se= e if there are any more numbers to bring down.

Step 5 in Long Div= ision
Since there are no more num= bers to bring down & 2 will not divide into 1, you do not repeat the step= s of division.

Slide 19

------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_blank_notes.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/master04.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="us-ascii" Long Division Family
Click to edit Master title style
Click to edit Master text styles
Second level
Third level
Fourth level
Fifth level
‹date/time›
‹footer›
‹#› ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/master04.xml content-transfer-encoding: quoted-printable content-type: text/xml; charset="utf-8" ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/master04_image001.png content-transfer-encoding: base64 content-type: image/png iVBORw0KGgoAAAANSUhEUgAAAF0AAAJYCAMAAAA3/RprAAAAA3NCSVQGBgaoRGJjAAAAwFBMVEX/ //9KSkpjY2N7e3taQjl7WkpzUkK9lHuUc1qUe2POtZy9pYyMc1rnvZSEa1IpIRi9rZTGva3Wzr1z a1qlnISEe2POxq29tZxrY0rGvZyclHOUjGv39+dzc2u1taXAwMD3996lpZTe3sbn586MjHv//95C Qjk5OTGtrZQxMSlaWkpSUkJKSjnn79bW3s6MlIze9++1xsaMnJylvb2Ura1aa2tSY2PG7/et1t6U tcZ7jJxrc3t7lK1zhJx7hJQAAAAwmaNAAAAAIHRSTlP///////////////////////////////// ////////AFxcG+0AAAABYktHRP+lB/LFAAAgAElEQVR4nOydaX+iSNeHAwKZRGNkR2hoWYatQGNi 7KTtyf39v9VzThWaCJiokGcbq19M/zrDVZUCqs6/zsLV6Dvb1YV+oV/oF/qFfqFf6P9D9J8ntgv9 Qr/Q/y30YP6z/Ca6MjWHmuYbs2+gK2aq6bplqZFctvK70OWhbes54UjOu2bQhu9AlzWEFwXHkbXF +2GvdCN1HN0iBeILkrtmC/5sujx0dNWyCODjJOGI6ip90WXPXwxcK88JyZGfJDGnms0H8wy67Hl+ OtRsZ4x0QulZEpOoOTUn0SPfXywen5blLLybOiqMHRpODcxNTPTm1BxPF8WRNti8rV6ufoS3Qy3S VVUdwV2NgQ1/ilwPzqSLY1e/vhltfq9eXsrQmJhpGuk6PjMw5azFxDljZtTRGEadTm6vxc3rr4e5 Ysh0BkzbdhxHFTLWkoREJ49dhQnRUyUc2oO3xWKpyIZSMeSU4vPsnrYsyU+li5Iluf4yvL0e8wN3 tPe8B1N4VR17VFT0wpqe8kSK8KasB8t5ePf+bx8uDAMP8Y5KB5/F+bBlHT5Et4rsnhu8vnjax3/9 eGWpsNGr8X2WxcQ+ep0R8ySDmVy/DWo/2Ls0VCY2NkeFN9ZuTvoBOsfuFCc0frJ/bamYwxT2Di2K 0raRt9Bh3Pf4iHF5S7+1i2dlYExN0zNaFrBWuprQx6s57DY68GezMjy4rdbpAsx3xrWj2+hftD26 uIZXum1GeqHnXOts90PnoX0K70R/fv6c3Y3uDr4Yeif6YON+59jdDf99dxX4PJ9zRDjwLnW3gQEf 41bT3kFXOo6fFBldapLGL9GdDq8sHf892xaqblhHfdCxAxFsW7BSsA/6i8ASUeRxT3TWg5TnYCTS 0cdcwbXSZyWskwfEwVc2gTiSYOcmAvzhOLVJLxV5KntGuzY4zRaz6vQyMFMbjDLdl9vX+C7aIwxM O7IIWHpZ7rduT+fTy3Iu+yAPkspYSnulhwZMSwVHg0b1eqSXho+yKabvRBLHBVHPtYFb6AqYqSBt BBKDNYPiprCG/dFNW0fhpKouqARKz5sm9ln0QAHh5FOFQKVTUeAbR5r39XQ6kL3lUg6MW023UDgV cUYnn9x2pJtm6j+CcJrPQwOFk2XBeseWu/sk70IXxze3w2jwe7Wcl+F0OLR1aFZlvuMTb52pykB/ aNr0NtVBlC1/laXhybIXOahsCAycLdWFc7peBflh8QulDO8cld+sXkA3GdQoVVJbc5xILapdILGO f5tUCpaEmBs8Lh+u/r67Gav84FWWla1uKg1N02zNtujLmkhEO/6cQJQEENAZ9/zn9eXXk+lU//zh wllopBRPtUdCbpr39MDOJ7GdD9THxh1sPvxk79JyitoA8CC3c9togbeoA5WtHTiZXN0227+2VCZp qqWa7ejpceu7y1XrUqvJUbsYZLcxmZiyErQLm4a1xCWfyYPm9WUYHKs9AM7l36YO3K8M+E70wfMX RnAXujgYuN84dpibTZ4ftIB7sIFdPsdjru+xgUURX6csu6+s4H7prAsLjGy2J2xN4Ji2Xuj0V5BI gTbw/a6XROjTBsYu8pza2cwM7m3s+7+FhOoA7Pn+6XvtQj+ajqrmkPDoTC9DxfBMTwm/w6sSGkM7 wqPsVsdBR3owwS0b7d+47Zi2E71UTM3BNYluw22WWCdlA/IARl6dMseW2SN9FsqavdVkYKIWJDrh HPgregk3lNpJBWEtzif90RV0HugWNnR+FHFM9F58NthkLx0ONc0ZA9uyCPVP5E1j7xyPkOyt5rOf f/+tTP+S6MDpTpORYUdVppmptvj9+vLwcPUjuNVGqJvi7S7W4hI6io7ej/F4/BfIGXfz+/XX1dVM mWroErKSd2VD3OlJdNQIeEwjiSOvLO+ux/zmz8uv+VxRjCm8SugRirf0+4TTGxP/uVcFwLnqPs4f roK7v8bCevP48qJgC+agbBC/9dncJ4V6/LzT/a4ouOdHmOVyblwLgsRHHoKDMCxLWB01xI/zalOP j/Yigq4RcKtOuM3b4+pP5IoCzM54HKGlHpbspAqUDTo9HOZrKFS5wW7THoBGVRPjI8yteWvvpx8v LWH0Nigbl6CD8pg1UuSFBO8/WBmFIFhSve+9a0NjArpJ8yPdnrTCa3S6WscxB+9f++2oXV0a5mSS TpUDwqbmmeDhzeMPgNvouPdBO8Cuj53nXfET9slGQU2Vbdy8Mdf90d1nPufArDvURSc6SCc8gcfH JoMumn10pKMD4Xm77mWsD+m9m650HP9gw+fYQ7ZbAPEQu4CVoQc6PPfoeso5eoD9Lg/inujUvy9C D+s1x+QBet2L3ujbPkRJpLsbEXLB6pneaBf6v4BezsowUEB69KI96sdugZFqrmq5Wtum2pGO4Qp6 jno/trQevCp7rgkYOOzYTHtkidOG70AHC16nwobJg5bgnPPpMzDGdLXYhc8UedPtcTZ9Fk5Bk2Gk CpBxfYsLvWPM1Qc62pEgPQAr5GhnF2BHdlUH73TD03Q0sdUx2tnUDCqawulMuuyZ/jAdaui0sSwO d8qk0Hqhy/ITtYVvh6D6YFqSyjVxvkcILW5LHWi+76+o72MWDNFpU6HRgBeaevgIOj0ey/kBGKSR O/i9evl1hU5b+wYUJT2r/0/lpTz1rsKILWpbDvx0chvduJt/lr8egA3zbus6xrpth57FpzyR6NXm OIzbHDw+PcnG7Y3uglRYLucBznmgoKPP0aVtvFhiNTTZAb8HBaM44Nab34+vv+ZGqoMBwg88CkZh U5aBCcLDrkYPiu+oUwiYZC7JEubkB/rb2+/FZney/eHKck7xtkroAU1LpFtTe0hcwgIhKJ6r+yj2 rkWfua3Z+FY5bSOv00WCL0YWk0On5PsXh4E81FLfN42jvCoq4Vpi0A7ScZEHZXzYrVKjP/P8p+Lj EOYouuhueNKj06bumXDR9G0Pb+lOp3yeS6jtjnGGtT660kH4gfW+8x3cswAXAf0H8OZ2p4/EEY8z RE33bNcBbHD39z3QWQ+iuhUH7M2KcTnsic66EEVLXefwEsS4oOVcr/T3biSLWJbUy7x/0i70fwn9 k3CxrspGUWRP803vQEBwJ3qIhoEVx0UetefCdKHPDc12c7pOZFar1+Z8OlrwID4SFviTkKhzvsdH 7VEa6PiIt+KjELTm5JxNL5Wh7ehkJ5uKPrXHz7mM8WI09AcdK6ArW0y9s+mG76ANnDPHCtILp3Fc eyZdYXFLOthhvIXKBo+fyGmn+4fosowm9mQyRFccHjwxSUxO80zUm6h5pgeW3Wo5x4ixCao+HozU SnyQhmI9WtlIlqRG2kJbLBavy/lDGAYTTLXJ3+VBkjdM1aOUjQTq43mwMM00GmzeMB+mNCb4QOos DImKmyw5LQoQdQ0YMYTfLB494+5ad/nN6hVnBWxTBa13fYxa/j9sYqyjdRMFE5QHz5vH1VNg3F7f 8C5onDlqjzAsYWZM+tCMCxY6mgmTv4+gsxHHNCsD4G+r11dF0W7Ymf+HK2fMJ0SVGcYvHhONBrqm OnHBlQ/Gvt4LNvp4aalgmpAdObpr5WqLJmtY2DnH4tCYamomOexdO0OvOTQtstP27WPf72FxRVzE 8eHIq9rVJQbWpikom+acN+lgmua5YEniIQHSBJSzo70qIti+6/U2Hv0o+qetflc3zyqb+8pzgB0J vdFFOv4qMH1ru9+z4Jzi5ACaA28TdR0IeNSYsYDDe2bC90OnvgMJFkBuF1l0TljUVycoKjxGZM3R 1jf9/WaIkiTl30N/bxf6hd4H/ce30WezANNl2z3y3ZWNvNDBlnTT9oixLvQSTHg9j2nScKR0z5Pf o6P4cKn2wJOopgHcjV7KmrM19LKsaEuPPZ8eKqmjkqJygMeF5ffnmfg5C9DxUSQsWAxT/UnT5XQ2 PZRt0B4CITkN6oKtsmgakucrm5TawLShPgDDjWj1Q9Wz6GABg/hIMdFf58H6Zh6zLG74hE6ke7Js AHiJXhVlOrRRl21PF7OiERZ1vFcF20DzU3/l0RoC4V0aUT22C7pq5uF/6fHHcz30fKhRpKUobB5B e1zNgtvhAqbdypNKerQmfx1SB2gOgD1APR/8YPGYeuYwGkVvq9XypZwr8jT1qfawdtoD3qej9Cpw VcRSG3u9eXydzxVjcu26IEOWT7KBAWNhYEwwHk2VhOq8NR59nfnF8wiuIq+pV2X18mu+nOhgnPGu /+HKMpzQeDTVokmjsfplfCTPcyz0JNvh9zv/eGkZTFEcMEGvOm3JKjU6CzvBiJCkaPNR7F9c0oA0 Kj+mX2bCgDgghCMc2Ke8ILUKhBodpBOWcBlOjzkXE8XNM78G05SJJq4pEhrXh4ESBMfFi7GDcXRp Vqs2M6wxsrXq6ADlUGv3xPGkSNjN/RhbxJGsBzr7HUTCFfTJ3NLRPdcPfddL5U9EYcxxfdPpPFmW wJaEb6Bv+8DkuO+iV+1Cv9D/5fTZ+Vn4X9BL2D883/fko3zyJ9LLEMUHmL+5rh2XA3o8vQwVU1NJ db6i+p0zMvbHjqFLu4QPYrUcd3ahp7vYfer3OP4c+Bi6B/IAq1/gvlugS6s5+PPpMgZdCUTIq4iu mJyYd/AZXYZ5GY8xDZ85VWDbzRtBV2fSDQ9s4iHG0q3B/KaBAUC3e6CD9pCXoEGMie2iZCqqsCvQ TR3pke9ri8fV0zIIjCFKj/eIriyxGlbwl3QUH5IlwJ/RzfUwigZgw5dYx0lzVJUJ1q2n76RMGLHy e3BkDerDNG5NLXp7XL08/JgbxlQ2bWekj4mwG3tzYto8Eyx1MhfQ2sYD/g0M9kd4dz3iN79fl3OM ukLfBzomRrpEticFyTExhiKKJRbWzdGYK1BhV6Vx/RfcQH7B0klo6ZMSy/U5Y4l64XApsL/ygIo8 nvvi4XJCo8ZJve8PV85ggaReFREem7it5kSdngukijhJktbkg71rQ6psmKB3WtPwa8ompwYjzWto SztoKBvEYx2BYXsyYiMaTQVlxiXbkLRk/8c39csDRU6HE+9QtkrLMyOJOXk33Gn0UibAVMGC1WKl YrLKaZU1qX6XJAn0DCvOw9RB0Zf2eO+HJQ3jTW4fexf6ezcj6oP6JnrVLvQL/UL/P0qffSY9OtJn ZTnHoC75QKJ8N+0BuibCiku87hvdc81rXhXYt1W6xcP+bnWv0VWLF5NtFbUH7pIF0VtybTrEizF/ 0NapAiZH1xpdexHqiu+owtbvQdCt0pj68+mB5+gqmElFzvweMdcsMNZB2fhoJaFLxaI1QbK4P6+K IXtYrGhEY67ymE7Q+VFR73SF+lRkQ7mbDrF4MmMz7XGaZ6LWRDfysAjY6unh6sff6PdQ38UH6KZz x06NJz26jvTB2+r118NDqUwxlE7dUzanzDtzqUi0vAGoj1S+m2gjTML/BYvL1EwX+gi9Zbuxx8dF dDE7z4IHIWZZGaiUQHy47ubP6/wFU0nQ3zTF+mVjJg5QNhV+Hd6McKGeGppojrYjt/nz+PJwdRXe OSOe3zxSYYN2Ka6OqA70kSUU1PHBjb5QNqJKVc32wDrJuOd//vx5fVl62//j41pShlOHhXTh3FlR izzYHzsRuGSbMZzQ6CgiSeKHKKZ9zRhOMKTLwRmKjtAeIA1gtV5TXxMmo6H5K0nSIfqMln6OHJAf w6Oy8DEqR7SEYvegsSg5GsEkWaO63sXqw8M0TQ8kqxyM02OGe7LnOyhaioH/DOE2n3emxyQIdCLA KltwXGs64yftuNgf2osojturt3Wkf2gX+oV+oV/o/7/oiuwvFqncT558jT6XI7UQSEEsp5XfjW7q LOMAj/bbvEJd6PNUz0kVIkJytSXJtAvdc6hsuqeOD1K0fPqkA13R0IpMBIF+QiQuzq0V1UpXhrZq VckkVczVOVkN7XTF9CNbp+FclXMiSxqDP5cuy2Y6jKIRLW5cWYdNeXAeXUa3yoRmqhDhPZe94Zs4 TdmIUer5HkZ0zeXpBIXNh4iu+4zUn8rjrSVLylVd06LF6nU+x+ymyGG5Ku/ShtSdE0dYeuhs4weL NNWiAaim5cscI7o8UwPdhNpgi0+KvB6o14zOYTHdloXHyvgFIn7z9vgUKHeTCJTN76eXMmTp7KFs M78EyGx6jF6IjaIcNe1BnQcxV4W8YzrJ2x/6fZy767HFu28e86qUoGxmJcYwYp4/llGHpUBvFrva o6s00fb+fpfKDooMpM1qoY8lrDI/vvGQXV1ahqYNugnTYVRL1e2vcuJUTLPNdo3FRq3XXEJVmlAI fD1RXnOotLEjzfy6lgj/jAkHa6ztR+P1k517gvZG1NrhkjJNNRouNmwXHw1FKb7/BfOaCMueqD4V pNf3piCEx8dQDlUgPu5tYjonV1v21fLw18r+t+/aF/qFfqFf6P8N9BlWwvweehnKfhQN9LSH7yI2 3CpzeWFxmNGQ622fVulEx/o5KquoEZPu3xYc1Xdtp6qjhRnh3StR7dPNiLpV0KeCs9M55mqPDsYY io8Cg64wpKtZ3rgDXdbopxEtzDWnNXybX6I7lx4ono+B+zSgC+G0nlPd1DuHjkXuQHv4WqTTD6uA amKyslGL6lQ6nusbgDZNzxzaVHxsQ7qyxKp/J+NUugct9VemJysGm/diG66SJQ131tF0MOnzXFWj aLEAhQAvKWayo+TDLwzktPbEefMOZh6X564bRTewpCxWL3NQCKnma/pIH4OKKBLnMUFvX6Oe96d0 PMBGYcM/R75neJNrF5TNy0NZPTUmM93pR1JjgDdPCmoxV8BTc6woxuX4ZVIMqs8Hj6v5Q6lc31j8 4Gm5M9NnGDGGTqExqCAC65iqfa49XFKlqdxXGSXJevOGX1Z5Ma7/Ei1L3EtWmdGyFo5OfwOQOFrw uQf0memB91gioG/++eefwcDClRDe9X33chlMUZnZURQ5dtri2a55VXKaHcy+G8qShbmCfqMU01eA XlvfZ1XIGKqPtu2j4VWhGUIYsln5aqhvApsotYUWwdPDvup4dIVHVDfHJ8r/hF21PBCw8L/eJrjQ L/QL/UL/bnp/EV3NRHn8gCEYN81drwd6GXgLV1V5V2+t4tKJPiuNCMwlDC8iudNSBKwTPZxGKqEn ownJ85ZQiy700hjq1ESl4oPkzUz5LnQljeiHnuIiJyD8uGbd0U4+G83BVHaBltEiIG1u+tIe2NDC tjC1Aa14mk7SVR28XymnYIPpLpa6snJWhr6ox+qd71Xx0qHmOPCsszK+9NsU9USes+hYAGxqGLTu s4qFdjJm2iZd6Qs/TT35SQ7LYIJfu1TpN20qZ0DjAyJH0sdjjMLiQX9govxyPp9ROLYcPRjUrC3U +jl5TR1UQWJYbv/jf4GsDyIN3SqPmHuOH3aUcWZ0LNMFoxeKQiDW59UPRJ4JD3QhwOuBlXljjuTu YOGtvOl15G7eXpdLGi6GVYLnpkYrEKPyI8RSv8jCl8B4zz42mqzye/W0lM3ohnc3g9Vy+2UVDNTF aoAOkx4qaI+v4sXynS+CShuAv21+/1mtFrrKMocjA8nbA33Ew1NJC4HZbZFRtbtq5bsMfxy5kFts 7jF6icqFYN9WD5UhOj4iW5scoT3oF4ap9oBXvK2WVv36MlCMqTedKt+xN9EOytOySU6jf9L+q71r YWoUa6IFuaAmDGO4QAIZkAAahDzGGKNu/Ob//6yvu+9FDWB8EKtma2HW2l2tnGQIah/6PDr0Dr1D 79D/HehHcrI3mFUoAv6N3sWW6FEcpoGq8mDaaJVvuVWJbVXU583z+t3ItlsVayp98rhAaKgsa4Me xZkjQrrQ8aHk6TG5RxSP0rGIv82pIDE/r761X0ePFp7NxzDjEffAyY0dSxVFxiaq4ED2Qff4yfAR HQU9SWJ3lNIMicJ9mfdai2b+Ijr21YfZVE6oz6bqajTzZ9FdNGtbLmC77g+qVcGqn9KT8TlVVP2Y Ytk7RoDFbt8Wew9GlRoC3fsKumAImNTlrGx7fXtD03VKJiHMtCCDBVz01Ql+X1lUEg2U689EiRgT B0z/wWpkp+lqfXv/61diuaNsgAG+QD0YLTHmLDer3rKq5krdqtstjNlz4h5SUBSk02zUd1Ewtnmk jQ1QBLhqEF7gv7H4qLID3BQoM3nIepL1zXKxcH+c8e0OsLFWJUlQ0ZWQU34igrq405D4sX/e9TIm 6hWxeXq4//0rxo2NoqirYbwULvzLiOBRcEV29tRvsHxUNxO6IqmtaJ5TcK3y9LR2kJSgcOn1Y6Nk QdQjTVM/HXgfUb0CqYTLAKHwu3CsSxdS6YfZf3SSWN75IIM/o0by0fquG/xMiFsqut5GP3x06B16 h96h/+fR4ZfUW5XyrRVdYioLh9+h6Ircc1ulO/tOeGRFFxAyr8fVAseHIncaGstaoSfWZFxI421e 8H7t5LTbqgBtYhTuUsC09Nl+7YPocF5GkxwVXaI+BMYs/2hbFQAPU87yXBM5WjgVHs3vscAWNxLn kFGeyMf1PDvsO/gwOlzmo+mUdFGlogu4h9GSe5SPGw49nIE5Vg/Oy7rOmiyqWYMi9wZicfD6S8F0 aLkuWlWsxeUPX9CmmSxPu2bvomsqh28QmrRnqMvBFk5pfdZ1pgb2dLpGp3zkDkTfZU5bD1J0seqm rzoDY0l1obx2PEv39uyq4KuBTxFgt/e/Fy4q6TClayy5x/U8Hx9kNvDCt1tqslAwr5YKM/BlXSl3 q0046PdPTpw/60egZFbfBV5mTyamgGfzgrHx5PzwzkZRCiaVRLpkTHNF3W3uf18AQXB2vSfgfEPa qUSiUt4hSRdSbmeSHda6aYW0/FzLs4FGmN56Cq/z5NTUdDXNZAaYuObFVmUCzxE4k/QdvRj2h+Si Po/AgSRsg13vn83KkBdPsP9oCZ/S6qNBdVW/ZqiNEjkcU5iS58C3XpeJXFThgdpkmZ/aTXKxN76b NHHRG3XxVfXxcPJdz7Lc+ENelfeOGkBEIV3f9Hv18NGhd+gdeof+X0dH9jGMF4umbqvWzMaaBioc TuONsZbocdjjaGAFapNa9d8h7dDjLMD6PNqq5LwuGGunFwsdcfNdsI96c0sr3uTaWH1yfV3kdCe7 qPUutkGPR2iUn9N9UVSlzeaj42wmLsjZ5Je1i9JOUrOyfx09drF8HKlNIYoRGyr6vo7uDmHETsXm Q9anzXIvOoxObm2kFOz5ENoZkYsEo1Ei9irDcJTRWkUUF+BH1TlQm1KphxmjqH7uEQSRH8U0wx66 QG1CVHO6nk3Mhs1EUzlclu9sVdSAVFFshhFLUgP0DA7weTDFxshpeBvHYmeDsdLCqMDm73IPVcWR VzNN8xQ+BDWTVAH1Yk66Atq0uVkC8cgG8K6aaDVHwRjQm7EzeI97MEw+Mo1T+L9TOOBJDBSjmZrp nGTZavXn6fHm5mboukBtMG9bUA/g3Dp3Dm9VDJ02NTLc6hWvNI2zk/OBnQa9P0+AbaFDG4ZfrJQ3 DIfYDXxktR80Vc1VUZbOzahSm+U8QCfM0j33Dca1dIOjeizSjSPU6k0mAn7i2/13t7cadbyUtOlK 2W7h9a7XmW807T0uAF7o0SZp/ZU3fTeRhR3DCQpMJ8ACRuQ2ZQpY5eFRYg3QKm/b3of0YnvPUv9s DSBK3L7ruc05Xe1/r+L5f0uK/bfPBB16h96hd+jfjQ6/AUkE8C3oGBHcg1HhGPnAVR/lYjnsqVT9 pzb58FvubJJhkAtBSTFO6y+/nV4sDtOcEflgRZ47700cn0IH8GBM1R5EbJQ8CI+J7ma8wJSuObzw OTK/47GDCK4Wm89JLjamv8LP2TzIlkdBhznP8x2u01oFpVE4Yc3y/be2EV0ETyEpYHolMvX5gbEV Zim5AnKlkAUJQA/2q+6a7jKrpNIq7cnXcnxnDJ8hSQT7sNxwNBrYGNOFkc+lBonvS3Sq6Mg8RD14 qQD6Kev64N2Dv0GSWKjlHIahZcX9wcTADLCrZ3rg7IdDVNnBTnAPphfiDx4ilwFXFco4wN0BCsbi 5NIaIOPTkQij34PNc15JutpH5/k25zqQAwM5gSHYh2ZSBDGuQoCZAPmYbh4fosiC6TpwuEnkgH4Y jB3fO+SEwU5EJpiNYdIznJ7Sk8ATaHxij2wbK2EeHpaW541GI//MEQenxUdaFUZV0a/KcF395RCZ zBmcETvtIfjyJsSpN4mHlDEmZV0+jPAXh9A1/hJthez2CviBqgZ/1rfwTg5sA3nILdlVyKQt1yoO rT7SBi97la9yTr09z34S5W7X+2e9yeyTM7ieAB0p00sMGFA/H/DTSbOfpOG7iVpsZuiNJ+qxVdXd TuW5TsuVysOBe3hw1dt2lnmfUuxqASZAq6omGKz8bA0AfiKgH+kr3INA9/hNA4QI9m+sq//bZ4IO vUPv0Dv070ePlos3wkSOwT2mq3QVWsvjo0eLYaqiIxW5x7HRF8nGySllByalVb2aqx16MnTwFjYV iDQZ5dttVYY2z+n2OCM3ydFUUXRerNAhSReDs8MwuegjngmcHcnHwWBCvULqIm/b6nvoQtJVMJ2o Bwp0rnglfq02YWswE6nqlka+vc4DGLBzxl+9oTDnOVxaVWgxhNTj4AysGbi1y5Xn+f2lUME8iW93 6ss5j6lRHmsmlKIQJXosr4jpKnNksEN2AAM/E6yGwqJ0vH1fjE/ix/+9oFtYKG/bPqeQLoqtvp7n k0OvPeB3KhqRcaYWE7ZJw7yoZocv3iU4RsYxNav0B3Yqso1nknscdrLDC+eaKf7bef6X/IQJTxqk GP0F0LfL6NI9J5MQMJU5qbrYuKqRrKDnCjIP0yFsR8I75ZeBJPTs6Sbc3D78/hVZgxS3KiYnexOM /OPaaqJyZgoSXRH3KF+zWbIc+ORZSluVm/tlBG/qKENyYMI/ZOgGYnNY0WWowgo+Y3vkA/kHrjXO Zbrxcol9NnD+Pew+KY+J717mshEAAACuSURBVFuXB9GNsTJ7fZFjIThwj81yuXT7dhCou/VmSG31 6DmX8OIJ+MR/P9NCM7hSbj7gQ9ne9Z4wNMA7ccZMVdOQEnXlb4sowWbECZEbf1o3yjczeR2jv2VS 13Z7d4fkY8ybUrQSOF2498CQro8304p4LtqdcU3VnoODawBwelxv5HlxU0LlEX6v0p2D5pTgv38m 6NA79A69Qz8m+ueODr1D79A79A69Q/88+v8BrRdunriAhCMAAAAASUVORK5CYIJ= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/master05.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="us-ascii" Long Division Family
Click to edit Master title style<= /div>
Click to edit Master subtitle sty= le
&#= 8249;date/time›
‹footer›
‹#›
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/master05.xml content-transfer-encoding: quoted-printable content-type: text/xml; charset="utf-8" ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/master05_image002.jpg content-transfer-encoding: base64 content-type: image/jpeg /9j/4AAQSkZJRgABAQEASwBLAAD/4wB0TVNPIFBhbGV0dGUgjX98mYuBn4Z4n5CBqJWGqJmLsp+Q sqOVt6iVvK2fwK2VwLKZxbKjyryjz7yoz8Ct1MWo1MWt2cqy2c+33tS84tnA597F597K7OLK8efU 8ezZ9vHe//bi//bn///x////eHh4kIF9/9sAQwANCQoLCggNCwoLDg4NDxMgFRMSEhMnHB4XIC4p MTAuKS0sMzpKPjM2RjcsLUBXQUZMTlJTUjI+WmFaUGBKUVJP/9sAQwEODg4TERMmFRUmTzUtNU9P T09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09P/8AAEQgAgACA AwEiAAIRAQMRAf/EABgAAQEBAQEAAAAAAAAAAAAAAAIBAAMG/8QAMxAAAgECBAQDCAIDAAMAAAAA AQIRACEDEjFBIlFh8BNxgTJCUpGhwdHhI/EzYrEEY3L/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQME /8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8A9iQIH8aG3P0rKVGH/itpoeR79aRY nRm0uDIvWVmKkkNr15Hr5VztHM5eNfDIAJHszPCaeGUzWWLyOEjb91TYvw3n7HrVjjsOfpbz5UHI uFX/ABraJ9onXy8v+1WKeB/jRgIkQY36U8zBd4MW7NYnh0JnzNBgFLtwKbwLG9j0oypQSo0O0/au tvFMobnUg9a5yvhKchEA2KGRVDiMQwIve0beVFCQROYnQ/LoKwZfGjKZzAWnlzo4Z8SV5hbSb28q Cs5hP5Xji2Mn6fiqXgvxH2RYTb6VFckoM067n8edTOeOAPZB9o7+lBiZWbG5F5+IdO7VMPKcmVcP UwMrAa+VVcRmUMssc0wZ5+XnWV4yaASRN9BH7oMc3hcSjLFgSeYPL7fmgWgD+NRbmw2rrhnKDqbC SZE9mo2IQVIDgmALG+tQYuMs5ZGQm3kelTgIYHDUKDGh5Gk+JlwyxknLezAff70SRnaUEhrQSSf3 eghK/wAmXCg32j3T1t+66ZQMSRhgRIHS2mtc2VJbhtBvkJ2jn1psq5yxBuTfJMzFVWCLkAOGsDQC LXMVGC+HIVToBIFqKhGEa8S3ydf3VMeESEWwXc9793ohqR454RrqAeXl3PzCDNhAAxI1Cxr5iKyk D/yB/Gk3vJJ9n9+tbDKlWGRAQV94/wDe9KBM4UgjFaDfmIiqjnxSpdjZYkm9vL60HZwuGV1htTAF u/KmWcY0ZrHbMOVAVZg2HmdtW96dug/EVMJ2Z1GZtF3Nue391WbEGYhhr8VWSWwwxBEnVjQRSxRC S/8AtN9/L8VkYwGuBeRJ+46VsM+ySEufiJ3Hz1+dcwUyQMNFOkyYHz9aBkKqNMmReZvB786LHDVJ KK0zYqeXl1iqpSQowguYkXJvfl6T3NVGhVjMkkiL/r7Ta9RUcIAoGGSIgCG0kbx386xA4uAkE3GV r/S9EnDIEAHhiMp5jb1FqreGpxAI9ok8J6daqOmICcRj4bXzSYOsfL1rYhWSMh12zdK5MUbHZY+I TBOw+dVslpEydcp/1oOpJzuSJ4hqxO4/FEOBhEyB7JMHoBr5V0ViSSvxEEg9/qgGJw5LxZeINO3f nQbNOLlzECTYkAaDvpUTEYzxGbb7wTTlvFhWMTzFBHzC+IIb/wBgOx7/AFUCcNlWWNpkiPT7VBmO L0HUcqjMcqAEcc+8Oz9qWU+LIII9OVBCzFX2MC0jlzFLM8qQQRJ9/wC1cyGKuBF4ggDp3+qTSoiQ faIBIHdqoqluHO0QTPHPrQXPEkFltfOPW0+VNc0kg5b7EGbiO/1W4uIE4llBNx9PlQBScyhSIm/8 w5n8dxVEHChkDXOjFge/+1pbxFlhM7sCZrmWQYJkDLLbsf7+9B2UkCFZhMbseW80mliRJieR/Ncg JU5QVsARlJ5fPQdik+GzOxieK3CvS+nTvYETm9vM0jS+/r5/M0YZQCq3tJg9OvSsEIykja0oD+Kh CZFk21EoOlQME5uK7BrcJmiHcYbSYIC+/SgDEMg+10A2oKZw8qbQP8gMW8/71qijELYhBIgHZ52q DEfKDmkmbBhtP4pfynEIkxtccjQPi5IjY3zDrFQUswfDXMokkEZ9fSqH/lADDY+0OX0pHxAyqshZ aRYVB4oxOJiSAOUTF6Dm2JKzaYPvDkPt3em5uYIAkjrp+qLF8rZWfTmO+dLEBYniNtLC1j33NBlz MDIgzrI5jlRymc2lrjLM9DHlSOGfevDGxUHlUOEYaVWSIkLyNUQjIwLM0GNmjQnY9xVtlJzkC50b y5+VZkUWyksDM5efZpKAMMwOfMbjr9aDmcMAlAsixiOQHM9xVxMK7nKpubZRG3XpUcS7zoHjaw+f /b1sPDVguZZYqTAgRzi/lQJkGckjQxOUDfnM70cyLlghSAY15Cp4aAZ8TXcwb6yYk/qKoy+IqSJ0 sTy8+4oGrTi4gBJhxYEW0tpVbOUNm21I/FBGLkMW4SQdPauNLd9K2VmEspJJUg5ReN/Q1Aws4xm9 9SNbdK5rh8AAMW+G+/6pDKMRoIEGZi29DhyZVbY3y/rrQdIOdCP9tE+VZFIxNIvstFlJccQ1Myn3 qqDnVgZXWMo73oIUYAiWFvh0t38q6ZWOID12FcvDMEARYj2VG1qQQF5y2MXyjSgi4ZygwLQdKrYR KMJtHwdTt3NYXXiXb/XnUyo2ZiggyTIOnqPWqHkBZQ0mSBGSdq5wCjaHUnhPMdelUrOIpAHtXyiI +tZrYoQKApifZj/s7UCJfO/AbE7j8VEGJlWBxAREDr+q0O2I2li2w5VERgkMt/LWx69agihhhsCp AA5DSDy8qcvngCAXvabX/VcwjQYwTB0n/wCT17n1p5Dn/wAYjOLn++tUZXbhLsOY8gb6cqiqDhzC lSLBU6bmO5qoGGQQoEXGXrpWBJQHxEiPhtofvQO+djLC590mdegrmMNoBzMSJuQZv60wDxcQmbHL 6/ioFJygMpAmYWoKMM+KxJgWiPX8/SgD/IZxFk7gdf1FNF4yWiZBNo2oLYXM2HvGgigFkUBSZOg6 Crh5pJCjRSCFrBkLoC8ybcZPetZUXKQAIyrEknQ0GCKEVSQAZuZG89+dXCiCFWNCNedQIIy5QF9R qR+IpYRlgCwMGwkmL9/I1QRh2EKSJOg2nrVeRigBTsSQByNE4eXCbgAMRykAiN62IYeBljXbkedQ LjLvK8xoIqqp8MSJt8Ec9qDYhOOy5TYn4SdRTUxhicMgkbwNzVHPISrQoJiJyD4Tt6/XlTCuHnLE nTKJ3/Xz865o4eSsRwxZfh+tPDIbwzK5TEGwtDaR39aCFGWLAQD7pjX+6xM5JcQQdm10on2cPMqh is3gH2h16j+zSLFkwwXtBvIjU/7d3oEWSG4zMDc21qwTiLxCJb3TUGbK3FeNPVutIIwxFY5tWmet AMIix8QbaTQXEQoxLkDKPfPMjX0rvhKwy3Y6ahgdOtDKfCMM2aB8R3oLnXxFhrltAxE2H5Fc1IyG MQRlGs/O9dSGOIgHPqeXWjkdQxhvZGs/mgmF7Kw4Jk3E86SZwJJMCNZ8j+fzUgkAspLTymb335TW SF9wzaeDXT7z86COrphmFudiCOo3rOXVwq+zOlpm/PzrBQuHdgbW4SNx1qYuIoxFGYTAt6Hp96B5 cTxWkSL2yeW/f0rLmOELcrBY50MpLTlA4SJIHLzpIrjBAJGYA6JEG+w7+dQFRiBQMjbTAA7750kG JCWyXWQRO5/ugiMF0EiL+GBNj+qSKIXNFiBfpJ5+VFcwTh4KjPcLcEAE8XW49f1XUvZSXUDY+poh JwVHiggCxUm9+c1Tl8OQ2Ui54zyNEYPwGcTDtGmguaQI8ReJNTaIOprEXZc5Amwk2179Kke8XEjN NzQXBgBQxSbWAjY0AV8IjxcM8IJ1jU9+hromRWKhpMjRzyJ386CMlwDIgWDCd+ltKoUqcVONfaNr 3oLBUlMhlARAnamGE4diDeBOtqOUNnUBmOQD2wSbWj89aBXjYX5DmO/SihMDjw5GggWv+vpVk7kL e5Zp3HfrRwyZAOKJ2kk/e9AgG8ONCVj2Z3Hp+akMWleIWuFFRgzYLZImDaJtIjf1pMrNJOHJjWOh 61B//9l= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/pres.xml content-transfer-encoding: quoted-printable content-type: text/xml; charset="utf-8" ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0003.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
Long Division
= <= /td>
=A0 The 5 Steps Family
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_master04_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBgQAAAAAAAIxzWgECAwL/lI+py+0Po5y02ouz3rz7D4aiA4zmiabqyrbuC69lTNf2jef6vs/8 DwwKh8RiyGdMKpfMpnMUeEqn1KqVGL1qt9yuN5P9isfksjRsTqvXbBi6DY/L55Q3/Y7Ps+36vv9f xQc4SFgIJGiYqLi4gsj4CBmJ4ShZaXl5QIm5yZmo2QkamvcpWmq6RnqqutqVyvoK++QaS1s7NGub q3uDu+v72wgsPGzTS3yMbGGczNzMsOwc7QwtXX1MbZ39i63dbcvtHf4KLl5uSm6e3omu3m7J7h7/ CC9fb0hvn/+Hr9+Px+8vYByAAguqIWgw4RiEChtyYegwYiCJFAlBrIhRycWM/xxvdfwoZyPIkThE kjwZwyTKlSxUsnx5wiXMmSBk0ry5wSbOncp4+jSi86fQBkGHGkVQ9OjRpEqHMm368ylUnlKn4qxq lSbWrDC3cmXp9SvKsGJJki0L8izajmrXZmzrtiLcuBLn0nVo967CvHoN8u0r8C9gf4IH6yts2B7i xPIWM3bn+LG6yJLNUa4s7jJmb5o3a+vs2Rro0NJGk552Wq/p1MlWs772Oq7r2MJm0952G63t3Lp2 8/72+6vv4LGGEx933Krx5KqWMz/3vKnz6KGmU1933aj17Ji2c3/3PWp4n97HQypvnhH69IrWs7/3 Xmv8me7nA6pv3w/+/Hr28///999YAZ7k34AhGThSgQi2oeCCqDjIFoQcNShhGRRWuBCGcmlI0YUc tvJhRB6GqMWIJFph4olUpKjiGS369WJBLMbIxIw0anQjYTn2Y+OOWPiYT49ABiHkkD8UaeQOSCaZ w5JM8vJkO05GScOUVLpxpWVZlmPlli15GU6XYKYg5pgxmfkZmtmUqWYIbLb5wZtwdiDnnDnZiRqe zNSp5wV89lnBn4BOIOigERRq6AOIJkoUo7U5CsyikCYg6aSZWLpLpZhqaimnk3oKKaiOisooqYma aiiqg6oKKKt9uqonrHjKaietc9oKJ65t6qomr2j6aiawYwoLJrFeGrslsln/Knsls1Q6GyW0T0rL JLVJWmsktkNqCyS3Pnq7I7g5insjuTSaGyO6L6rbIrsqunsivCTKGyK9H9rLIb4a6oshvxX6KyHA EArsIMELGowgwgYqPCDDATr8H8T8SZwfxfZZPB/G8Wn8HsfseZweyOaJPB7J4Zn8HcrcqZwdy9e5 TB3M0cn8HM3M2ZwczsfpTBzPwfn8G9C8CZ0b0bcZTRvSsSn9GtOsOZ0a1KdJTRrVoVntGdabaY0Z 15V5LRnYj4nNGNmJmW0Y2oOpDRjbfbmtGqa9yZ0L3HfZTRfestENHN+06O0W4GsJrpvffxteHOKw EF4W42I5LpziyEm+CuRcpVmeFebKUV455815formU4kOFenSgQ4d6qKYrhTrS6m+OuzVyQ6K69rR jh3um9julO67+94d8JfwLhTx4glfifHkIZ8885IoT5XzkUC/E/VXSX8e9vNorx73i1h/E/jyee8J +eWbX4j49KGfPvsWuT+I+l3Bfx8A9gMQQP76789///7/D8AACnCABCygAQ+IwAQqcIEMbKADHwjB CEpwghSsoP8KAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0003_image003.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhQwBQAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBC AE4AgwAAAAAGQAD/WdEAd9GENN+lav+zs//R0f///wECAwECAwECAwECAwECAwECAwECAwT/EMhJ q70hh8u7/58WEGRJbGCqpmbbomscu3Q5wnJuZXVv47ocz0c8BXWjohJ4BCWVyqbqCfXdpCFqtZfE coZb4tNb0UC11hJ5An6FXUlms11FW8mBgulmhxfjeHokGQVxf2I2XkOEVH1vBIVSZmZ7jo8Zczcn L4SbXGkkhXJTenQieZ41lk+RSKKpJwEHBxqCn7cnrTJ5mj+ytCMFhY+wmEKUP7OzPMK9LcOqNrqk 0IMZysp8tjSOT7y71ZPY2bHCg3Xe006Lm7/jy8HC2z/RJeoeIjYn7/y55tz1Qo3a0egaP361qp1D k8eWhnWLbhw8mLCgHXnSBkqgxMPdxGwi/4A9o+NPWoEQDmNp+AjMY8s93BpmxKfP4EqWCCm9ctFs JgYtBnGCPNUyyTxrOyHJIbmS6Ltfp5oOSbqwZy4mpqKGxAY1AAIBAQQgcMcRYKFh3ypwE+V1K0IE Y2/Cm4qsHK9YZQyplNXWKUWKvdD6epUn77mrXV0KHceulButbNr4XYyzo7dGe40BmHSDLeXF3hb2 4vNwo6fOcj9/pFKKNCddHBkFVT1xtKA4hhhFvp2Z9mpkdztmnDZpbwHftdlWKk46bz5ChRAuewpY Oad8Kglqkl0bMGPZQLef+nI5NeXZqIFj7tgholvF8FYj5lxXaWmCg86izzCg/wCt3wUngv88kvHR Hm5uAQPXgnGZl5A/WtmxwSiLEMhVhPzldApbuKlyIG6iYPOfBgaUaAB8RUV1210/NEPehtGBZGKJ 5l34HDMlpTPCh6gk+B+NNQ51yl4lxZLLIF9k9p5//sE3YC1acegaAS/WYl9QATQJGH0YygYJWj9t V4pn59HXTJfaIKldh1GBht2GpPESB5j4GdmjOCxJhSB2bEFzZpWWDTnbUzaBAR2HHOZHZZKBqmSn k1u9KSd4ZphD4Z6hEKYkgHN1ZFVDgmq2g53WgKdSn36hOZ9lRjDK5Y3gSSmkVpu2g0+cEZ6KoY2G zjnpFVmoaleENl6nJFoaRYZhfmiiSRhMpWkFweWmXVq1qSiKbOhos6FGGIiX3Da72RoUDLhToOGi kGwmuZYq7oTkBlsXt/HGMKS7kNUr7Z7j6TuHu+NOuK6/Yao7MMFHHLxCBAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0003_image004.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhNQBBAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA0 AEAAggAAAAAGQJkfAP/M5v///wECAwECAwECAwP/CLrcziHK+Kq9a2rBO5dY+ATf5nUkGohhKkxn HMlsNb93rMNo3Wg5ncyE8ymALg8RNwuuWMikCqhslkCYqBR5dWkpF211E+02wbay+ftloiHqq3sQ GdjveLp2RN3V84CBQABvhH0nEoGKi3YWMClIjJKCfBIvTCWTmniFhpYlU5uiT3CPOYmimqQZPKck f3cBqYEOYh84L5yzgKuefWSxsrucP1xUqLDDhWUmyMLDdr1cuGbQgqvTXUx03LF6GpKkbJYTwcFR ixNHZJ9z3tGw4Lwa649Dz9Hwgor4dPVSiPqZO/en36B6oIaoIlCuG0EsXmS1wzEpAoGLDTkFYIgG 2BI+K7lUZcwjceOTV3WS3Uh2TdU3VgXzfUNlTZcemDKfjaz5TlxKYQJ5tvTniaRQl418nTtaMVo9 gkyD5nwKj6UyRjpZaRQK1CElqlGlen1jNV1Ts7FqleUVDmkvpTbjztsElA9FmbqC6pVwkWFatSjx ehOroa9hv0TtuhFoVec4p2kikRRbFR3kyEAmi5T8FrC8qlyNGNJIuWInESxL86MnejTozeU611AJ u6vs2TqhSWxdTDXW06I/pwLeeuco3o5oHkceRvlv5lmE9yQOvfdHddWNILmQAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0003_image005.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhTABFAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAUABQBC ADwAggAAAAD/TDMAAP8Ar/89nv/MAP/M5eL/6AP/CLrc/kA8IaG9OCvKu9dgCHmkUHxiqpVdcZZq PLE0Kst13t2x7lO8lMf1qhFtQcxvWUlamMai88k0MKeOFtSHXWy33QjUCsZuybkicHo2oK9Jn3tO r79rcY6aY+/Pf0E6foN3FHtNPTWEhDRSN4qLg4CJNJGMWoYcOJWWlyZqjiKQnZ6HayE5pJGZMKKj qn6srSCyJLCSJHu0ph23sbVqtIIei7Zuei3BGT90FLACaHvKSoKqvdB/JkOhM8zGfSzZudMNtW12 FAEUB87HLOQMY2jq2OjEzSWHEeVDr75172aJSZav3j97kzYcqXYQIaYiJ7zIawhwyQaCufhQRFdo qdaPIht/5ZC4xFI9g8Uy7hhYctWtd7r08LoXUpw2TDvO1YxmbiVLZp7apbT4U45DAQMGlAC35IWY mUsRJp2qVGhFnP2AfBEZ9ShGGF9QiiNAE18+qBehfmPai+24h00+ln3ZCM9FHab+GcmKyMfMlz8h sshys2A4UmvKxPu093DKxTB98uPbU+KlycgGX/ikFtFFs57vjlyWkEpozJpXYD3lxK4rEmFUJAAA Ow== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0003_image006.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhNgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA1 ADcAggAAAAAZZtGENP/M5v///wECAwECAwECAwP/CLrcHjDK4Kq9eOqJuwdbuH2kIp5a2aEspz5t HL2MbEM0eAcC376snhAy9KFKk15QKFAqRaRNkddsiqwnT8hJjWClx0zsuUtdUFhyWSK+cjVqmWVN n83r9btogM/CTnx9UDWCeISAAYEbimsCh4uJKIx0C4ADl5iTEJmaMZWLnJyJfKGYO58apqOipaEy PTqQrbOMnUchpZu5oxG2J46xErSuvL1lJqmXqaukyqqkNsgTmb3Nw6LRoK7XxNHButzcN9LV4cyt uCPf59fs1KDqyebOu8nx0/OR7HudqOCsgVQJeycvCQV/u8QRHKgJ1qFc4QLqGwgHx6NtESNpUqau WYE7d7XQyamwTxSBkygJMPRlZg6rCCljqqTGks2KevywsdAyCx8tTx4imuq2M+hPeQv9fBAqMkwJ pkk70oDKkYPFHCagxsPqQKhUrg/auQB7s6cdskgGgU0AADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0003_image007.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhPwBWAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA+ AFUAggAAAAAAAD8CAn8/An9/f////wECAwECAwP/CLrczkGE+aq92EYhhp9BJo4Zx3noQJFs26Uw F7Y09sL4Wu8Q7n+8IOiHuqmCtQmxaPrMkCTl0tN0QkdSY870kl0z0mWHS5U8vw9l2DeuAtFpdcA3 pw64rzN8MVTlCn14HXp7IHU5hh9keXsQQ4cpVRNkKIRohnNakCqUlY18KptOMBsnpJ91opUppaas qKFaq06TrpWWSH19s6G1skdwhoOJH5Vmtq/BIMO7h2atOcrLvaqYnZ6XxKE/k7500phrtxG13IWY rF1Ox0S4QujhrNN07u+p8cYb5p8K4dplyELxc+SPlIQ8IAb28CdumxWF/Qb1GjVFx0CJfuRNEThQ /xWpjcBQ3RgD8hu/CJzulNzXyBRJHL9MtiyiMsbKkJdiMrlZbwdKj25A9qyRh03QjUNpFI2EB2ZA nF/miBPksumpYBTt3GlKNRpWhzG4CvJ6CWzYKl3JXpGayWgTqzLXxtIZaSvNq3KVvLxZMxkUdDoz aZEhKykYhHa3BCSsNokbwbZaDZ7UmEapVdckG2GH13EnlKQ0R6LcuQXpO2oKp6VyGlsSm3r3Ut3c +o3larW3Xtua27CDhr1kwS0zz69pccJOdDnKu3eSRP46UXorrLIIhtbc6pbxj9Ft7MA5NcWn1TdB 8HcV4Ymu0vtx9EclM2zjngX4ZcjuJ5L0/P7RZ7H3lWGbffrtpl8Y9REI3nAHimJeA/5l1mBpCs4X n36AWAdGgflh6GB/C3Z4YA4EEPAeJiWWqA8pKRIQjgkFkNjijCXGEU6LK9YUwIzLXIYIjUCayMch EwipYlUf0OiLCQ7uGCSN/cjDgIvL5ZHiAgdt8E+ST0IJQDhTOtOEkw0AWKSDXc4IoSV1CEKmBSky lGaNUWw3ZoVOXvlXOxDZlxGFfWqAW6BYSHHPgxBhRygACQAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0001.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
Long Division
= <= /td>
=95 Long division is as simple as memorizing the
people in this family.
= Dad
= Mom
= Sister
= Brother
= Rover
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0001_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODdh2wFkAXcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAA2wFkAYIAAAA/ AgJ/PwJ/f3+Mc1r///8BAgMBAgMD/0i63P4wykmrvTjrzbv/YCiOZGmeaKqubOu+cCzPdG3feK7v fO//wKBwSCwaj8ikcslsOp/QqHRKrVqv2Kx2y+16v+CweEwum8/otHrNbrvf8Lh8Tq/b7/i8fs/v +/+AgYKDhIWGh4iJiouMjY6PkJGSk5SVlpeYmZqbnJ2en6ChoqOkpaanqKmqq6ytrq+wsbKztLW2 t7i5uru8vb6/wMHCw8TFxsfIycrLzM3Oz9DR0tPU1dbX2Nna29zd3t/g4eLj5OXm5+jp6uvs7e7v 8PHy8/T19vf4+fr7/P3+/wADChxIsKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsf+jx48gQ4oc SbKkyZMoU6pcybKly5cwY8qcSbOmzZs4c+rcybOnz59AgwodSrSo0aNIkypdyrSp06dQo0qdSrWq 1atYs2rdyrWr169gw4odS7as2bNo06pdy7at27dw48qdS7eu3bt48+rdy7ev37+AAwseTLiw4cOI EytezLix48eQI0ueTLmy5cuYM2vezLmz58+gQ4seTbq06dOoU6tezbq169ewY8ueTbu27du4c+ve zbu379/AgwsfTry48ePIkytfzry58+fQo0ufTr269evBAAQAwB37Au0BAggYzx0A9vDhx6sX0L26 +PXww5uf/h6+/fbQAdjfTz4/d/7/6tXHnnP/ATgeeu/hp1yBBgqAnnoKHleggPcheOB2C+rXoHgW OrjdfBLqx+B+HD4IIXLlsachfCuWaCKIxaXI3n0FyIhgejAOV96KLO5InoUJGucjjwGmp2KH/cXo I4VEgmfkiTGquN+I7CEJpXAaErkej04+eWVwImrH34o7mrhljr7JKCOEEJZn5pZYuqnimmR+6CWc YMq5I5kBuvlmkr/tKZ6P95X554DA7dnmmNpxdyiige5JaI+NgjdmnJNWeSB5lVKIZ55DKtqmo4wS p6akW25355c6SrrmhatGaKqrTarKqaymzolqj20uOOicnDaoYnK/znimsLgmiqyw/5DqWB+HzE4p 5KDQRistcUZWG1+0aP72rIP2eWpgt7yJaeCq4zprbLjoAkjubgmS+Ki7w8W73o2ePvqubmHGh+97 +N6HZbABwvrgvwKDSbC/QAbM4sBUFmkiwgkHKqW4N3o4b7O9hdnutk96uq9t/WprLbgPp7mkux76 a+6nu5n7H7pOsvsyq7fVTJ7GAnZJoZ0V56bzjFb6LCDQKQud8Y+FOnwgqUnn/PKHmrJI8dM3A5rz tjNr++/RUMNcW8Rz5rt0kWHjPBvZcjJ8p3xpaz02lYZWa+WFbYu9dqiCmtnhwWUGTRutgsrrItyv Bik14WRXmfGum3K8N+Mtpnqjq//QKk4y5RpbjSCtLso9OeN/Ur6kkSO3ZvrQWJt+oeiyrX736pVL PjroRa8u+NyEn60r53oPTnrppte4e+ymE0+58VELT7nyrrM4wACbSzr99JZKf72k6BVw3/Xgh88a reBnjzIA4bvJepvht399agxyRz0B2GebYPuOXl6o+/yfxiWMAzDXi96nAFWBJ1Pk4V//TCMpBgRQ YoOaXgM+tKMHak+B4FMNrjSEL/TNDwLbcxUGCbg2nj0odQzYk/g6Rq/riOha1mEbCpejplt5h3De yaEOd8jDHvrwh0AMohCHSMQiGvGISEyiEpfIxCY68YlQjKIUp0jFKlrxiljMohYQt8jFLnrxi2AM oxjHuIwEAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0001_image008.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhQwBQAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBC AE4AgwAAAAAGQAD/WdEAd9GENN+lav+zs//R0f///wECAwECAwECAwECAwECAwECAwECAwT/EMhJ q70hh8u7/58WEGRJbGCqpmbbomscu3Q5wnJuZXVv47ocz0c8BXWjohJ4BCWVyqbqCfXdpCFqtZfE coZb4tNb0UC11hJ5An6FXUlms11FW8mBgulmhxfjeHokGQVxf2I2XkOEVH1vBIVSZmZ7jo8Zczcn L4SbXGkkhXJTenQieZ41lk+RSKKpJwEHBxqCn7cnrTJ5mj+ytCMFhY+wmEKUP7OzPMK9LcOqNrqk 0IMZysp8tjSOT7y71ZPY2bHCg3Xe006Lm7/jy8HC2z/RJeoeIjYn7/y55tz1Qo3a0egaP361qp1D k8eWhnWLbhw8mLCgHXnSBkqgxMPdxGwi/4A9o+NPWoEQDmNp+AjMY8s93BpmxKfP4EqWCCm9ctFs JgYtBnGCPNUyyTxrOyHJIbmS6Ltfp5oOSbqwZy4mpqKGxAY1AAIBAQQgcMcRYKFh3ypwE+V1K0IE Y2/Cm4qsHK9YZQyplNXWKUWKvdD6epUn77mrXV0KHceulButbNr4XYyzo7dGe40BmHSDLeXF3hb2 4vNwo6fOcj9/pFKKNCddHBkFVT1xtKA4hhhFvp2Z9mpkdztmnDZpbwHftdlWKk46bz5ChRAuewpY Oad8Kglqkl0bMGPZQLef+nI5NeXZqIFj7tgholvF8FYj5lxXaWmCg86izzCg/wCt3wUngv88kvHR Hm5uAQPXgnGZl5A/WtmxwSiLEMhVhPzldApbuKlyIG6iYPOfBgaUaAB8RUV1210/NEPehtGBZGKJ 5l34HDMlpTPCh6gk+B+NNQ51yl4lxZLLIF9k9p5//sE3YC1acegaAS/WYl9QATQJGH0YygYJWj9t V4pn59HXTJfaIKldh1GBht2GpPESB5j4GdmjOCxJhSB2bEFzZpWWDTnbUzaBAR2HHOZHZZKBqmSn k1u9KSd4ZphD4Z6hEKYkgHN1ZFVDgmq2g53WgKdSn36hOZ9lRjDK5Y3gSSmkVpu2g0+cEZ6KoY2G zjnpFVmoaleENl6nJFoaRYZhfmiiSRhMpWkFweWmXVq1qSiKbOhos6FGGIiX3Da72RoUDLhToOGi kGwmuZYq7oTkBlsXt/HGMKS7kNUr7Z7j6TuHu+NOuK6/Yao7MMFHHLxCBAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0001_image009.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhNQBBAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA0 AEAAggAAAAAGQJkfAP/M5v///wECAwECAwECAwP/CLrcziHK+Kq9a2rBO5dY+ATf5nUkGohhKkxn HMlsNb93rMNo3Wg5ncyE8ymALg8RNwuuWMikCqhslkCYqBR5dWkpF211E+02wbay+ftloiHqq3sQ GdjveLp2RN3V84CBQABvhH0nEoGKi3YWMClIjJKCfBIvTCWTmniFhpYlU5uiT3CPOYmimqQZPKck f3cBqYEOYh84L5yzgKuefWSxsrucP1xUqLDDhWUmyMLDdr1cuGbQgqvTXUx03LF6GpKkbJYTwcFR ixNHZJ9z3tGw4Lwa649Dz9Hwgor4dPVSiPqZO/en36B6oIaoIlCuG0EsXmS1wzEpAoGLDTkFYIgG 2BI+K7lUZcwjceOTV3WS3Uh2TdU3VgXzfUNlTZcemDKfjaz5TlxKYQJ5tvTniaRQl418nTtaMVo9 gkyD5nwKj6UyRjpZaRQK1CElqlGlen1jNV1Ts7FqleUVDmkvpTbjztsElA9FmbqC6pVwkWFatSjx ehOroa9hv0TtuhFoVec4p2kikRRbFR3kyEAmi5T8FrC8qlyNGNJIuWInESxL86MnejTozeU611AJ u6vs2TqhSWxdTDXW06I/pwLeeuco3o5oHkceRvlv5lmE9yQOvfdHddWNILmQAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0001_image010.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhTABFAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAUABQBC ADwAggAAAAD/TDMAAP8Ar/89nv/MAP/M5eL/6AP/CLrc/kA8IaG9OCvKu9dgCHmkUHxiqpVdcZZq PLE0Kst13t2x7lO8lMf1qhFtQcxvWUlamMai88k0MKeOFtSHXWy33QjUCsZuybkicHo2oK9Jn3tO r79rcY6aY+/Pf0E6foN3FHtNPTWEhDRSN4qLg4CJNJGMWoYcOJWWlyZqjiKQnZ6HayE5pJGZMKKj qn6srSCyJLCSJHu0ph23sbVqtIIei7Zuei3BGT90FLACaHvKSoKqvdB/JkOhM8zGfSzZudMNtW12 FAEUB87HLOQMY2jq2OjEzSWHEeVDr75172aJSZav3j97kzYcqXYQIaYiJ7zIawhwyQaCufhQRFdo qdaPIht/5ZC4xFI9g8Uy7hhYctWtd7r08LoXUpw2TDvO1YxmbiVLZp7apbT4U45DAQMGlAC35IWY mUsRJp2qVGhFnP2AfBEZ9ShGGF9QiiNAE18+qBehfmPai+24h00+ln3ZCM9FHab+GcmKyMfMlz8h sshys2A4UmvKxPu093DKxTB98uPbU+KlycgGX/ikFtFFs57vjlyWkEpozJpXYD3lxK4rEmFUJAAA Ow== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0001_image011.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhNgA4AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA1 ADcAggAAAAAZZtGENP/M5v///wECAwECAwECAwP/CLrcHjDK4Kq9eOqJuwdbuH2kIp5a2aEspz5t HL2MbEM0eAcC376snhAy9KFKk15QKFAqRaRNkddsiqwnT8hJjWClx0zsuUtdUFhyWSK+cjVqmWVN n83r9btogM/CTnx9UDWCeISAAYEbimsCh4uJKIx0C4ADl5iTEJmaMZWLnJyJfKGYO58apqOipaEy PTqQrbOMnUchpZu5oxG2J46xErSuvL1lJqmXqaukyqqkNsgTmb3Nw6LRoK7XxNHButzcN9LV4cyt uCPf59fs1KDqyebOu8nx0/OR7HudqOCsgVQJeycvCQV/u8QRHKgJ1qFc4QLqGwgHx6NtESNpUqau WYE7d7XQyamwTxSBkygJMPRlZg6rCCljqqTGks2KevywsdAyCx8tTx4imuq2M+hPeQv9fBAqMkwJ pkk70oDKkYPFHCagxsPqQKhUrg/auQB7s6cdskgGgU0AADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0007.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
Long Division
= <= /td>
=95 Each person represents a step in the long
division process.
= 1. Divide
= Sister
4. Bring down
= Dad
= Brother
= 2. Multiply
=
5. Repeat or
= Remainder
= Mom
= Rover
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0007_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhQAAAAAAAA0ICAUAAAUIDQsIBQ0LCwgICwAABQsLDQ0IBQsFAAUICwsFBQUFCAAFCA0ICwgF AAsLCwAFCwgIDQsICwAFBQUFCwUABQUICAAZZjMAAD8CAn8/An9/f4xzWtGENP8Ar//MAP/M5f/M 5v///wECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwb/wI9wSCwaj8ikcslsOp/QqHRKrVqv2Kx2y+16lYCv eEwum8/otHrNPofb8Lh8Tq/b7/c3fs/v+/+AgV16goWGh4iJil8Bi46PkJGSgI2TlpeYmZpVlZue n6Chjp2ipaanqGykqaytrq9Qq7CztLWosra5uruRuLy/wMF8vsLFxsdnxMjLzM1Uys7R0tND0NTX 2MXW2dzdtdve4eKn4OPm55nl6Ovsi+rt8PF/7/L19nP09/r7yfz+/3LyARxIUIrAgggTIjmosKFC hg4jDoQoseI+ihYzysOoseM6jh5DigMpsmQ2kiZTSkOpsuUyli5jCoMps+YumjZz0sKps2cr/54+ g5oCKrToJ6JGk2JCqrRpL6dQgTGNStXQ1KpY52Xd6uoq1690vIId20Ys2bNozKJdO0Yt27dc3MKd e0Uu3bsG8eoVZHev3yR9/womEnjw4MKG/yJOvHcxY7yOH9ONLBku5cpsL2NGq3kz2c6ewYIOzXU0 6aymT1dNrToq69ZOX8NWKnu20dq2heLO7XM3b52+f9sMLlwm8eIujyNXqXy5yebORUKP7nE6dY3W r1vMrl0i9+4Ov4N/ON62+PIFz6OfuL61+vb+3sO/OJ+0/Pr27uPfuH+z/v7t/AfgRwNKJqBTGyQo RIIMolagEwxGKKGCVB1o1IQRiiBhhQ8qgf/hhxvG1iESIJbYYFMW9mTiihugOKIREoqgYYkyznhi USnmxOKOLeL44hA8gijjjUHlWFOQGYLo448fILmjbkyaOOQGIwQJ5YtBVimkjRT2ZGRLWWpppZdY ljjCmWimeSaLvY2YpIRqxpnmimR2aKaceLKphQADBBAAAU4U4OefBhywhKABIJDATHaCiOejYsZI pBUKDOonoIf+KcQCATDABKeKItHAol2MisiXJjkK6aMMcjljFgY4sCiiniphwAAPkPpBAbUqAaqu RCgQKhfCAsvXg6qumieGNmIBAam3amprn70W+mmixn5Q6bBabJstJch+qCykrXLZJRYGRND/KRPp Dtrrrn4iIIG6634AKqK5wjtornwGMEGl+bbr5wREILquwQHkWwiqIiU7rpwJThniFZXGSwG7fbo7 xK/R1sqpv/YmnEAFv24cgAUORKDorbl2LISgDNyKAAUkY3tqgXc+DHHEG5irhcAKL/HxwJti63LI oW57cclF51pAy30S4DKfM6c7M9LfagWgiTqz2jOGXAh6daAWY310yf0CynTIBBtR8bpKF7H2wgPy jGHXy9oo8RYyZy2EARcQQfXSRlNbdKhpY21y20Pw+YAEhleMqcnc0r3113eLuSqca2Jud49UFDB2 um1z+u7fGFz8t8qLcmy44t4qXjTjHww+/3WftMtuVd1cd07lw1Qy2ywVHwNa7AfRVo581EJUWqvY CSBaeqKEP5+oBIbqLnnFHl+qLaBiY38Iwx31ruXmCVaJ5ofDTxEt0SafjnzgQ08ucAYZq03A2/b3 iXjGjHvfA+iFqaG1LXl+G8Z+dhSp3+2Mc+yLUEzIJ5HPhSlOE1pfBM+VEgpGhEe+Y9ADHahBPT2n Pp5LYatIiLc5rUhDzEGh3hzWQhe+KUkxhM8Fa2hDOnVwPhMyl414iEETnrA9LBoSEZd1Qw5KR4cg BN64fPhDJEaRVV1j1sSOuJ6ImStzSwyhq7jUEg8mZIdL5FEZoXjF9TVQhEz84hZLYkaEIP9pZyHI ox7h2EMaTao6bGyj7/SYRxaWsFw1mpGGYMhF9Pgxg0WEZCTV2EhH3nGSfOxjuVb4R0ACUWJBjBAP nQQ6OgLRSTUU0puSg8JHSnKKTdLihFh5SjnmDH0LCiXY1ihDW95yZ0BSZSefiB9JlSiXhuxcEYw5 xyoWs2e+dOKHjkBFWi6QmcOEgpJqUkeLTFMLPZLgcJikGHL6pZvmZFQ6IbNOdrZzMu+EZzwtM096 1jMz98RnPjmzT3728zP/BGhARTNQgha0NPfUgEIXylAHtZOhEI2oBlbzUIlatKEiIudFNwrRjL6I oyDFaFLQqZGQmlShtPnoSVd6mxGtdKH/IACBBmS60SUViKMxnalCY5pTmurUolcakERp6tOfvhSl RbrpUGcqU58WlaVJFepFiQrTp540qgDaaE6PetE2ZRWnXO1qnfoT1rJOFDhSNetRx4oftYaVrfVx 61tzQtKEyHWu49zPRUnAVw2QwK8R/StTuUpXskqUr39NrGAhuljC5rWtgUWsZPsK2MlKFqrcNCxj KevXyyrWspwF62Pns9fOgha0Cw0tSEcLH4t+9rWTBWxYQcDa9rj2tLHt7GzPahzNMhSxjDVtXxUb 3JDW1raR/axCcXvaq/ZWr5vNLXOba9LMQve3080ucKv73OsuV7uwtWxgZStSa+KnqODV/+5hG4vU CX41tekdbm7XG1Hr9senzZUvey97W4na17vCBW54Bbzd6Pq3u74Vr3orG9mIyvS/ZIXtd7Nr2gbX F8KGjS11FYxZ93ZIwZItgYhHXALssnephXWpZxVK4hZPWLUoPm6ExbtXGnMUrS/C7YsJXOCapnhE 8d3xiQ8sYwBN18T8dXB5Mfyg+CbZxzj+kZNhPNGF2vRHAaZwRz/A26CSM70XdlE6hTxfK7vmnVku 8FbqapLvhtmhB4VznCk6Z6ywuc6huDOej7JnDvUZKnr+czoE7VFCt9TQI0V0ohV9ZUbD1dE/hnSU 6xkADnBgUAiltKU7wOkO+GnN86z0pv87zelP2zmelSa1qi0daE+0GjscULWsS03ndQZg1rM2NaBt fWtcd8DSsab1mc3pJ193GticvvSwyVnsYOMa2b9WdqFf5Glj/9rTyA72qyex7fDcutjPjvaopZ1S Zn+716QGd6yBveluP4VJg8K1pb7Nbm2L+UfxTraxRT1qT9/7RfFO9aq1ze90/3tElnJ2qdGNbWh3 2t2jgLenBZ5uhvNb4f5eNMCrLe+HX7rfDy83wP0Ua3AvfOEkx7iwG12ghM/75NhOea413iFLTTzf HE/4tVUNcUX0HCAvv3m6UV5wntO85TYvda4rLXNZ//xmIy+2ySvOdFHP/NBRnzrOBwX/coNjPes3 3/rHVZ7xr2d93ha3Os+fDnVzo93il6b6tBH+9qnDXNcHH1HJzw1zX7Pd58xWutMZPvi5P0jhhOe4 3w0/IIGv2+nW/nvbEX5sslt75WY/vOJlbXmni7zmJSd71xd/9JaXWuWjJ33mB6Rtzqde3p/XvN3r PXCVS95ylJ96vcdNe6+vHkB817e4d89uo5ce+BOfNe137/nj9+fcqIf28tfu/P18O9qu33TxYf97 66v78pe/fSDEXw+bP57nync45rEKfIKnvuiV7zr5tdZ+Z1883ds/NsmNz/L53L/hIHdxCndpFLd+ XuV926d2Htd7ybZ/vudl9UFxBIh9//jHgL/mgCHXfeVhdxOXf8xXeQpogI/WHhzYdPEHcqwWgmUH gfBRghiYbOoXbSYogpPWgluXcP22fdqXdA/IfjZYdxwobkIYdD14gP4HhIl3evWGdpW3gj5Igkh4 bBXIbkwIg05ohD9Yd0K4gCmIdtpXctU3Hkh4a/I3hqk2avPnB2k4DmaofmbYbPamgeDRhij4hvzH glAIhAxohiVwh0+YhV5YhkjYh0U4gusxhjE4hiLmh1gIiG/nhopIeGu4B5M4EmjnAZjoASoYAJlI gDoniZkYipmIYEc4b6EogaUWigQ4dnGXbqL4iqPoTBFIapooBJjoeNomiikHbHbHif+wCIuV1ILV hneauG7I5ouEQXI8uHC/+IrBmIeYNgSaCIPtholFoIWu2IyxaEpMMo27x4lMoImX+IseJnEYh3cG JXFXJ1Dwlnjo+BWVuBHodm5rEY/xAIT1KGmNqI/lyI9M5o85BJCkKJABSZC8ZJAHiZCyqJDcyJDP 6JDYAZEPKZEVYY8UyQgXGRIWmZFxwZEdsZEemQUgGZJ1QZLbYZIViZLeoZIRMZIsGQUu+ZJPEJMy 2QQ0WZNLcJM4CRg7mR49SRA6+ZPXKJRAR5T/EJRG+QFIaZRLSZQBAABQCQBvOJVUWZVWeZVYmZVa uZVc2ZVe+ZVgGZZiOZZkWZZbGQQAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0007_image012.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhLgA5AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQAt ADgAggAAAAAGQJkfAP/M5v///wECAwECAwECAwP/CLrcDiHK8KqtUUjBe5dXqGTaFHjc+VHis20o Sn6tc8KxbKb1eOOeWekXbJmEqePqBbockUocs+l6BnfDSfbHsimTz+dgZ/Jqr5KBes1mh7sL7DLQ rtvHY0yGO7n77XBxMy93dH91gRAwg4aHjnkMZCpDj46BW5N9bpVtgVaYm5xrcGFbJWoRoqNdVmdp Y42iEYKSfKmpqqi0QFq3uHgmf6y9taOrYohNb0uhv6FuEz5AK4Cxr9a4LNNXh8F4x7M+ph/dBOYE r6Po4QDkoxoplumbyqe/JM6dsX7KaYb/mnIZg6QIlUFU+QQC0/bvoEJhkNLNe4hIl8SEqvYdZHjs fiHGbwwbfbTEb5SgRxo7FXITKaXKkivpJBrpsGI3goI0DNz5Up+mmXtqfks24ZxRmXq2PHv25pae I9BcIkSWaNe8idW8VW2pCJtCdiLySS1EpcdYYWV6+JD1c2uIexndGpEZV62Zs8ns6pGl10JAYX3f Yl0VOOzVaIXnIn6QAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0007_image013.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhOgBEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA5 AEIAgwAAAAAGQAD/WdEAd9GENN+lav+zs//R0f///wECAwECAwECAwECAwECAwECAwECAwT/EMhJ q5Uh58u7/5NGjCQRgGhKBWVbnmrcsW5Nynho7yOcozSe8AfKCI8E4iyI5CkvzGaN9qxEpS5qFXC1 db3bqAhLovl+xt6Y3DrnjKzCt80zKwvl19x03LxZaWp8O3NmBX9TBwRydV5lbkV4g2oHGoWEPXIx lkEZB5UZcoFInZAelj0mAZ+gi4BZXWkBmkCiqSasn0YFvI5tkia0HyKdublxvVlZjMGmVqOexsbB zEJjs84hTNHS0qh0L4uZfhxruN3GnMCTL8nYp9vc6Bqsa1ezzO9QYpbo84OjMgHTsO+FP2+cQNFY p4YXIGHaAK5SOC8DgoSvqqkJBQjSJI4J/9NVQoBAAD2Fr9pge3gGzriRGUxOPNaPppkpxFq+qhny IMKb7HJG5FPTp1GX34hqOIQhz0qjUM10RNrMx86qUI/CmZpSlVWkcgpk9Xltm1JyXHaGnTn2Z7uP XldI4sQWlC553TjpsYc27dm6d/OmWxnPqyULZU9WOkpTlKwreEwRc1wvcNHFdx3TLSzZEuV6mxXf haPZlotymweTvHgZ5VLHqlR2Zsl2gCUDuAErjIzKnCqmzzzLAY27uG7XXpUKmmViH91ctg20rqdZ rzuOzRH/5lhvgHfbeUESDh1sBBSvYUWBPt6brmHmIpx3fK/18dL3C0WdB7j9OOhW+I2gmY2AkSGW 00Y9VOQJNA69Zt95WyUXh2IhXdOgeMgkccFZVS01XoXqbLVWR+Uk9xsvjNCl2XqheQjIKfi19yGF +EjlGTHwtNhQaMfIFmBfBpLX4pDYbacZGnrFuFmK+OmHZJFEEplWNik4GOWQWwTH15VAZqkNNFJ6 WUQgLYopg40wUGkmFGm12eWaOKiZQgQAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0002.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
Step 1 in Long Division
4
= 1. Divide
= Dad
= <= /td>
=95 Divide 2 into first
number in the dividend.
How many 2=92s
wi= ll go into 9?
<= /td> =
=95 =A0 Write that number directly
=A0=A0 above the number you
=A0=A0 divided into.
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0002_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODdh2wFkAXcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAA2wFkAYUAAAAL BQAFCA0NCwsFAAAAAAUICA0LCw0NCAgABQsNCAUFCAsABQgLCAUIBQAICAUFAAUIBQUIBQgLCwsL CAgABQUFBQULBQUFBQsLCA0NCAsICAsFBQALCAsFBQgABkBSAABZWX2ZHwCYABaMc1qx/9D/xcX/ zObi/+n///8BAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMG/0CScEgsGo/IpHLJbDqf0Kh0Sq1ar9isdsvter/gsHhMLpvP6LR6 zW673/C4fE6v2+/4vH7P7/v/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWm p6ipqqusra6vsLGys7S1tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f 4OHi4+Tl5ufo6err7O3u7/Dx8vP09fb3+Pn6+/z9/v8AAwocSLCgwYMIEypcyLChw4cQI0qcSLGi xYsYM2rcyLGjx48gQ4ocSbKkyZMoU6pcybKly5cwY8qcSbOmzZs4c+rcybOnz/+fQIMKHUq0qNGj SJMqXcr02oenUJ82/Re1qoirWK9CnXrvg1arWbF6FfuBa7yxIqKGXfuUrdl2bdPGXUtXrdi36qrO pcsWrFy85/SizepXbtu9ZQGLEzyYrF7Ch79uVeyNcWPBktFalkqZm2XIVhlnPsy5c7bPozdvNlza NDXUklmfeHqitu3bsy27toa5Lm3cwIPrJdF697PeYaEGX868tnHeUNOm/tC8uvDn00Ib/mq9++3i 2Jn5navcu/fE4Z09ji7Z/Pn0x+2S9/rbNnX3wOGrF61Vbtrv+AGHnn7JoBaaffcFaB+By4i23m/1 KQgeg8Q4KB+ECSo4G4UFPub/32gaCjcgh8Mgx5phs6VoX25VVTciicCoFl1UCCLIGHNRwVhiaOzJ tmJt5bEYoY2T6RijdskNed+QQC6X4YZGHrlXX05m2KKKRE4YpS7sTcmddR+kQCOWQA63pS+aUdej XGCGmYKYQSII54tn5jJWhJH9192VAuYmZp290Ecbnnc+KaChwrEIaKDlLVnmmCECmNuivDTa5KOI RrrkMwB06umnoIYq6qiklmrqqaimquqqrLaqaijKQRjpeZs2A8CbuOaq66689urrr8AGK+ywxBZr 7LHEAgBKnGTO2lyCztyK7LTUVmvttdhmm6uyn0DKrLNOAmmrtuSWa+656PbK/2239UE6a6Yq0mmM tOnWa++9+KoLa7vfBggvlvIWQ2++BBds8LXrsvvdv+c1+W/AxAx88MQUV8xrwp70GyKTP5Y5rsUg hzwxxhkzLOmzKC/4scgst5wuySWb3GyfYIq7sss452wtzJ24OzO8HCcKJTMS62z00cHy3LOgHa+I 6NNQ4ZogxBEjbfXV+pIyo6O4qYljVL3WenO9rpZt9tloo42s0kuD2LWhU8to89hY130025xYdqiL m6lMt92Au4x33jcuvGfhVAucbwACBO74sIMTrtfCMrsITdG5DkDApwUYMK3mBRxALgKbe5oAugp0 usC0AaTKgOhku0Jo5VUmXv81r5qPGjrrADR+be6+p9A6AKuTmzvxyJLuOuwvv6KkhFVdjnvpunuO bOvFU0t657o20Onp2g6P/LHepwp+7M7HXblgQ0e76wAOdBo8/JwzXyz92R+rfP5v0j/+tanzFP+E 5T9UBa95sMDT4Sxlu9vlynvne+CnIlgs5R2QWPTb3a6Uxz1rKU+A+tvcBbsHAA2iL4FT05CaoiEx +FEwV+IzobG8J8NhBfCF/YsfAHB4PwcU4AEgnGENdUU/HpYrcqbQGK0aOAyJIQAC9iMi9UY4rNwZ 0VfDGyCuytfBaXlvAQH8XxWhCCwL4guJSfQZraQhMQVoEYZBRFb5qOir473/MQVhvGOwSPe6PBoL AXp8Ew2jiC40pjFoYGLjsfw4LeW9jlgfvOMHH3ks+HGPkcaL3xXJZchTqDGRLFykp+hIwNKRcoOl u+Pxhigs7/kOk9oy4xm5pMS3KdJYAWQlsYa3yVx90IirJOQeCXA+WGZrkPnqpComR7MicYp8naKk FzulS1RGU5gpWKX1MEgAExrzd/ELJCd/4a7oTQNzwBreKYUVxnXiyn9dlCI1tzms1h3wmx7sJj3t pUwUmrMa6Kzj5qTZyNL1cotx1NUHq8mr1FEQn9XyHkH5qZ+A9oqG+0xe6SYqUGoKc6HYnN5EIfq5 cBasn02x6Ps0ia1gEiuM/zgUH0exGM83kVSjNaUofFRKwplWsnQ5/RVIcSU+1b1UjLi6KTR9WsiK QlKf2YJnRoNVvk8JQKpVJMBMldpDpN4LpUzhaQ57py2sYiuMTM2cD6eKx4TmM6gnDI9YhUfWsuoQ rscSnzht6qq9/kqiIW3qTlvpVWuZNZ8etWFfq4W/g4F1KTxNnV/vB1S2dlV+R23VZHm1PcsiMD0q Jd1Bf5pYa1V1tIo1KrYA61in+kq06DpeWoU1ycCKUrWGNWlrB9sr2KLrl7ktrba4Sluo7ha0vdVq YBXA0F+1k7F3tS2yiEtVAMxWsMhFZVqxRy0uSreOOrzudN2KrMaOzLW+pP+eqfAaLF5qL5Xpoq5Q jXtcuSpUvaZC7UoxC81r1ku+vmLteXnbP/yayp2vHeh3iWpVfAEYd7odcHYPNsfHWfhNj1XKXMtV xAtfOMNJ2TC5UtdcD98NvQQDnoktDGKkiDhb3F3x41p8lBdf64syZjGK7+XKHOuYwPay5IJ9nDMa G8XGrEMwkY1m5KIgeclQBlaTifLkKFt5V1MeSpWvzOUUZFkoaQuzmMdM5jKTmVJoTrOa1/wWELj5 zXBmczbgTOc6v1nOz7AzCvbM5z77uc5ZsDOd8QwIQQt6CnD2s6IXzWdAR8HQkI4zoeug5z8f2glv ZrSmGe3oJQh60yiItJv/J72GRINa0XZWgptPzepFS9oIdG61piFNajKYWtacHnQRVo3rXod61EOo s69PnepaeyHWw571q3mdbFkbutnO1rWxsYBsaIO62tZmtbCzHe1XTxvRzOb2tcMt7nGDoNy9lva3 n5BpdLv73fDuNrDXzQRyx/ve+Ma3uum963Pn+98A1/e8+R1sfwf84Agv950JTgJ7J/zhEMf1wund 7ohb/OLEHrixK47xjnu80ROvNcc/TnKMe5vQIy+5yiN+cjmnfOUwR3jL1fzymNs84CFfs8NvzvN/ 5xzNNe+50OOtcaAbfOhIz3fRF7XzpDtd3D+vU9OfTnVrR31LU6+61od9/3UjZX3rYG9113V09LCb netLJ3vZz872aDO97XBPd9pJtPa42z3XgKr73fcO8rzz/e+oBoHU9Q54u4+dQF8vPNvnzqDEK97s jEdFAEJnhAZ0TgmTP8ASMj8Nwj++7ZHXRBhFtYD4Ub4IljcAEjKo+dWbvvWOgCfsHXoHz39+8YIf hQJeRwIXCgF+AiCB5WEPheEvwfixj4DqQdd6Eque0ra/fdhDjwkEPN/3QlBA8JEfBe4jwfuLsP4Q SLcAIjTg+XRwvPSrTv1NYN/8p+9+/L8/f0horvy/lwDx5aD+9T+9/YZQPvjnBO83BJY3Aa8nBJwX AAyAgCXUesPnPwlQef8F4IDxl0e/p0NgJEAk0Dq8RwSTZ4EGkDunF0xDwIAWeAD+w3seuH9EMAAQ cH0xOAQ3RAEuiAb9539JB4CEsFDoxwQFKAQYdX8Z5IAVEIP3J4SUt3s3OIQEgH8NwHu013vEJASk E3y9FwHEl0EWMIIEcIQq+IRUWH6aM4H0c4ReSIbK9XtQpAQKMIFHAIOax4RuEHQ6qHU8OAg++ARB KHyUh33Gx3mAGDoBAIdHYHy+pzlY2IGX54fL5wBw6EaH2IiCCIlUGHzvV4mR2IiSmAQDoIVIQH5C YINvkIN32HN5OAhzBAV9iIiW6IeaF4WaB4jfowSuOIGps4i5+HtiiAD/FjCDF9CEp8eAs/iK2VeL Qsh72Ac/vHcBP2gEzoh5qhMHdniKTpeKltCKf/iKxieLvceNBfBFSXCLJLCLx7iIw3cBCJgAgER/ rUeM3xiJO/R+3vh+uYgAGGCLi+iJm1N/alCN1oh02FgJ2liMcNiNygiOB+BK7hiPJCBaNBh/pGMB 5cdcXdiQHZiQuHh59KiRIMgADrCPqDeA52cEA5AB5wgHABmQqJh7psCM+0eOsCh8HjmTk/eMSmiQ Qkg83ziACviHVYiR8Oh7uyhaGhCLNWmFa3iIoPKBLziDMIiT/2iKLKlyAzkJRWWIXLQBOpQAXMQB 1OSA1nVXBjA887eV/125k/JjBO0ohFIpfNTElWHZlSuoSR04l9d0giJ5gqHik0MwAB1gSvwXfVV5 c1d5EJ94g4iwkoW5cocXEW35CNjWmDx3mAcRjJPAmJTZcZY5EKsoCZq5mSbnkm8nmkL3mBxClab5 cKjZeKq5mjJHmoMHmy1JKaFJmxAnm9CQej/5jv7IiyVkALx5fI3YCreJm7FZDanHeqwXh1DEjMNp i8XJBbn0loPwmsjpc7pJDcgHfkJoiEUwAPpnBeKpmEjAXLE4nYVwnNkJcK3JDN35m4W4eh5gnk0w APXJhyGZgU65noTZnqy5ndx5et7ZhwrYn1IAj05whQb4m4GAnQAKb//veQv+s4HT2IKMCIEEWn+j x4KE6CkImqEZmYIKCKJzyIFsSQC6qJ7X+Z8RinMCCgxlqJRYmJjNOZM4+oKv2JzeGJ6mZ4RIKIbJ CIFSuEMpOoDMZZ1/AKEvqnAxGgy8iX2diKPx6YIFiJCKGYjbqJXKqKInyKL29I0OWmhN2myVJned OQtJ6IvACHtVmpMmaYwz2aMUiJQ6OaTl2Ds0qKc+OkGJ4KJlCnIgMAIjIGovt2/HkI7rGJlUuqFW KqdY2pD1aIzeaI55updE8ERK6gfsiZxwRqigCqpvFqqEum17hqjHMJEVWQAX2aAa+qpxCp6ROol2 6pB4CpHZN6aKqAj/TLqZn0qqwDqopUqqyDahwCCIQemqcJqjfwmplDd8HeCCkUqPoROt4gg/fml+ fJqSLRqoruZmwBquhQqu4xqsxeYMkVmSBuhR3uVdmTpFcPmA+1N51ASWJSSWvDev8bqtL6hgRWCp DwqotEmu4mquwkqwBvukeSewq4mwBRuq5DqoDkusaRoevWqNo/qwBjusE0uxCot1DEuZGfuwwiqq EVuuGjtzgxeyVTmyJOuxw4qyKVuxrtGpLOmyFBuzJnuwpVqyM/uxMHKx/texOouwEluyB+uzJEuz piG0t0e05gqxv4q0SluwTNsZTvt4UJuzojquBJu0OBuuV0sZLHuH/2GbsB6bsRFbZ1YLtHRXtkNb tUY7smBrAl+btr8KsTSXtX/nsEbrtT3rtSYwuHebsHLrthRis9Lnt1QLuOX6ZoNLuGpbtYHrsWmm uFo7t0nruOAKuZEbuZMraOI6toqBuYXHuIE7uYL7uZ9rqJTrtZfLt3E3t13LtqvLuq0ram27t3AL eJrbs3QGvCCAu8Rrt27GuqNKuaRburJ7drTrtVPrucU7vcgrsaOLuIlrundHu8m7tnBGvbgrvcYr s1Krc9o7uz67uVI7vMbLvuAruccLusFLsWx2vqBXuIL2vvpLvJ17tOVrvs1LdS4LtuK7vwY8vidr snhmv1uXt4UKvP8HDL7xG75T+78uF8DK1rtOOsDQG8HTu2oFjMCVO66khsGWdmsWZ7uPG8Lt+2vu W7wVN8GSi7JUK3ImDGkpPGp0e7QvLL/MJsPVG8Mv3L9Fi70rK6HShsIw6pJ/e7u5G25ADL8cN8T+ S8PLa7FK7GuXRgSTeW/e9rffG8Tk1sNSDMW5a8XAS3Fnam7nigRZ7G4/97U8zL9KTMbtO8bum8By THCu67rs9sZmqrJy7MQ+vHZ2nMUyvLl7zHAF18cDucZi58KoWnAmS8iSy2l0jMmtm7o1zMhT+Wyb Rmue1rhRfMmulsmnvMkrrMCeXIeODGclEMuxHHmDXMo1d8gO18P/itzJrUyNrivLwMx4tWzHxpvK dHx0UbzLrNzLfQACwPzMTzrMH1x2pVzILKy+vMzMeuBmzyzLwkzK1XzH4RzBSFvE2swH3NzNJfDN u0zMHmzA5fzApXrO6OzM3Rx6a2vJ73zA8Yy09LwHb+bNqJnPLLzP+ou/ovrPAN1p9dbO+xwCIeDB d/u1Cl3PSADRIXAE3hvGBozRJhDR/FzOFF3RgoDRGA1rGz3OuAvRn8vS+zvR/kzSf2DSIVACJ91v wqvSBk3HtZu0Mj3TEA3MN03JgFvQOw3DIr3MP60HQd3NEI3TRa3THQ3S/Lu+Sr3UeNDUQv3UXOy9 43rULU3V1buz/9mM1Xeg1bLM1VA9udPr0vrr0RRM1j1r1nuA0Wmt1v0Gtl9dvG79vn3tw3JtrHSt BjSN13kNvHvd1m8t1k9M1oI92Gtg2G6s14nN138duZd9xpUMu5DNqymt04Vt0tQ7wDzc2YEw1Gvd ve4c1qI92js816btByZt0xmN0o4t1SGdvkcb20At1Botx3QG1oBdyY/N25Fd02k92Z8t3HdM3MVt 3Ghg17Es2UKQtzyM266t25MM3XRQ2KrmwMH9zvOb01fM3Wygwq47zaG73eYt27Xd1a9cZ09sqO1d CDSdBFssvo5c34rQ1NTd0OrdxvyNCN79aKt9vAw94ASO2lCQx//5W70KLgoODs9GHOGSKbkhbeGe kMfkXOEavggcbs3JXN4fjgchDr/VC+EljgnsO8HXTMUrfgnx6+Du7OIeHuMtSrgoLuLGC7o4Xgkz juE+DLo9Trg/TgktPrzSC8T6feNHzqllLL8H7eRPjs6FTOQvXeWSScVSnuVa3gg23uXyzb9fDua5 K+RFjuY+XuYgjtRpnuLyy+a8SsdqDufGK+d/esyJzOWSi+eHUM17/uB37ueEgNtGveaELgiGvtqI nuhLyuhXLsFU7uhpgN0cPc2UXs+QvuZSPemZbmv8zMVT/ul5sOlG3tXvS+KkXgXwjNKMruqrPgWj /tup7umx3gViFJzg8C3ptn7rWiDGj3npFOzrchC+UjDmKk7scMC6VGBnw67sy37qzR7eTwztbiDt 1EbGz23tWDDoWjDi3A7idhzujCDD5P4Ig3vu6r7u7N7u7v7u8B7v8j7v9F7v9v4MQQAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0002_image014.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhJQAQAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAh AAwAgQAAAAAAAP8AAAECAwIzhI+pF7EPVxAu2jdparz77wliw4jmiabqaGTrC2tuTKNNjZvOnL9k CwoGdZdiSWM0chQFADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0008.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 2 in Long Division
4
2. Multiply
= Mom
8
= <= /td>
=95 Multiply the divisor
=A0=A0 times the first
=A0=A0 number in the quotient.=
2 x= 4 =3D 8
<= /td> = <= /td>
=95 =A0 Write your answer
=A0=A0 directly under the 9
=A0=A0 or the number you
=A0=A0 just divided into.
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0008_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhQAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQAGQAD/WVIAAFlZfZgAFoxzWrH/0NEAd9GENN+lav8AAP+zs//R0f/FxeL/6f///wECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwb/wItwSCwaj8ikcslsOp/QqHRKrVqv2Kx2y+16lYCv eEwum8/otHrNPofb8Lh8Tq/b7/c3fs/v+/+AgV16goWGh4iJil8Bi46PkJGSgI2TlpeYmZpVlZue n6Chjp2ipaanqGykqaytrq9Qq7CztLWosra5uruRuLy/wMF8vsLFxsdnxMjLzM1Uys7R0tND0NTX 2MXW2dzdtdve4eKn4OPm55nl6Ovsi+rt8PF/7/L19nP09/r7yfz+/3LyARxIUIrAgggTIjmosKFC hg4jDoQoseI+ihYzysOoseM6jh5DigMpsmQ2kiZTSkOpsuUyli5jCoMps+YumjZz0sKps2cr/54+ g5oCKrToJ6JGk2JCqrRpL6dQgTGNStXQ1KpY52Xd6uoq1690vIId20Ys2bNozKJdO0Yt27dc3MKd e0Uu3bsG8eoVZHeNhL8S9ubsSwbwXw2IE/8VHJOwGAmJI0tGHJhxSsddJmuODNhyScxaIG8erbiy Z42gsYgmzVqD6dMVU1c53Lr2a9gOZVNZXbv1bdwJdUvh3ds38NySaEsmXnz18YfJizdP/Byh8CfK WTMnLfp39YuRtkvn7tr7d3vXm2TnTN43ZfPn46VfImGD5vX3pcOP326+kvqlAdibeOxRxp8+/iVB 218b8IbfeJE1eCB6jgBWXoOcWQjhZvtNOP9Ogkcolx1g9hHomnaJSeghPCAacdh2EnhgX4nt2dbh ity0SER9GBL3lwf1CVhjfog1eCOO1+g4RJAj/ugBkBpsYOSGk6mIpDlKCmEYezE+CSRkQQ452WpB XomlIkxy6aWXhklJ2Zg1lmnmSGhO+aaTa37pmpsnNkemlXPmiKaF3XWZJ5t78ukgafZRBmig2Ci5 ZYCHHgqZlD0WqBmGjh4J6TGSvvieoZWueZiUYC63GaflefrpTIlMCmappbZJ43urstrZq9OEiiup tLJpGIN9csfnnq7yyouOGoJpWLBP4ilsn7dmeKycyjbDrGLlRQsYtLU6+CCqij2arTEtMif/Lbhf DkuodmkWmey5OxkCY5fPhuvut6kWmyGP3ZlLr1T2+rjvt6biG4K73vZ5b4M9CjzwsobcZ6QEC0/w I7DehrAwwg33qy7Ezk6MbiELjhrjXxmvaynHep5aHpdT1meyNih31ym+ILNbqagn+tjqrjcTHEiz F7rsM62pilbigmBePG/R5AhCqLNGLu0z0kE37SzRVOviH9LDar11wDOLWqjEYcMydsplmw1us0+/ mTa2bdvydqYkwix3wiKiqvOobOf9U85eA7z13EATrnarbAUgeZZHIR41gw2+zGaefrc787+yLrbV 5KQHwAEHlFdu+dc9mxruyxEvlzjYVEl+//rtuKNeULq0SU1q5wlzHqaGn98J5ui555666gWrrLTw wP7O5JbDSiZ1VqYnf/rynviKbNbe/pXB+OPvC/3B02s6dU22a89994M6L73H9HucL+AvXuz7fRes 31L22tOddRaxIExFD30wa1Pf7PQg10ClfQF8H/wG9SLFCcswHcjg86pXvaRZq3CDCSDuJLiJ1O0r c2zKgAQyyEIJZIBpHOQg35ClAaUAMHnZI2EJK4S+NamwhS4MlgL31aqhKaooEMRhDhtiwlY9TVrk I5/f+oa5g0mtiDVET+m2yMUuenGLIvyiGMdIxjKa8YxoTKMXsUA5d/nOUC4s3xStOKyLFf9xePcI QP32yMc++tGPSVTeHvX4x0Ia8pCITKQiF8lIQ0IkS1fr4dkIJbWauetC5cljIzd5Qxxu8pOgDKUo R9nHR1KwggdjF7+cRy5bBex4miTlHwM5QkLK8pa4zCUpTYkIqA2NWM8DnJ7kdzkGOc1IF9Fl/Top SGU685nQBGRdYhXDockLhk4K03sERyI7WogfttQlM28nuWia85zO5OUhWIfKmUnpZ/cjngGpuCU3 +S9HyqQlOdHJz37ucpq93FnSvvZGhoVviE6M4T3xmctxbi+c/oyoRBGpTpTd7ZcInB7IMpoo6kHm HxAVpT63N9GSmrSQFbUaRg+2Ut8Ja3//BeTmYQASUlA6lKQnzalOQ5DSo7FupY4z3wWJl1FY+qOm nAwjUnfKVHT21KccvVAlL5Yw2aEyhjQd5UhR19SuTvSpUGUpsopaVHnRE4TyEalS6afGtrr1rXCF KycBOomrejSjggvQEHdn05su1auAhSZYCfg0S5K1gwi0jk3DGNjG9nOwp0RVtQ67r/5F5K+HZGY5 +SiAATj2s7iELDWryE7K7mqh/SkkAQpAOgMcYJAj/ONqDYAAXCaAtZNTgDMXIDkGfFIAZWxAbQVL 17qyFGpktSxqU9vH1XaRtstEHWZDAFzPjtK51qVub3Pp3AD4tpG3De5wnylaSHRQr4lF/01zcfvc 13pss4gE7ndBeVvX7tEBktPtLYG73Ubit4z6Ja4VdPgfoqbXIyElwAMkl10Ft3a8i3TwfMHL2gl7 zMHelSVvJ2dhRGKYjNklb3FDgVx3mSSk+A1w/f6b30+GN8SKdDB0+Rhe+4oyvBymcABgfN8AzFjA nDhFYFjXP9MsN5b0U7CK98hfH0N4kfj9sSI3vOQkLzgAVWakgg0AgRwz0gFS5qODsyzOEZP4tI3Z YwIi8OT6dXfHn3QumQvJ3w7T7782/iR+GbDhDEeYzYZ88TnLW4ojg3OPC7Bz/ZqsaET+l8eqxW2j +9zoQ95WuJRmZAIq7bEotzmfZjbcEf+my8dMu5i1wlUkjhuN41Q3csuvNTUux+zUUIu6CKRG9OQg ncju8rqPq5YtbsOcSPxaV9a3FPSgbX3rajRyw8ReJH/nTGPczrm70Q50AQKMbFl6utYDbrYScr1i yblaz5LLdrXN/ekQYNu9MS7Aj7t93QVzOrTMFje56cffXyeyz/5285XzvMd3M7K69aP3jeUNb3MS 2nD7djeq261qayuSxYrGsbr7yNslKzyU+D23w/Pd7IhHueGnZnevh/1pjVNczAUQeQg+Hmd7P5bk t943ra/L8innto9NljmdCe4xmm+yviiP5sPztu+Qvzze6U56IV3O79Ldm368tbPR/Rv/AKED+Rni TgK5kS5LDBPd0VscgNmlvl6vbz3CNr95uMM+6l4vOOBwj7qGJ+d1MT/g7EX3MinJLvcg090IuUb4 LdcuS0b/W41XL6TT/bn0tpF6z9wdONs13XNE9vmMkfejhCNa+bBNN+u6NLgoP4x3rEM+lIQvPNgP j2ttUxuU2H462lt8y7cXu+u6L/Pcae/sP9729rjHbd8rrvLeCz6Uoyc9zkW91OM/E8fIN6TZg79I 31ua4RItPdWQeumXL2DjhQQ49AfO/e4/H5STl/7wiX+Bmpafzn7eJJ7b7/fm59L7qhV38md49Fd/ 60ZGgJdI00ZfkvZMAGh84Bd+0wdx/2rGXmOUfaJ3Za3HRyy2fKT0gH4UfwM4ewUYTm8GYgwIfNJG OhsoSiDYf6EnfARIfxF3S48GWji4SOJXNDVISjuXg0DoSBPIdBLFW+gXhEC4gzfTg6vHWi2IhJ+l hCbDhKEkX1B4haU0hJbnT5iHhV7IVlpoev1kbF9YhjwVhuOHTlvGf2YIWFI4MVR4cE/YhoH1hgMT h3SYh4lkh/SCh3r4h7OEhjwIiISIb/NHfHGViIq4iIzYiIwoiAXIFQQWiRtBiYIxiZbYH5moF5i4 iejQiZ54JqE4F6A4iuFQiqbYDaiYiifBipHjimuxirDYK7N4FrJYi85wi7jIDLq4i//I0Iu+eDLB ODrDSIzFiBXAeIy/kIzKeBPNWDvPGBXMGI3fQI1OMY3W6DbZaEPbmBTY2I2s8I3geAvjKBTiWI6l cI7oGArquI7M447sA4+DIY820Y70uBT36AcUsI+8mI93sI8AGZACGQz2KG4CCQIImZAJKZD8KAUM CZCTUJAe8pAD2QQBqZAYmZEIGZAWSZEeOQr+6AQMqZEgwJBJcJAkmZIb2ZBGQJEquZAceQgSeRwX +ZIYaZJDsI82uZMxKQQjuZMaWZGUEJInqZNASZIPeZRA+ZNKqZJC2QczeRoA2ZROWZNUWZUUcJU8 2ZN7EJWMYZRamZJgGZZkWZZPaQf/XrkXY1mWbNmWbgmTLImWRHkBa/mWdnmXWgmRd5CWdDGVePmX gNmUehkWIemXgXmYiCmWcRkHfAkXWZmYkBmZCjmYjOmPdSmZmAmYlFkW+XiZmfmZd7mZa9CYa/GY oHmamrmYakCaZ+GZqPmaZqmaaXGPpgmbtumWotkP8uiat9mbgimbZcCaYMGbvlmcS0kBqrCbtWmc zKmUuUkGwvkVy9mc1LmVo7mb1ZmdR4mcqwmPxKmd4AmcYhCdW/Gd4Kmd3Dmb7mie51md6amb68ie 7dmc4ukF5JkV8jmfxlmfXXCfWJGf+umb/BkX3jmdAXqeA6oF/vmfB3qgCZoFC1oV/wDaoLD5oGyk nBQ6nxYKicNooBlKn+8JnfQ4oR/6mRt6iOhIoiWKmSc6g/HpoSvamy1KggUao9Q5o1MQof9plTZ6 mziaF52poj2Klz8KpCMKo0NqoiEqorSZpAK6pG1Bm0jqpJJZpEZao1RaoVAapRiapVranV3qpai5 pVyKpWIKmlZ6pfF5pqeZpmpajkLKpmTpplGgo1ERp3J6lc/JpOs5pXmakR5pmIC6p3z6on9qkwBp AYpqAQKpqEm5knT6puOIpza6j4t6qYtqqYyaqX4ZqTkapod6kxSAqaRqqYmKqVyZnGYaqpBKqqU6 qqdaqvgwoqwKl66Kqqaqqa7qqf91Squ1WpKjeqvByqimuqnCyqtPYKd36qdUOqyXqqucCqvEequO SqaFup6s6qyc6qi4aqzQ+qqqCqpsqq3cmqnRGqzoSq7Paq2MIKV/+q3GWq3cGpDlSq+7yq79GaR5 Cq3aqqnp+gHouq72mqlgeqRyyq/OeqqwSgEf0LDpuqu4mgbKKqEHO6z+Kq3ECpAN67AXy5ARq57u KqYIm7EPu48bu7GBqq7IuhCWyawfyq/Vaq8me7In65H3CrIhm6UJu7D0qrE0+7M0W6yoirM5m6Qw m6sxy7BAG7RKC7DxSrDw2bLNarEYW61Le7VNC7CJarFEq69GW7IBebViC7QYm67/UVuYlCqjCruw Yyu2WYuy02q2ZjCx0imodpm2iCqzGbu0M8u3Wdm3Tiu0K4t4c1kEPMqWh/uXHrupgMuxf9u4jruS KCutXDu3hWu4dqunMYm3Qcmd3wq5hvm2WguWTSu4jnq2l+uTmfuSD0kEiRubrruzP2uVoku7peut 1Wq5qYsEKRuoSvC6VLmZ/kqssyuob8ujtxuwxKq7u/u7vYuvOYmSx5mqqjuvtbuWxxuUcCu40Muh zWsFjzqoOHkEwwu6Gjm7gFqz85q7wfm9cPC8AIkB8osBwFm+13uTxYu/cMu47Hut7ksHDUkB8zu/ W2q/ZDuZfhu26su/y9u+/9sH/wI8wPR7ktabwKLbtg67vg3svw8MwBE8wGQasJCLwRgswv1bph38 jwRcn+nqsyT8wia8wSicwnUwvrybtBe8tBVAwuV7wuNJw4VQAUJsuDiMwULcsDs8tj0swz8MxH8g xFBcAURMskb8wlqrwd3rvU5MBkI8wEOck/Kaw1ZcvDF7usy7xXhQARL8xT5ZxGO8sUkctNFqxg6M xnfQxV6MuWGsw217xHIsr0zcxHZ8x2qMAWwcu3F7wXF8tYvMsdtKqFtAt8QXxbxbsjrcyHCMyU5b xoNLuIOMCB07wkjsxx8AxWRLtYE8w5+cxlKsx1srxqUcxVj7sKksyKtMyPLbyv+ITLKw3La6Krdd e8tzUMi5jLktLMq+HMpZrKDCzMrF3JL228unbLEZe53NTMi6bMy/jMzFi7CdLHbXfAiL27s167uc Gc58QMnQvLlZ+7yEic57UMjZvAQ5bMPvDM/Y/AQzy5COu8xnjM+JoLTcrLV7CdCOINDJXNAGHdAO O7kuzLEKvdCH0M2TW7MRLdGCgNANzbQoe9EYDQgaXbsb/c2x8NGFgNB9u88A29F1IMkdyrAKvNIV zdL3bNL6CNM+28v+rMo2jQelK9A6LZc9rY8oW9Sj27g7bctD7dPFq7U1a9EtvdQQzNEXnNJRLdV7 cLwuvM+le9VYbQdVDdQCCdXIs/rVYO22yJzU9mnWNQzLDx20Xs3W76vEb13ONS3XaiDN6enWd43X aaDEsTvLZe3XawDYrivYAUHYhZ3A0IzYcODSs8i0eyrKJL0EkB3ZNO28MU3QlanYanCyUbDZkMzT nk0GDksFgFvZLFvaf63WdHm8j83a4ty0iS3bE/0Bg23boKLbL8Hbv+jbuw3cOCPcsELcBGncx43c y6jcy83czujcYgPd0S3dekPdegMA2A0Ajrjd3N3d3v3d4B3e4j3e5F3e5k06QQAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0009.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
Step 3 in Long Division
4
3. Subtract
= Sister
8
= <= /td>
=95 Draw a line under the 8.
<= /td>
=95 =A0 Write a subtraction sign<= br>
=A0=A0 next to the 8.
1
<= /td>
=95 =A0 Subtract 8 from 9.
<= /td>
=95 =A0 Write your answer directly below= the 8.
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0009_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhAAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQD/TDMAAIxzWv8Ar/8zAP89nv/MAP/M5eL/6P///wECAwECAwECAwECAwX/ICWOZGmeaKqubOu+ cCzPdG3feK7vfO+rgJ9wSCwaj8ikcsk8BpvQqHRKrVqv1yd2y+16v+BwTysum8/otPoXWLvf8Lgc 3J7b7/i8vlbf+/+AgW59goWGh4hMhImMjY6PMIuQk5SViJKWmZqbcZicn6ChXJ6ipaanR6Soq6yt NKqusbKzI7C0t7iltrm8vZW7vsHCh8DDxsd5xcjLzGvKzdDRX8/S1dZT1Nfa26nc3t9S2eDj5DLi 5ejpKOfq7ers7vHj8PL12/T2+dL4+v3L/P4CCgMosGAuggYTykKosOEqhg4jioIoseImihYzUsKo sWMjjh5DGgIpsuQfkiZT/+JBqbJlJ5cwQbGMSdPMzJo4p+Xc6egmz59UfAId2kQo0aNIjCJdOkQp 06c8nEKdekMq1avmsGoVY3Wr1xRdv4olEXbs2LJmv6JNu3UtW6xu31KNKxcqXSYTTkzIW7fcXSR7 Awse3Jfc3yKDE0/AQLiwt8NDFAvGwFix43uMJGtOfPkaZB+bQwvuXO0zD9Go95KOZnrHYMqVN8Nu vPrfodS4+dY+1hpHbtmxdyPrbeN3htzChxGvMfk36uTBls9w7hy6L+kxnB+vbv1gIO2oY6vujgv7 C+0Ztv8mf8t8C9Tp48ufrz40+1nuWTRPTL9//NT3LeSHaP4VWF9g4o0XIP8r+akQmoEGahbcggwO qBmEET5HISoNovAghgW+hmBgG3K4x2YgQoigeBOWOJEeKKao4l4Jkujii3h8KGOGNSp44ycdlqDj jv7RqNmPMuVhpGREhphYgkhyEuQIiw3ZpHwjZuljlL/kSOBgMwr235I0isdlJlOKkBqWExDZppZk 6nbmJGlSAN+OYrY5ZoKU2TgnnXPkdqCe/TGZnmR9+vlnT3LEiR59e0mwlwZ7jamYmYs+0qFx6klK 6Hz8sfkkZ3JmOlKjIl54ZZGXWmbqJXE82SNjqzoJ4KvExDobgbUWOmqVRuKa6xuP9iqqhsIK4t5r swZmbKGDupqsssSG5+z/s77aNy21bnCq4n8ytjratoGYV2yITSIKJbkndVvmndhaCiycW7K7kruC xmtpZT3Wa+8dy3rL6rVh3vpvMtXmC6pgFVSgWLbWlnqwHAH3a+jCEzSsscOVQuyolv8EIPLIJJds 8skop6zyyiy37PLLMMcss8s4BCzwsaFCqu6Rw23g889ABy300EQXbfTRSCet9NJMN+200vDYfLOl F4Cp86UWSxzd01x37fXXYIctdtBRw/FxjAMTjLGs+zHGTABjxy333HTXTXTZCYeWYK+ybfa23YAH LvjgRuONr94PX9n3floPRPjjkEc+tuFrRJw4nnYy3i80cEvu+eegF15V/6zz/no5iONx93forLfu OeWVL5a1xajLCdy4zXTu+u682w177KnSq1vHrAoZPGec96788mL/Tuyufht/rF7IJs/89dgz7fzh 2jroLwmilZb9+OTfPbqXwp/G8z6Ez+z++/DHH//T25OOfEe6l6//+PULm//+AFxe/3D1P7sJYAAB TCDUzvevAgKNAAUgmQEOwDUIGgABcUtABEemgLotQGQM4JoAXNYADAJugK9y4AYgiLILijAACAQb C2O4gREGIIRxY+ENn6ZBEprQdwy0lwN12EIKPm2EOOyaBicYNAeIrINjs+EOneZEl0HxhEFkVwEJ 8ACR0ZCLEvwh08CYRP+n9bCMPgPjFMH2wZGhMWlqbBkNgWiDOtWkgE68ItCq+ESu9XCOSwOjC4XW QyZ+rYduNGMEAdnEAAwSi3Wc2P+4qMegSfGRTXMiJpXWxkr+TI2ebBoXDQCBRGZyk0EDYyjnhkJT /S8BERBjKjcIwwpGcJVGs+Ebf1ZFQ3LNiQxo4xqVRoBYHu2Pg2tlpv63gF0CTYrOTFoVGWk0HUZT mNFEmgZLiM2mJSCbPtOkLOumzEWp0Gjd9GMES7g0REYTkex02igpmM4cdhGXcivnn85ZNGFSk5gb /OfQ3Fk0HaJSmrXcQD3HhsxkZpFc/CRaGw+6NBviM2iIxKVBx6nNAlz/caFiE2f7HrqtiA6tivH8 pcgoSsgNpnSWKzViIAvwSJDKsIvgjJs+52RSodlQoJwcGVAf2EVHyhSmRm3aCOdo00PS9KiB2+mZ evrAdXKUaRldGh+diUiWDu2DlWyq15z40qiSdFpU5WVSnSqyshZ0gwft6lWHBsGyirWCOIWcVLmU 1hXeM2wbXZowQylFtxZNAL782V15+FS9njVZfSXrXMcIV6geE64/lCIIBTtMxZoypAEwLB35IMl2 NhawRU2s0vgoVDWq9q2GXawo8+rYSB6MqmAc6hhTa1muCVO0qXzAa30mW6ye9nF7jRJVl2rPmIoN mkGVWU6PJtnIJRdJ/z0Fptxc21tFrnSyQBMmzKZbUNrWlrS3RdoHyUtZ534tjrr1rHS9tsTuQhK9 DbzsRW35XbDxcb9MK+5qQwteul33R/zUIICfpkPgKg2eBQ7wZ71Gxtc91n9FU7Ddskrh1EZYwpsF W30tbNv8DrQADl6AV9Ep1A73V24CRlp1JXfgGzlwm5NFYtd6+WG6FtXBXYtxNc1r3QsTsKUuG67S LKrEDbLXaULO8HGLXGIhYpSWLFuwj734ND4C+WtRJtqMaWzkFFYVZvElWg+//EySpRnME2YwkamM Xyt7bpoKzLPPauyivo5NlXrWM59L5GexfXDFgcbeoDdUaBkuMtF5Xv80hRr9NR1DWoGSXhCld9zZ S+8v0wHadJcT6ukEgvo+ot4tokt9vVOzJ9UVfTOrBVhmV8761qys9TJxzevm6dqcvQ6211xNHvkZ +9jITrayk/3riQHFjs5+W7S1Au1p88baV6k2tgey7alou9u9+Da4vTPupYi73LQ4N7oFtG6iqLvd rXg3vB8y72fX+yfyvrcu9L2TfPM7Sf++Y8AFPvCY+LvgaEI4DSzA8IY7/OEQj7jEJ07xilv84hin +BUOrvCNdLwlHP+4pkSekpCTnBEmPzmsVB6SlLO8EC5/eblkjj+aayTmNt8DznOOMJ5LZOc+twPQ g04xojtk6EZ/A9L/k+4Mpidk6U5HA9SjbhOqC2TqVg8D1rOuE67rY+teH0XY8wH2sW/c7PUoO9qD svZ4qL3tUXg73Isy93fUPR1yv3sS8q73bvR9Hn8HfOC/wffBC6HwhvcB4hMfFcZjxvGegXzkJV8a ylfe8qzBfOY1nzvOd97ztgH9cEQ/etIbY/GmbwHqU7+C1bMeLK+PTuyvM/tw154Xrr99LXRfHt63 x/fpBj5+hM9u4sfb+K7IPe+Vr3vm3975tYf+7KUfe+q/3vqsx37qtW967pPe+6IHP+jF73nyc978 mkc/5tVvefZT3v2Shz/k5e94+jPe/onHv+H1P3j+B97/fweAfSeA0npHgHdngHWHgHOngHDHgG3n gGsHgWgngWZHgWNngWGHgV6ngVzHgVnngVYHglQnglFHgk5ngkyHgkmngkbHgkTngkEHgz4ngzxH gzlngzaHgzSngzLHgy/ngywHhConhCdHhCRnhCKHhB+nhB3HhArnhAgHhQUnhQNHhQFnhf+Ghfym hfrGhffmhfUGhvMmhvBGhu1mhuuGhuimhuXGhuPmhuAGh90mh9tGh9hmh9aGh9Omh9EWAADwhwCw bII4iIRYiIZ4iIiYiIq4iIzYiCQTAgA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0009_image015.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhGAAEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQAU AAIAgAAAAP8zAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0010.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 4 in Long Division
4
4. Bring
=A0=A0 down
= Brother
= <= /td> =
=95 Go to the next number in
the dividend to the right of
the 9.
1
4
<= /td>
=95 =A0 Write an arrow under the 4.
<= /td>
=95 =A0 Bring the 4 down next to the 1.<= /font>
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0010_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhAAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQgICwAZZoxzWtGENP8zAP/M5v///wECAwECAwECAwECAwECAwECAwECAwX/ICWOZGmeaKqubOu+ cCzPdG3feK7vfO+rgJ9wSCwaj8ikcsk8BpvQqHRKrVqv1yd2y+16v+BwTysum8/otPoXWLvf8Lgc 3J7b7/i8vlbf+/+AgW59goWGh4hMhImMjY6PMIuQk5SViJKWmZqbcZicn6ChXJ6ipaanR6Soq6yt NKqusbKzI7C0t7iltrm8vZW7vsHCh8DDxsd5xcjLzGvKzdDRX8/S1dZT1Nfa26nc3t9S2eDj5DLi 5ejpKOfq7ers7vHj8PL12/T2+dL4+v3L/P4CCgMosGAuggYTykKosOEqhg4jioIoseImihYzUsKo sWMjjh5DGgIpsuQfkiZT/+JBqbJlJ5cwQbGMSdPMzJo4p+Xc6egmz59UfAId2kQo0aNIjCJdOkQp 06c8nEKdekMq1avmsGoVY3Wr1xRdv4olEXbs2LJmv6JlMqGt27cT0tZbmwSuXbhy29Etcrfv3bzl 9grxS9gu4HmCCivGe9ib4B2LI79tzO1xDsmY21LWZvlG5rYVJoRWvNla5xqKQ6sGLZp14dL79MAd XbiCatuu/cKGdnrG3dWgbePuO1z37n95iLMuXtwu7b7Hkd+R/Pwz4+jDesOoPbq6dbfYjWl/wT33 W++Rww+c/r29ZvXBxrdwTx++L/ksCl+gT9h+L/wqKLYff8b5dwuAKBDIn/+BB84h4AQD3hXhdxUw SAuCJxC234QSEmjhQg76dcGIJI4oYYnffRgLhib0VeKLJsYIo4mZqegKiyW4SOOMEM74InVx2fiQ HCL26KOPb3G4mJBDxqHjj0ZCSSOEn1XI5Ck4knDikVJOqOSSV5qS5Qhb2rUhiUamSeWXBYYZypgi bBmhjFzCWKObb4YIF5J18ngnnp/AGeeefRY6ZXqABmqHmYaeyaWLfyXKiaAUMNpolHaeGKmkmlBq aaE9YoqmpoZx2umihIK6YVuZknqdqb+w5xafA46aJIplnhckrLHKKmqtfUaZq668WkIpmazaeema jDr3XrGTHDtosig2uqr/kodOBu1GsvGI5KzfIrotJNKSqSyKGKSrLga3ZtvfuNH6gSmVba1rL7vV igvvI+Vq6aeGrb62L7l//JptsGAO3BMg1tJpK2kKL/xHnXI+/G7EHwXS8L8XY8xIvyZsbPGmHkus sch/PVsyv4UY/GipuwYWwMw012zzzTjnrPPOPPfs889ABy300D/jADIK1pL8zr1MN+3001BHLfXU VFdt9dVYPw3P0QkirO1cWYct9thkl2022Vsn4vKE/gRw9ttwxy333E2nzUjH/bhN99589+2303Z7 rPffhBdueNmBYzz44Yw37njdVa28+OOUV1544hFPbvnmnMeNucKady76/+hZfz5w6KSnrrrWkZeM +uqwx276vq/Hbjvps8Nb++28b577uLv3Lrzjv28bvNkCDDD88lEXD23tBBRQswEHZB29AQi8nYD0 NCsw9wIzM5C1AD83kP3ezheLevQ5Yz9+AMqTzX78GJAfgPhvs38/1tuXfz7d6eNV6PTXvuphjXz4 C9v2qGcvB8zMe2ez3/6u5sCfQRB9rRPcvQjwgJnRj4PT+1/VQJjAq/WvhOkC4QTJBj6aoVBqKvQZ /QCYQcXdy4EXXFcFH5i1/s2QaiB03736x8Cx9c+FJpTeDxsYACFi0AZca8nkOJhDe0nQiVZzIBan 1sIqqkuFXrQaBw0AAf8kZnGL9gJhGD1Xw8zZKwEREGEauQc/60lvjU+z3wvVVcEiZs2BDGjhCqdG gDhCzYd+CyCsJreAPa5Lgo6UWgWX+DT9RVKQkYza9syHSaslIJPp0qIc56ZIUx3PXp3sofTMR7Uj RvKIrLzaGKuXyvx1EI9wKyWnTrkuQVKSkNz7JdNc6TT9oVGSdcRALc+GyES2EXRXa+ExqWY/XL6R e3g05ig1WYALLtNsovybLiXFSz7OLJZ/nNk0h8g9dM5RnQYEYgGc+E35dRCUbxtnosqZLvsJk4s0 ++e6VOjHdzYxnlMj3wzracR5IpRv+gQUP9nnTv5hk2o7dOQR18k08FX/kaFic2BFn8gHyWXxoGSD 5TaZps1hco+jc6woSK13z8s983QjvGXZWgpQHt5LgiN1mgAKmq6ZWpSoEL0p7aom0pWK8aUPPeRL /yfB8FENfHs0KgUDEFQaQtGkU1tgVGkKz63abAAEHStLCxBUreZ0kM78qusI2UGBvhWlZRNkV9P4 AKQW1YxlE6vhIoqnUyrUlmUtGyR7KjR8Qq2pg1Wq7pDp2Lv6NYnqdCoqiVbZppHwcIR1U/CwGjdj qvWuyZSaIIPWWZdelqSvAKvTtmdNO2aWbDusbdXcOjXIRlauGpxtN+emv72GtZ2ajSZgxfZZ0EoW eMLVrSp9GjaCJle5/1ZNqUMZF9owoW6Tml0ATJ3mS+Z2sInXxS5c02lcr5Z0ruw0LgLD1sf0eva8 7c0ab6HWXOcC14bX/Nlro1ZNBXKvtVbb79MEy93nGi/AFqzuee3KtB3mV2wKdppv/fve4KaQjjI0 MFft28+aUZiFy8VafzkcW/gebpLMi3F3r8RPs6kxxjJ28PMYB77x4jh1M2ZSjeWnxB8zL8hCGvLY 5js2AuLVyLCdQRRVomT6rleMHUQn+XwM5dLpWH2Fc+CJi1lTJnIZahZIc5fVhWQbVRnLZ9bwiDd4 x7Kl2QJrTlebVfTmqiVvp3Vm2pZJ7LQ75xkDe/5Qnw/XvzUOmmyGzv9zoi20aMMRcZRBJHTTIr3m STOo0oXTnxdPaGc1S/rLAiSaqld9M0jabNCsptmdY03rWt8M1SvbwhEDoIARiFIHd75IrtewWuw1 dQfBPtWw1bBaD/Yg2ZmYMq+aPYBnp1nYy17DDh/IA2gbK9tpGKMEzsttYF9b2eAuw/UOIIKq9joH 3u5VusPAPgaQYNv2xkG8uTXvMAy6BDvEnr7PHe1+g6HRJ8jowC2AbYN3oYL5LgEYF95wh28B4ijo IsXRbXEsYPwE9a7BnUfO8G93XNd3RIEPRU5ygvP75FjYMrtNAD7z2aDlHId5FSiKAInPs+c3J3nO dU4F9lFvBD0G+g3/Rl5xolth1wdF9r7j5XREuNzkVTfE1eWddZpIu+sTAXtNvi52RZX9FbZOu9rX XrMrkP3sQ4e7SN4ud67Xfe53Twnd884yvuPd7yHZO+ATIfjBE8PwHSk84gWh+MUDovGO9wPkI6+H yVN+JZePiOUzP4fNc/4ln0+I50M/CNIbZPSmTwPqU3+G1bO+DK5/fRhiL3ud1D4ftL/9KHRvj9zz 3u2/l4fvgx8U4rtj+MaPAvKTXxTmp2P5zlcC9KOfFOqTY/rWLwL2s98U7n9j+973AfjDHxXy38P8 nEH/Ncavfly3nxfsf3+L5d+M+NM/Bva//wvyr/8W8L//K/B/AAgW/wN4DAJYgCZwgAhIFgu4Hg14 Hw8IgREIfxNIgRWICwr4gBnYgBu4gB2IgB9YgCE4gCMIgCXYfyeofyl4fytIfy0ofy/4fjHYfjOo fjWIfjdofjlIfjsYfj3ofT/IfUGYfUNofUVIfUcYfUnofEvIfE2YfE9ofFFIfFMYfFX4e1fIe1mo e1t4e11Ye18oe2H4emPIemWYemdoemlIemsYem34eW/IeXGYeXN4eXVIeXcYeXnoeHu4eH2IeH9o eIE4eIMIeIXod4fId4mYd4t4d41Yd48od5EId5N4dpVYdpcodpkIdpvYdZ2YdZ9YdaHodKNIdKWo c6cIc6l4cqvYcVytaHGv6HCxaHCz2G+1OG+3mG65CG67mG29uGy/OGzBmGvDKDkXiIHH2CDJOAvF 6DrLyIzPCCLReCPTSI3VyAoBAADaCABs143e+I3gGI7iOI7kWI7meI7oWDMhAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0010_image016.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhhAAaAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAACA ABQAgQAAAAAAAP8AAAECAwJmjI+py+0Po5wM2Iuz3rz7D4biSJbmiabqyrbuC8fyTNdcYOe6iu/+ DzIAh7oH8UgLCJZMZg8JdSmb1Gf0ippSndjuSbsVWL3kD3g7Lqs15+r6vWlz4fRLQ1zP3/D6vj3t VycUqFEAADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0010_image017.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhGAAEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQAU AAIAgAAAAAAAAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0011.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 5 in Long Division
4
5. Repeat or
Remainder
= Rover
= <= /td> =
=95 This is where you decide
=A0=A0 whether you repeat the<= br>
=A0=A0 5 steps of division.
1
4
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0011_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhQAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQgICwgFCAUFCAsICAsLCwgFBQAFBQUFBQsFBQUFCwsIDQ0ICwsICwUFAD8CAn8/An9/f4xzWv// /wECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwb/wJFwSCwaj8ikcslsOp/QqHRKrVqv2Kx2y+16lYCv eEwum8/otHrNPofb8Lh8Tq/b7/c3fs/v+/+AgV16goWGh4iJil8Bi46PkJGSgI2TlpeYmZpVlZue n6Chjp2ipaanqGykqaytrq9Qq7CztLWosra5uruRuLy/wMF8vsLFxsdnxMjLzM1Uys7R0tND0NTX 2MXW2dzdtdve4eKn4OPm55nl6Ovsi+rt8PF/7/L19nP09/r7yfz+/3LyARxIUIrAgggTIjmosKFC hg4jDoQoseI+ihYzysOoseM6jh5DigMpsmQ2kiZTSkOpsuUyli5jCoMps+YumjZz0sKps2cr/54+ g5oCKrToJ6JGk2JCqrRpL6dQgTGNStXQ1KpY52Xd6uoq1690vIId20Ys2bNozKJdO0Yt27dc3MKd e0Uu3bsG8eoVZNdOABABAu8t2TcgiMMhEgcuPJgZ4zaHESeeLLhxxsdrQEzePPkwZsvBPqPRzLl0 iMqgHYo2E8C069Wpc8EWs9h1582zY8/K3SWw7c6RFfPW/ZNc69+JgwsnXnC4Ft8hSL+OTNoz84lD j//WTD05YOfXQ4HH4hu6a+7KFYf3N95KbfO4b1Mn3X69pvrPoGunTKJ29Pmn2XeRKIvth1uBinVH n4D34GfQe6YpF1h3lDFoj4NRFNiadIpx9v9XeupZuBGBpxkonIcU4iZiPBg+cZyJlOEGoIcrwtOi E61N+Bpli4G4XI0fiacffKfxOKFkNAKJzo1MFKiZhjEmeORrSi4JipMl+ldkcj36GGCV5jCphIZP anlgl0hWCOY4YiYB5YmmTXgkh2quGU6bC2mIYGk9ThmnnSNd+WaCyQn3HZ0qAuoNnm5CqeeZf73G qKJ1TJrni49SBliaiVLKjaWN6klkijx6uqhxoqIYaZagmorPUKwOymOprp5K4JNZwvkbarVi06oR uG45K3K89jrNr0TA6CFyIRpLDbJCrBrdtMz+6eyz4j3JXbW2QXttGd5Ktm1piFL5bTThykf/LrfN nvvSleVuximx7jYDbaTKerlrvY6BQl+E+nbL77uf/CvvjAeX6+3AW9xbImfzKRcxnwwfgyym8nqn 4MRJVjzTUbomHFzEiC7scV0gEwmcxBx3fDIvFz9cLoAIU/zyLzH7iRx6t7l8s2ye5LghtewW6vPP 32wCZbxFcupZyUjfdB99Gyrs5dM2R23LpB9KV3WaXTut49Fav8J1el9zGHaah2Zd9m6XrK0pn2tz 2DbZ7Imq99589+3334AHLvjghBcuOHmWjB1deSWTLK/idRIUAAmUV2755ZhnrvnmnHfu+eeghy76 6KSDDhGeBpb5H9Ek2w15uxOVLvvstNdu//vtuF9++iQqZ4loy969/mVzuRdv/PHIJ6/57pL03iO5 pP73PN78TK789dhnr/3mzPdCpJOIVXf1d9JGHvv26KevPu7dP+KonilSODKW1F+0/v345995+6P4 PXP41JHVghBiPf0Z8IDr4587/DYdAGXKaCZLRAERSMEKJk+BivhbzxI0H1Fta4DEs6AIR3g7DEqw b/+h09r0hh4QSo6EMIzh6EyIiL/5KHAphB1AJijDHvrQcjQ8hA3FpsHVDe+FP0ziD4NoFf/dsIjU imANlUhFGTKxiXyrGeDcdr4qetGCV8QiC0mFw04hMXsCGMAX18i5MBaib9H7W3+4+A8eXv+OAAUo kAEOIDs8GgABxUtAHhejgOQtIDAMkJ0AANcAQF7PjYEYogr9Nsf6NUhzeNTbHxUZADXaLpOeJMEi A5DI4mWSlKUTJCMdqTxIUsKJk4QiZUQggjNa7pSa5GPpFlnK2Qlyj5dzQGAKmbtRopJ0wgQcMR+J suaJipa0/BCfoCkC+B2GBNOkpjZpWQ87EuABgQnlN/XIStGNs5ekUyU6KTfOY9rukItZ5+fa+bdQ trKZ3tMTNaUJQW32SV+B2aZAa9kOOwpzmZZL5jBlp0p7hm6cm8ScKoFZO1XGM515dGgwAxBRZrqH d9oJqBCiKS76bHNOkTFRQAe6TXbw8Jv/CL2cMTs6OmHSFHTwjGnl2qnT0X3TABC4aE1vekdw9vR4 rpzHgYhQTfGZlJtC2NSH9oQblgr0I5dLQATKecdBdrKPeTwq50Ypz8olk6KyEyYD4OlO0BFgq51r qPaSOg8NMVU73QkAVIdAvsVUM5tWhaZLL7eAslrOmIb9XDI1yrlTJpatifWcIBsJ2dElILKUsylX L4hPkB7hOBHTK0GRAE29BXavWB1dZRmax0aGzqKJtahrSfdTPq7WlEbdHl3dkcK8xqJA2mQP6djK WLcOsriZg+3mTklUxX6VBLfNnVzn2lmQmUsldvQcPJsbulGKVaKDFCtzNyvZAiwzurjT/6xuqxs0 YZnRJNntXDJnm9bAcBe8gaFvV+2ry4cWoKPo/SQ4MVu83WYQRsUiDOlGiVycLqbBtwQnR/u73wmP bpH2DHBF/0th7Bn4hC8SjhSv5NPWkld0Fv3uRhGpOYveN3OHjKmGaSdM/XqYvUHTW0ziuzmbdjiV g7TxcgfZXBefOHN4tPGM+zjg9H3YWTxGcm4/SeQjY46tPTWmkDcnALRWbslA9nL2nmysKGOuxlb2 L39RXOXKGZPFDi4rmJEZgC3f86NvG4GZLffLHzN5zTXV0wDaKeYhb3nO5myyk3H8sz2zE5wQTjSg 37kYOxe10JRD9Gs5rD4y98rRonwu7v8I7eddClW7hSOwfOucZqQy+maOVqvxSH07IzuYcKperqIX jee37fmQuTYnkUst6XCGjq2CC3ZyOd3pV7/MzIJUMVjt22rPKVTaotO0cy19Z07kWc+ci3byTsnt z8m22sc+Ne3OeT9P14rH4k5eimtHaHSnG84bxvSYnX2y+E7Wygt4MeeIu24JC7x02l51uTnb67Jl 999jbWugOWpvzLVz4QhX95+VXWB+e8yOFvWbvj/nXV8OkuPZ1niYiX3jhmuNhyH3G7YxKeFIZ06h GJ9dwnvMavy521UTxGU9Td7z7hbI5pTG98bz93NTgfp4i2XjGpvuqafjNgAzl/oIqU7/Kavn7pAH 1zoJua4or98OlGL/ItkBZXbb8ZLKemR52kvo8Yq1ncYSpy046bvIsM+9dGu3093ri3Rd5129tlvM 3ykX+DUN3qcP8Dvn0GzxsJYwMIvvT90Z9njRpfHsls9c3yu+PMwvvvFg6vz6VHnU0Sfe9H9HfZVU r76JbhaipM+c4k+/+YHRPn2n1Kk6L//7CspeSYZLvvILhFgNjX750I++9HXs8m8bIuQKGIJmn5Ng uFlfEcj+I5ob1n1YjPhbyA5nb8pvtu87Iv0DWP/5m+R+Ryh0mHFhf1fqn4ifSkDC+Md987cEA9gr fnQAQvBm2ZcFiyE1/FcImcQARHB//xJIHvpXHA8oCKNXBAr1RxZYgG6SgYHAekegUBXoHhfICiDo Kcl0gkTAUx/ogCLoBy2IBDkVg7qwgpRSg0cQgZwgKkAzg35AgkfQUD+oJ0EohH3QdwhoBIfUSChY IDmohH6QSVD4gv+FAHVhV0lIhXuQSXs0BGCnhR+og0ZghqYSc2EogGiYLF5oNm3ohm/4E3FYDXMI FnV4h+anh1yRh3yIgX+4hdM3iIRIiHfgh4F4C4lYFYi4iKXQiI4oHpEIFZA4iUFjiU1RiZiYDpuY FJrYiYkDikXxiaL4FKXoE6R4iqOgij2RiqwoQa+YE64Yi1ZBizUxi7YYSbm4Y7voEv+42It98IvA uAfCOIyHaIzwhYyEoYwiUYzMGBDP6BHOGI1lQY0aMY3WqAbYmI1pwY0VsY3eCC7hGBHgOI60YY4N UY7o2BvrmBDq2I7PAY/NIQpg2IRwAFPat4ZJ4AD6CIEPsIAjwI/2iAQCaQT4+AQFKQ/fdIW6aAn3 F38j8FYIsJBkyAaZBJAJuY/9GAgXmY8DWYIb2ZEIuZHrYIUVSQmYcJBC4AAAOQcq+QkvaQUxiQUE MAEnmQ0CwJAoeQkvKQAtKQczqQlBOQVDWQUEQAE3iQ05mZTBmJL/OARFuQZRaQlT+QRVGQVLGQ5Z yReBwINLcJDIxpAXp4WLBIWQFZH/JkaEXVYBWeiEBQKQXWYBBjeRe0eWHjgCOVUBZHiWCWgAbHmX E8hfQjBeQ5CTcklxNviWhWkAh0lx4wSFXVaRyIaRgnkEkTkChglOHqhlexlPBilhkMlqeOmZJkmE mOmXbUkEmYmYK8lf7bRWnlmWN7maHliaYdWXh7lHYFiROcmWotmaE9aXf8mUZJAbLvaRPfiUg6mc RZBkZCiRAWmWWJeAUAhTEEUB/HiTAYeAMRaRmkmXd0kAF0CXiAmdCwCFDiCdCnCd2VkES/lTE1kA EohH2TdOGBABB4BHLiiGYdiduAefgzmeuCcE2zmaCygAFZiRy8lRh3mf+SmfK8mQ/+mphd3ZnAVw hdA5oQZKnVqIj+wJmPaJn/qZgAmqm+YlBIIEkeJ5kiH6oCeYldapmRnwoPcZny/Kas6JmSX6fxyF nYDZjX9wnEygkkNZoHg5nwUAkaeJgDCqnAoKlRDqnRjpgSlKoCfYnoJUgXqJR0raZQj4pCiKnwRq ovGnkpc5kyMqpfmohVV6pGuKlhWIjzFHSiBplx3qpBiapIuJnEZaWGjZpWHYpFOKnH15p9k3pxJY kGC5n4WqphzqqAl5psy5lduJqAFJkkD6B4vVBETKnM35AFCoAdzZSWJIqoK6kj9aqirKnO2JmY20 om+KmYhEoKRKq/HXqkUQcMR5g/8RaqhuuapTSobvOZ5vekjAipepWqfR6avLaquq+pmhOqpKaqyu yqyXSpwaio+6apAQmgAZIKYawJTZOqnV6aR3eaqPOgIpuq0cmKyZOgmd+pNEYKwJsAHO6qzoiqvz Wqsq2arr6oK4upvU6qz6yp98inX9Wq7yOrD9epf/OoEeyLBPaaRK0J7juoAaOprTWqu52kn1eq8a W62Oeq0EqbDISqjZqQFyqQCXVbLWmq/narLpuq4kWbBpMCnxqgQ5+QAQGW38SZYya7PqGqUN+5yg SqxvSgAcYKs+O6ZaKLRNq64HUKAJa61DkKXLGazL2QBIi6psSrRPibUoyqgke7H/vYqiJ+q0SLCz PZu2yAq01iq0zSqnUaquFShIGSCBATejLjuyMCusMiuybyu2dkuy1ciTzBmV/6Z9dPpNJfq01Ca0 41SmeeSBuAps7dqhYvpWX9q4D/C4a4uj40mt0dYBTxu4UAlpaImYl0unEHunpLqbi3SoW6WsZnut HgC58/m5SbC4rbm7oHtWT+uuc6ucs6uutduo9LmPgWuxkRuzLwuFbXq8WjW8vMmx4uiQRxdySmoE acSBDwaliASqCDBKmEpoH4Ce1BagJym8BOABx8W46ierwWmZgnlxRkW/jAmaN4m+6suasCq/tWlw 6Sus62sEZ/UB9tWYjaRO8ou9/5bZvQEZvoN5cuSrv8hpvgxMlgc8ttpHqPq7watLSuR7VjzKoBK2 gKSmmutrvgj4mMTJjrAQwHRBw+Ggl/0ACy2LFzssDgkAwl6gg+GqF0MsDlvJGq6wqXShxNglj5Lj xNgBxXUkxVNMxdUjEQpaj2ZwmY5AkWQApk7AxTLJqpgKsch5lV/pqZVyDAOLwDrJBRkpkV4sBgO6 CCb5xWWsBHVslLeJqkDsxxY6nTLZx8coDO0kwWj7xmPAkmogt4ZwxHVQk2ToyFapxkZpyVKAxjd7 DG36ghdQwGjgk41MvI+syECJlF5Lk5hMlKsMBZr8rsHQydrHABdsBq+MBZSsgf+mHAdbmcuc2spR cMvJKa+vYgyyrK4bMMdLwJenOZzuGbEFIpb8K6vSOau2KcjtmpsVOV71BsMTXL/u2QDavLoN3Mdx qZkPypq9aWKBWb9rmYV5yZSXSZtJyZn8OM4CDMKTuZiN+UfeLMb7DJxrSM/7SkjEyMl6CpUCWssV q54fus3fmbU9eKHPWbsaWqHoCr4mGqcQurwAGpHEiqCAnLoB4KBpKrIxylEzikc1mqaymaM6iqo8 agA+agG1e579q5kNKqJ1O4FX6GMnLdKXyqf9OZ3/GXnPudCsWaAYvaPgZNJ1y9TY7BcI3b0OUKYM jQRcuqdDTZDhucp9iqSAyqT/qJu0yrnVB9mmfmqpzxy9zBqpA3ygV1iglpqQYovDCLyZcV2CP73X Q6sh+5mmRTu0EOmnqSzYYetVsyqpKgy2xAyNxpzQheudu/ysBEu8rTqUXiyqIYuvZX3Yasyr1Qqr 7Mq8bg2p0OuoW1mlpR2r9Eu2qXy7HNjXzNravyrRqTzaXdueEpt9tl28C9jbBx3ZXSoqiLyvG3ur mP3Vj62xH9vZIZvRrzuyMaaSD3uySyDbf/uoB7naekqxrr267mqxn92sJAuWedzZg03Yhp3Kwg3e ZwuW/ArMh1sMx7y1MYy2ALmtcpvZwMy2+v2zKI3J7YneL5y4R0uGhNvD2he4/9s94HK9l1Raty2b 2UsL3dMt2z49yX694Psptuu9kF1LsiCe2CdY4TJb4s0NB6R435RtwMetVt4Juso6skVI0YwLvLHd waAd3KRaup3pgtSbvBs+ss5Lca2KrlnZyUNuvYO5uWKa16drtWuauwU+qdNZvZ8au5Xr5LS6n1fO 5RTX5MC9oJTLmmtcDJz5qeX6m+A7vy6MwNTGvUnwve3MsY6V1d9sACdcn6CZv+zrnjyegAs8zXne SCZscI3p55VZmC18v/A7v29uAAqMwvl1k+qU6AGov0zpv5ALwCMuvN5pX6DM6SFs6ARc2fXtDXht kSMOiu+Ion9cBgwuirEOyf9rUMSnGOtxwMS7bsVXDOz6wOvCjiPF3iDHfiHMIMZVwOyCoMxjAO1n 4OyVvOLzeAx7zMpo/uzsTAZ3jAbZbpWELBGaKMm5PaQ2WeNfmO7eq+pbgOtmYLPmrsf0bcjsjsSG jMqGO6T6nrl9cJTy7O5aAO9lIO/9rtX1HgwAD8u80MukHM7i+vC8bMoE7wUVv8jJevG4HQ0aHxfC YM/7C8BVRr9ujqr4TJjdXJd7TqgETauzSvJvvM4lf1b2SPPUic/h7JtX+M53eZbXDJCHDLHjvOYd a9Au77qveZay2fIIf+nUTKGkmZbjvpjOvPKU7ZuAafMjfK6Vlt/xKAwZC9T/HT32GGvKYo+kSKrC SB3oQp3FT83TCaqeZ+u9OIrjMd3Vbc/nb++i9vuqF5qbPjrlGwrhhenbTn/2c5+rRV32UN/YC9im 4rnTfK/Hdp+hck/4L6iZgX/3/CgBeYQBSLm4ec/3y5v42RsMYb/XaI2nEe+rqw+Qai2BbK2aqi/Z XmreED+mCIiolsrYljnXYRjHth+oMjuijmvWjM+tcfqUW92XTaioymnYvr/Ma+inzb+kmN+u9tj7 dymQiPr6De71DVMMqW+1vJqx/v6Soq3bFCrxZtvG1Ir+qnmFrJ2qv63hhUn/etq6yY35xk/GQIAY ER6K0cjREB6Zi8DgSDQ6/6FHarTAGCUykcNIs0wKpUzzmagEf6/W50igLp+RhuVoYafHl4nCIO/u zCnA6GiMLlFxUTGA8REyUnKSkhKxjqzITWHu8sxBb86JU5PJD1ALz+CLEbGsDe/N04zv6FSVtWmV zrX0rHbrD7PpzQ2qdg6TIIsJNNNw1jhKExbWWcOiKCEVSc6XkSphQ1oa+btZz2r3Vy0YcN1sNDm6 ktKxHj9ff5+33XmI2q5O7T6FCvglGcAGF/ows8WtmTcjfgypEkIPTrtAwbht89NRS6+KtDTq+Wer QMWN5iouC1DIzL+BglCmKkNR1x0/GbTkyZBLpKQ4D6rgVCeEZaKTHE1pAf8W6GPTPAh9YeTX6GpW rVsLIvCAQCa1NxQ7gLXztSvAKWNTliUGUQDMBBFodnt2KIAWIqmcoSUp5NaRuBPpwpFbOOgeNYGX IskLkK/Jl3o05IppENpZQUTeuLTj4PHeX6FSxpQouFgiPwRB630Q+eJkmo0HbykcF8qyVLXnIrhC 9qJmrliHFzdOyU9e0AEMSHjwktTLBs8nFngcc7Jz6JwDTIfJhADDX7L3TM4mPfbLKsGum+EODzXz O3HlG2Z+vjvN96zow1+e2qW8HpDDupfqW6655+SyDqJpJvvAHwPXa6qZXPrDr4HzCNpjQsfUA69A BgakqT/L+ltCAAxCpIX/PO68MyS5Bo+757gabbwRxxx1vJE+A2XcEZ8K6opCPCAzGtJIe5Jckskm nXxSEgImuIMACaCcJAHLzthmSWCujITGL8Uck8wy6/FSSDMT8ZKOMLrcUE0zwoyTzjrtXJK7l368 E7vUdnwPSTPn5JPQQg09FNFEJxlU0UYdfRTSSIFkVNJKLb0U00yZoFTTTj39FNQxOQ2V1FJNPVWr UVF9RIB0PvVMS/Cqgk8pWguKddVcbVRVVzSec/VMH+skgK406nKpIlBwvWzZQ2ztFVqueO1VSjGA Ra7AZxOpNkkHRlIkoWjFrXNaXQmgwNpAWe0wknPVPU6Ab7c9Z9x6yyw3/1dgGpvEpT0XYTPHcOeV 196Cr8QX1R6VAOU8VxHE9T9tCVFASIXTE2jACqxzdeI06SDkOpDz+9jA7+AwAD87OFOj1SU6RjEd kOHK8Nd3Dc4VYVQvAW0V3QSLLFYPhtj42MIWUOMSASKTwDoM0F2NDKPhtCsWQwRWhw2YOFP5gXTC Q2DrqIU4GuyaqR4FoAAw8MLnmwvO+dSdMWOvZH8dYzeqEdJEJLm6T7b2i7w9BnG9VqkiuO159Ahs AW7+ETzdZQpfp2W13H77cqqHeeVaRkQrrz1ENmKnoSro+7GazuiNpQrFUVTia3RQ1PMy31JrI7HM xYXbVLnvmooSAdjF4v9ANYAnHaX1PKMp9dxWb8P15BuvHcT6MGn+kNN03z1z3y3Pewu7Y0eDA2n4 dij8I48aonzWtyxt/avzjl6hIp0lo33c7TDKouzv2j5avCtVX8zyP94Uxj1FEt62vDCEBhLwgEjp jEOIhZAGfiI0r5kG4p6TG6INww0NkkkDK3g/x7jGcdqDBQBNJUBSxQhB2vnOieiQp+ENwQMFKgqD 4pOOFK0oCjn8kFIkhJIi+upBSCPPEOznIZUJsRgISk9qLqQgJayQhaRyYRZ5NDUuftFRWwSjcQA2 RjMeSoxn3EoZ1dhGcrmxSYCC4xzplEY63hGPlbJjHvnYRzT6EZCB7NTgHgVZSEM+iZCHVOQic5RI Rj4SkltxZCQpWclKTNKSmdRkIjC5SU9qspOfFGUkQzlKUyqylKdUZSBTuUpX5rGVr5QlHGM5S1ua sZa31GUWc7lLX2aul78UJuaGWUxUGhOZhQxmMpnZwmY+E4/LhOY0MyVNal5TUtbE5jYbpU1uftNQ 3gTnOO0kTnKeU1DoVCf31tlOnLkTnqcyZzzpqaN51hOfNbpnPvkprX7+M1L7BOhA8REAABwUACVT 6EIZ2lCHPhSiEZXoRClaUYteFKMZ1ehGOdpRj34UpCEV6UglGgQAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0011_image018.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhgQADAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQCA AAEAgAAAAAAAAAIKjI+py+0Po5ysAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0011_image019.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhGAAEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQAU AAIAgAAAAAAAAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0012.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
Step 1 in Long Division
4
7
= 1. Divide
= Dad
= <= /td> =
=95 Divide 2 into your new
number, 14.
1
4
<= /td> =
=95 =A0 Place your answer
=A0=A0 directly above the 4
=A0=A0 in your quotient.
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0012_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhAAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQgICwAGQJkfAIxzWv8AAP/M5v///wECAwECAwECAwECAwECAwECAwECAwX/YCWOZGmeaKqubOu+ cCzPdG3feK7vfO+rgJ9wSCwaj8ikcsk8BpvQqHRKrVqv1yd2y+16v+BwTysum8/otPoXWLvf8Lgc 3J7b7/i8vlbf+/+AgW59goWGh4hMhImMjY6PMIuQk5SViJKWmZqbcZicn6ChXJ6ipaanR6Soq6yt NKqusbKzI7C0t7iltrm8vZW7vsHCh8DDxsd5xcjLzGvKzdDRX8/S1dZT1Nfa26nc3t9S2eDj5DLi 5ejpKOfq7ers7vHj8PL12/T2+dL4+v3L/P4CCgMosGAuggYTykKosOEqhg4jioIoseImihYzUsKo sWMjjh5DGgIpsuQfkiZT/+JBqbJlJ5cwQbGMSdPMzJo4p+Xc6egmz59UfAId2kQo0aNIjCJdOkQp 06c8nEKdekMq1avmsGoVY3Wr1xRdv4olEXbs2LJmv6JNu3UtW6xu31KNKxcqXSQT8urNW1feXR97 A1MYTHiw3r7o/u6YYFhwYcKMIU9APO9PZAp7H2vOu5nyN8U1OGMWrbl0ZsieuYGeEZh06c2OR6e+ tlpG68uFY4/m7Hry7H14buOW3Do378aHfzer7UL48NvILzvnq/zfHefGBQuPzpt69WPMWWDnPn36 bu/fB8oZj/z8hbwX4suf/955emPhU0A3DZ++//+tVYDefbzkd8J+j+n13/+CDMZHIHhxZBbZbQ1W COCDwxhYgna7NWbhh/MNiCEuGpIQG2kKggiibyMWCEdxehGn4oot9lLiCI6hyFh/8k0w4381uvgG ezvuGOKP/rEY5Cw3ijCedj36iGSIS97SpIDQwdgfj1OKWCUrV26X45ZSThmfkl+2EmZxoxHHpZlR phnLmrpJCJ+PZb5XX2AVoinnKU2WF+NeUUYpHIN7/QnmkNrFGN2RZ/LIZ5KBKfoQoxLClqee9QG4 4KZ+WioTpsMluGmhhm5JX4CiAoppY/x9OAEGhHKaanKtTjSkZHsaZ2FeGARba4iz4pprKIF6GCVm hq047Kr10XqsLm4UiWf/nqK9Samse05L7Rq1SinupHBC6qW3lgSqqq3PltvjmeiOWu2d4rorq7jx cqIuqPZy62C+muxbZor9NogvwOm+KCnB7p767nsIJ4xpqvY6/DDEEW8UIbYWz1hvxxhnDMmVWIKM pLYX1yfyJCRjqaLJtnra48osz8Ewon36GyrNxNh886kdoyzzzjwX0rKTRaZ8ZsxKRwqssDMX/ZEd g9YLbdB7Bau11geDE8DXYIct9thkl2322WinrfbabLft9tts43A00txtC63T08E7z9Z89+3334AH LvjghBdu+OGIJ644BvDMXXJrdiOat95eL2755ZhnrvnmmTce3KHE3kth/8iVc2766ainrrrfnn8O uaEVlxPA6rTXbvvtgbduGccwG3yuNrPjLvzwxG+u++53/8jq3sU37/zzuVdVyMK970ko0cBDr/32 zh8PCJe9T4pnYtyXb37t3n8/sJnjy37++/AbL/0hNyv/e/bx56//4ekHQq7H2MPf/gZIwL71z3/1 oxH5bge3BjrwgRCEoOIOKIh2ySodwSugBglIQUNY8FMBpM0GR7i/Dnrwfw8zFvNsJ4ABkPCFhTNh Ip5VqXcEjgAFCJsBDrA4HBoAAaZLQA7BpgDVLeBrDFicANbWACDSToaNuI1f/obDsv1QiQFwYeaq qEUMLDEASTRdFcGoOP8hMtGJq4OitzK4tTFakYeKW2IYLSfEHfLNAV8rIue+SMbE4XFtenzi/HjG xmAR4AFf6+IhdYjGwy1yjokzIyQNicg+Zu6IYJsk4Ra5ti6mcZA0KyQG8BjIrf0xj4szoycNt8gr 9s2MdsScGTMZyRyu8o4BcKUgbeA4nBTykKXkGx91iTg8ErNwmAym1jipTMQd0gAQoGUxj8m3RTYT dWqcViETEIFGVnOIWexhDq8ZuC9qUmt/jOXi8MgATFqycATopuBUyUBQrqyQCzjn1vioT8L98ZY3 HGI/3dnPwQmxiQRFXAIKGixjelN12TyWKAeX0FTmsImGm2U/Z4nRxD3/k4cVFSMiyXm6iOZqooJz J0DhOcSV+k2jgBsjNf0ZTgyElHP0rCcvpYbSwGFypob7Ikn5NktyyvShBi1AIG+6OYfizqSt6ing /tjRdX4NqK8cYlW/eVU4srIAumTqFhHJUNNBVVRS/dsXXYpMsLG1jZVUJ1dz6dXCLdGTYpUlWOuK PnuKLK19q+JWyzjEoZpSmlm9KlIBd8Rg5vVyeBzsLvnA02LSNXMcXWxghzjTWWJ1s4N9bA/JOryz WgqwcA2AYTfJWc32zZ3N5KNkAScAuQZLtIS1bV93WjTUojMAs/UoZ/k6z9ZqjY9INNwRz4lbPwLX tdj0a8Z8i4E6Ene0/111rtgGwEndUrEAs22uI0lbWulGzLeLfOt4s6s5dwa3mg/wrk0Ri9m9Es+0 ivLtXUXK3szxs61vK6vgIgvd6PKWkDQV8HovW1/FAthtCqYiect74FBS9J2bk+l1nVnJmhLOnW2L 8Evte1/zIiytQlytcB2MuVOq+MEiDhyBi4ffP0k1xaob43sLl1nTiXeTE6YwZXsLOByrrqiY626B EffjpMp3t0NG8Ih3vIDP+tStl1My6po84Oc2r8ZymuhBXStHy6VzyRL+2o4tx+WYBlnIr6gsUcGJ ticPTqh0FOjq2vw363bPxADbJp3R9uLAVlK9fjvlmjHH50R7+cuAzv8XG92oNkT3+aJoDhZyLc1o +irukc8Dc5qoe7p/wvDUwRL1l0i9NVbDV7WoRrWqq+Rqxlmg1rfNZaZj/b5ZL8nVAbCAsGvNRV6f 2tdBYnWwhT3sxJU5yXS2s7HlV+F78o/Z2CY1O5OMyKou0crTvhyya0TqZWO72TTldJo16dTOfS3c Wht3i5R9bman9Zm7/tuMuVpowIEN3qmOdLyAXW90q1XdMR2nWnXtblzrT94jqrW5z+3wjCrcb9/O N+veDXCIYwjXE8927WD50FZq3IAch7fHH+TwkNubdmNUpiQ19++OCxxdESz4rSN4Nn6KLeM8D7rQ h35zqa3A5cMewiz/VTsCh+oAbBcxutx0jhEQ/5DAO4B6wKQ+9YJXfWwD6IHWM9FLtiD91kMAcRbF /rWoc73r9cbIKfMYlbZv/e1wp7gPnimBDjP96XYnO95zcHaC+PAAIkCuAgBfdrkNnvBU10EVGUCC uVNeboGX2OOrQvW3nSDjJTjlDzHf+KJv/uidb5sJzLh4E5zy8rzM/C9OD3mv2+CPsCcBM0nvdtpz 3vY0wD0Kksn7u/v+93EPPhJRMHk+kE3wx897tmfAehSo0vljg370ka93GXwb8SY4YhNjHzbjb5+X kY+BYBFQAh+yn/xjn/35ud99GFRxhyM44uhJX/pqz38GZ4d2MrB0/3SVdfEnf/+HfumHBbKHgAnI Bwt4BQ2oMQ9If/ZmD/33HYVHFu9QgbWXfBUwgZ/hgR9IccuWgW+AgsoRNjpnb0P3gjCYNhJIgk/X gkknOzRYgy2ogmrAg/cRgAJYGTmog8AnhENogdNHDj6ogTZ4g15zhJhng0tYBlOYHmATgaoBhXUH giOohVt4gU/ohWwHht5Qhcl2gMAjhkQggsChhiFhhm6YCHAYhz1Dhxoxh3YoCHiYh4Cwh3zoB374 h3oQiIK4EoUYEYR4iHOQiIr4Eo2YEIz4iIMgiQYRiZSYBpZ4iWeQiZpIhZ3oD5z4iXQgivoQiqTY BaZ4iluQiqo4g/+tGA+s+IpBIYvuEIu0GAW2eItFoYsYxIuJ4Ys4CIxGKIxlSIxhaIxZiIzJqIxp yIzN6IzWkIvQ6APSOI1RYY3VUI3YSHjbGA3a2I3+B44ZIo7M8I3kmBXnCCHpiB/ryI7tqB7vGAzm GI9HR4++MI/2uA75KCT7aCX9SCL/6I8BySQDSZAFOScHiZAJqSYLyZANeSkPiQr4WJATOZAVGZAX +Y8Z2Y8buY8dmY8faY8hSY8jGY8l+Y4n2Y4puY4rmY4teY4vSY4xKY4zCY412Y03uY05iY07aY09 OY0/CY1B6YxDyYxFqYxHiYxJaYxLSYxNKYxPCYxR6YtTyYtVqYuiV3mLWUmLWymLXfmKX9mKYamK Y3mKZUmKZymKafmJa9mJbamJb3mJcUmJcymJdfmId9mIeamIe3mIfVmIfymIgfmHg8mHhZmHh2mH iUmHixmHjemGj6mGkSmGk+mFlamFlwmFmXmEmzmEnZmDn0mDoUmCo+mBpVmBp/mAqZmAq/l/rTl/ r3l+AQAAtAkAMXibuJmburmbvNmbvvmbwBmcuRkCADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0013.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 2 in Long Division
4
7
2. Multiply
= <= /td> =
=95 Multiply your divisor, 2,
=A0=A0 with your new number
=A0=A0 in the quotient, 7.
1
4
<= /td> =
=95 =A0 Place your answer
=A0=A0 directly under the
=A0=A0 14.
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0013_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhQAAAAAAAA0LCwUAAAAABQgIDQ0ICAAFCw0IBQUICwsFAAAFCAsLDQUIDQsIBQgFAAgIBQUA BQsFBQUFAAgFBQUFCAgFCAgICwsLCwUFCwAFBQUICAAGQAD/WYxzWtEAd9GENN+lav8AAP+zs//R 0f///wECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwb/QI9wSCwaj8ikcslsOp/QqHRKrVqv2Kx2y+16lYCv eEwum8/otHrNPofb8Lh8Tq/b7/c3fs/v+/+AgV16goWGh4iJil8Bi46PkJGSgI2TlpeYmZpVlZue n6Chjp2ipaanqGykqaytrq9Qq7CztLWosra5uruRuLy/wMF8vsLFxsdnxMjLzM1Uys7R0tND0NTX 2MXW2dzdtdve4eKn4OPm55nl6Ovsi+rt8PF/7/L19nP09/r7yfz+/3LyARxIUIrAgggTIjmosKFC hg4jDoQoseI+ihYzysOoseM6jh5DigMpsmQ2kiZTSkOpsuUyli5jCoMps+YumjZz0sKps2cr/54+ g5oCKrToJ6JGk2JCqrRpL6dQgTGNStXQ1KpY52Xd6uoq1690vIId20Ys2bNozKJdO0Yt27dc3MKd e0Uu3bsG8eoVZHev3yR9/womEnjw4MKG/yKOw6Exh8QdF6Nx3BiE5cuNIVeUbIbD5c+gLT/W3JDz mNCoPzsmndC0F8+pY2MezRqgay6wZesGQbs2v9tZKu8e3tv3PeBYcg/fXdz4xk/KlzN3ftyTcNDR peemXg95lezSY2/nDs/7lOu6wYsXTb6deSnqw6/P3B7deyjoVcuOr5938/rd3OcEByGglp+B4f0H 4EmZEDibg8vxJxpmC47UIGyNhaDcgfJ9pv9hhd4IyIRj/mmoGokdpqYgiNGIuMR16DlWIH8S5vYh i9i4qERl4HFAQoEz7qfdijgioyMSBJoYXWMkEAihkOtZpiGRRWpziZMxMklCkyCEMGWKod1YpTNH HkGZfj5u2aRnTkKpImZijvmSJViiqaaalHk5IXZuOilnM2UWUeeEWt65Jm968pZgbn7+aSSdJGKY pqF4IprohrIVKFqcjs40yZkPUkqpZ14q2R9qJm5KZafffMqjaIWKemdlXrLJJ6qM0seqVK4Kx6as suYZJKyp1frgrrxK4uuvwI5KWYaKppcooqsi+5OyvvrnWLNbxtqtrV1Ge+K0jVqbS6BCMOr/37fe covnhhwaq6q550aSXbvcPvusuCoO2mW19JYSaI9pUgasvs9yiaGBGaZabsCvDLwkwtvOWnAJ+n4b LcEaKskpxKwEauCUHGDcAZOTWlwCxhVrDO69HbMJMMielJmttj42ZjK+FovKI6n+ofklgTRH/MjN WLKbsrs+v8yvovoW3ZUjKMo8JdNYdwu1lNoSi6WuUpND9c8l8py1swtDbevPq3EXwNtvM3Nk1Tgv ffbBGM4o89Zl1wY33CIEjq4qYy+c8N3uVq33nj9/vNffAQQuueSDE75Ihmtjjni+KFp6s7aOz/X3 5KRT3uLRr8qoIdZ2o82vjKlre1jptFde/xbqPE5Zq7N4Gto6u0GfuK/sgkVO++S234472y37Hqzd mCOKXeaUHWb88SIkrzzuUh7eLdPeRt95jEHPPNbb2Auu/faow2ow50unjPm+w19GsvlZoZ9+9gxi q+rVSvuAAAWIMN9RDHbkY4/orpe+9cXBdst637dWRsGVSfBdkSLZ/XrkAfw1RX/74x83kuerUsXv gK3LE+y+FLzQeJBMkIuhDGdIwxra8IYMrJ3xcMjDHvrwh0CcIRZIGKkkye9ZI0giz+gHqujNplYf qaAUp0jFKlrxilicYg5L97aVdTGLYAyjGMdIRjBCRHsIWx2ePsCBJLqRAx/A25n0Ra2ttf8pimXM ox61uEXkBaCCf9yjIAdJSCyeERMovBMb3wjHZqkQYV0TlgLNEchCWtKKINThJTfJyUIe8kqgw5ki B0jA532tVmmco3Dw2MlNZpKLlWylLGeZxU/2CoEShCMBf3fADZIskkpiJS33+ErSfXGYyEwmBW1p L+YVkHVzvN/Q6AgtsI0jlsoMYzH9mM1uIpOZkGAixcCHMvc1TGbnVBVv2IFNb1Zxm5RrpzvnaUlw js1rz9Jb4lCWK/ppEDaodA8939nHeA70oK6syy3JBio1Nk1LbYIVKlVXRM+UB6HLLKj6MMpRQtrz cnVDZ9C89NBCdc6EuCSRnl7YIozCc6P/HY0pMRWqLFVZjW0bfOaa8olTccZDntl8afaAKtOi1pKm 4SwfOlGYUpOi0HNFBMFGlDnDBgbxqljNqlb/lsePJmKpT01lLr9GNkttUKpT9aZQj2nUtpLRq4hg XkglRdYL0tGcFFtnWqmq0aG69a9lhGtcmSqpiRoxVvlRJTVZOg2icnKtjgWsZLWI1GYe0KaEZWr3 cBk6+1xRAAP4GwEKENi+Zk+PBggt3A4gSwS8LQF6VAAPF8CAYQrWVXMFK8VQ+aBH6gOooJ0hAWpr RtOyVYzBbQAFZRsA2G4yuM3NY2pnS9xZ3lZZeptmZoeHwotQEbrCJa0h93dcMaZ2tFJ0/8DbWHtJ 5ka3jOrlIXtpeV3LGnFYuc1sBycyRQE84G3KXZl/RVtdPlp1j9N1bgUH/F5CuhZuCkbuf3kYYPpW dhPCcuZ2q7df/qY3APOtYHzXS0XIhrbCYxzwcKk4XfQOcroQLuN0UTxF9a7YthfGcF4jSNj9Mvaa UvRviKXo3htLsaBftHGBw/jgIVOQwU4mo38JAIEYk9EBRv7uf6PcyfoiElS97e5DpGiACCx5waoN AI29CEs0g7iMzI3whwPgYj2qNwEPbnAYBWBmLM44mV7WBJiZKhFsIkDOU3QvotkM0zmv+bOqXfTK 8ixpMKaWtpQmowEqTUElAzrHqeDxs/8sElkqZrrEfq3idGlr3khbEcasLuOUSXvq526ZqqBGxWOW 2kHa/FigZMzzo72IRegOm8WuriJ0syxG9Qa41pf886et4ED4tO3Xxynjg5lNRuZyGdkkVrZquZ3F 1M4X2pb09LQ5EQxs/xS+b4u1nd9GbnAHQN5BHrd4kTsAI6ObkAPm9GNzHbZqwBnAgxT2nidc53zT e99hlC2K//3ifkMcx9QuuBJK7XB8S1e1366xlacI43pX0bVDprgg1etxC2dc4wu5Mp0v/vF4n1nc 9L55yW8ubo+rXI8B72agQcbxJ98a4OPmualXS0X3ttyKCmj4pEdeyPPS3OXshvkRir7/MpYrPcX6 HuPOlws5gVfQtYv+eR69LnSCa5zrVrckg6UOxhHDrQFzv/p3B/B0tUv5v2Yf+Mu1XoSiD/jYsma4 3rUNt6f39wF0n/pro21xtbq94EWXuK0fbklFMzmIgb8i29s+eMIbPIt35mTeq570zwMx9MoGvDuH Lgi7J6AIeQZxTUqN9k4ue/ESvrsYc99D2CM78hjP+iXmzgAiSGACdG7+7v08gJDvcdlfD+OIrR9s qq/83tlvJe0FIQAKQF/NQzBABf47XJs41tyyhK7jW23zTfp94XoO6uUVIQALxPcAQ+AAF8B+0icT RAV/sgRj3FdsDBd+3Td5hBR3s7d//4nQfxgQWqPlARZIgOmnb0IQXwQAggzwfwgBVJf2dQhgclik cNfXgJ10f3UHfvM0foHQfwwQZx6waSomfa5FW4cnBN4GXQkwYwUhTyd4RbJlfHOmggxYfy/ofXkU dDNIgYhgg6vGABJQADuogYD3geDnAbI1XAMGgAlWhCSXZjaEfGDkbQiWbK0Eg9Snhsn3DJlggyp2 ARnAhdGXg6F1ex7gWhkYhgwwhnzYXGZYQTCGQwsYewgHb07YWlAIb/M3h1OwPjb4h3enh+1HhB5g YwUAhtFHiGVIELEEXjiEeNQng2LkXmqWTHBoRVI4haU3CZcYXO23hQHnhbQFimK4Zf+F6Ice5k7x hYqTVYxHRoWHcImg6IdbiIk++F8NAISh6IujGIzdNIbGmI1mhIyFMGK3V2afaHe6V4gz54VvowHn FwAbkGbRaI3ZBIgOqI3FSIPmwnWXlFzymI/vxI0QY4+dl39RiIZyqI/ix48B44+ElHqCNGDyJogE iWuzaHoI+X3E2ISIpm4PiXV0aHqEoUxTFo+ip4putogZOVMRSXgTmUcKUJFZFFxc5pAlKUv0aC0p OVDT9ZLRF5MyaZD0UpP01GJntoM6WZAnqXU+OU/Q5WQJNpREqXwc6QFbFZVApGiQI4hSeZVYGZU8 +ZR3kIgA6IXtdw7VFja5N1xe9xH/XBkJxId+7JSWagk57YiWbgkJ4viV9jGXjjBlA/g3dklJeMl/ FieNq3WXf5mMfUgEtieWhXkIglgEIxaWFrKYgnCTR+CNfimZgRBfwEgEUHaZmPkHmokETeaZn9kH oXkEwbWZIVKaf0CZR8CJkcmafRCGn2gEPViA4TCWRRNcu8iZ/YabuSmbf2CLtYmJkHlNwgkIiViO cpmcYKGbznk60fkV0DmdcmOdXFGd2HkM2uk2Wfmd4LlVd9Cd2+kp5VkV5Hmev5Ce6nkT7RkV7Pme thCfEAOPX6Bk8ymfccCKx6kFQJmf+rkGqdUAjwmcWMB8ABqgbcBc/YkFBZqgCroG/yLIBYnYoFMT oWwwoVowZRq6ExiaoTm3BVhWANtmoBf6oWnQoVeQWrdXohCKomagolXgX7vooq0Co2ggo1QwokJg ox6Ko2ego1LAokPgo7NAn/QipFBAowVopLCApOaipE/Ao0UaojcKpGUgpU1ApETgpEaDpVlqpVPA pLgnpkcKpmG6hzuagWWqpj+KpmKgpUrApW1qodcCp3Fqpk9Aprapp1+Kp14gp6L5Q315p4DaBYJ6 BGtpQ4UaMocaqH6KBV56oo+qBYkaBZNqqJWaBZcKBZnqqJtqqZF6BZ+aClBqLZ36BKV6C6GaBV7p BasqNq1KBQwmQ3EpqaMKqrMaGf+76hGn2qvuAKwa8avCigjEWqxWgayboayFxqwRcazOqhXR+hDT Sq3VWoLXiq3ZSorbyq3dahvfCq7h6g/QOq4BYa6/ga4Xoa6/xa7V4a7dAa/xKq8/Ra/1aq/uga/5 qq/Nya+k6a+xCbABK7CrSbADa7D9g7ABorAFy7AJ67DXUK4Qu5UTqwsSW7EbibErobGNxbEb67Fk ArIhK7LXSbJzYrKPgrLcqbIry7JW4rLmCbPJIrPrSbMza7MWi7O8cLE6C5U9m7M/+6JB+6dD+6RF +6ZHS6lJq6tLy7RNy6pP67RRKzBTa6pVC7VXS7VZq7VbGwo8q7Nfi7Nha7NjS7OoZSuzZwuzaeuy a8uybauyb4uycWuyc0uydSuydwuyeeuxe8uxfauxf4uxgVuxgzuxhQuxh+uwicuwi6uwjYuwj2uw kUuwkyuwlQuwl+uvmcuvm6uvnYuvn2uvoUuvoyuvpQuvp+uuqcuuq6uurYuur2uusTuusxuutfut t9utubutu5utvXutv1utwTutAQAAxgsA4Zm8yru8zNu8zvu80Bu90ju9WRUEADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0013_image020.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAhAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ABsAgAAAAAAAAAIlhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkxrRua8KxKGufOeFGAQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0013_image021.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhGAAEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQAU AAIAgAAAAAAAAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0014.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 3 in Long Division
4
7
3. Subtract
= Sister
= <= /td> =
=95 Draw a line under the
bottom 14.
<= /td>
=95 =A0 Draw a subtraction sign.<= br>
1
<= /td>
=95 =A0 Subtract & place answer
=A0=A0 under the line.
0
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0014_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhAAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQgICwD/TDMAAIxzWv8Ar/8zAP89nv/MAP/M5eL/6P///wECAwECAwECAwX/YCWOZGmeaKqubOu+ cCzPdG3feK7vfO+rgJ9wSCwaj8ikcsk8BpvQqHRKrVqv1yd2y+16v+BwTysum8/otPoXWLvf8Lgc 3J7b7/i8vlbf+/+AgW59goWGh4hMhImMjY6PMIuQk5SViJKWmZqbcZicn6ChXJ6ipaanR6Soq6yt NKqusbKzI7C0t7iltrm8vZW7vsHCh8DDxsd5xcjLzGvKzdDRX8/S1dZT1Nfa26nc3t9S2eDj5DLi 5ejpKOfq7ers7vHj8PL12/T2+dL4+v3L/P4CCgMosGAuggYTykKosOEqhg4jioIoseImihYzUsKo sWMjjh5DGgIpsuQfkiZT/+JBqbJlJ5cwQbGMSdPMzJo4p+Xc6egmz59UfAId2kQo0aNIjCJdOkQp 06c8nEKdekMq1avmsGoVY3Wr1xRdv4olEXbs2LJmv6JNu3UtW6xu31KNKxcqXSIUTlDIW7feXR97 Awse3Ffe3x2DE1PIQLjwu0CKBWdgrNgxusM4ImtObJkcZhubQwvuDO4zDdGo95L2ZnrG4MmUN8Nu vPpa6xipc/OtXe32C92yY/O25rsFcA26h0crzkIycNTKmzFX8fx5dGbTUTxHbv36sex6j6OOrdq7 MfAltmvgDtz8MPQjUK+fT78++9Dug8EX4Tyx/f/zpZafL/uJBuCB9wVGXv95A+JS4GYIIqiZcA06 KAeEER4oYIW0wBdahhL2t1hgHHYYB4YgarjXZCKWuBAcKKao4oiVuegKeB/KGOGKkdl44xs56qji gqP5+BCQNCom5IwiMmikLm4kGdmSACrY5JOnZCffYDtyuZ6VCpKHJZRrpEbfXkJSwN6CYo4ZipYG 6igYcmdKuRiFbn5SnG4Jqlmlkl8qxiKJeXLiG4/VofnfXhPstYGifYLpZKGWHMone436aZ9/dSZG ZAW7UTqJpU1ySuWigtYo6qhneErkiKcyKdqqG7U6W5yxbuopoiPSymoZ6uVaX3K+PmLaa6/GJuyi kXJWrLHAjhfYsn/i92z/T9HmBqKmmmaYapHXMvJZsBIuGdmghIZ7iRhhykdtp3Z+qu66YZD7Lpiv TjqvIMceF+K03hK7byH9XjqsYBZYAOjBqVE2MMHR5julrhQkbLHCkDIs6Wvp7hPAxyCHLPLIJJds 8skop6zyyiy37PLLK+NQsMEam1qzZBLbxsHOPPfs889ABy300EQXbfTRSCet9NJHwzMzzZ1i4OXN 7WqmM9NYZ6311lx37XXPTpvBq7vVAkyxq/0xpk0AX7ft9ttwxx102NmGtmCusm22ttx89+3330PT za60Nss5Icf6Lgf44ow3/rXg9YomsbmgipgvN2w7rvnmnAdeVat2ljqn/4zldbd356inrjnkkaP7 7cIhkhAcuKerbvvtcrMeOeIbM5ixrunx7uw9uBdvvNe6A3ur3sHDG96s32R+/PTUI5384NCt0PHz Vkdf/ffgz/15lKLzwLz3f8Os/vrst98+09eDPrxK0odv//fx+1r//fwbnz+t+5ObAAbQvwI2bXz7 CmDPCFCAkBngAFhjoAEQ0LYENBBkCojbAj7GAKwJYGUNoCDf/rcqBXKAgSWboAcDQECuobCFHPhg ADrYNhTOkGkWBKEIc4fAeSnQhimEINM+SMOsWfCBPnPAxzL4NRnecGlKXBkTR9hDdQWQAA/4GAyx 6MAdJo2LRVxaDsO4M/8uPpFrGwQZGY1mRpXBkIc22A9PAqjEKfYsikvEWg7fiDQuqvBnOUTi1nKo RjE2kI9JDMAfqRjHh+0Pi3b0mRMXqTQlUvJoaYwkz8yoSaVh0QAQKGQlL+kzLnbybSQU1f4SEAEv lvKCLIxgA085NBmukWdRFCTWlMiANJ7xaARoJdH2mL4qhmt/C7hlz5yoTKNFEZFDs2EzfdnMolkw hNRUWgKquTNLujJuqaSUCYeWTT02MIRII2QzCYnOpX0SguWsYRZp6bZwFmqcQvMlNIF5wX0CTZ1C syEpnRlLDsTza8QsZiMHhs+gpXGgSJMhPX1GSFoK9JvWLMAUD+o1bwL/zp55aijQotjOXX4MooC8 YElfeVIh9rEAi+SoC7PIzbaB1E0i/ZkM/YlJkPF0gVlUpEtZKlSlffCNMh0kTIfat5uOKacLPCdG k1ZRpOFRmYREKdA2GMmkak2JK22qMa8FVVwWVakfC2tALzjQrE4VaAwMq1cjSFPGORVLZT3hPLt2 UaT5spNOVKvQBKBLns0Vh0u161iflVewvvWLbGXqMNm6Qydy0K+/NKwoOxoAwcKRD45MZ2L5GtTC Hg2PPjWjadcq2MN6sq6KXWgCgZnFn36xtJLFmi89W8oHrHZnrqXqaBd31ydB9ajybKnXmNnTl9WU aI5tXHGNlFNeuk21/7k15Ekf2zNftuy5AYVtbEHL0KJtELyQVe7W2mhbzTpXa0fMLiPJO9uhWXCi stwu1/CI36QF97Sd5S7cpusjfN43bjbk7dHYKWD/blZrYFzdYos1zgPHraoQLm2DHXxZrsVXwrL1 YdCu+dgFaJWcPs2wft3236JF13EEtpECSVzLzCYtlxuGa1AVnLUWR1O80p2w/lK6st8eTaJGvCB6 l+ZjoX0YxPQVcc8IqbL+Bs2M7f0ZHnm8tSYH7cUwFjIAo9qyLP9TqkmzrJm15uWfRXhzMXZRXtv2 TAPaeWdxLtGcvWbKO985zxzac9c2eGI/Uw/QFRL0eg9paDsjukGK1v8aEV0Iy7M2er6vCC3jrKvi kn6w0JfO2qMHFGmmKXHNOraxR0ONSjGXEHCfzLHQwLzJWbK61SG2IuAGyFdbA+3Tsr510Uadn1Jr LoenBLawH+dqVfYvkN/0Y7CXLTRiu8fYjrOhJsdIbeQ1W5zuC7fLmCkyYIv73OgO97cftgUqK2AE 3kSGHMPl3Qk69h/sdoN3tSidfOtbZAPot7/XgNoAvBvfA0fDJyUQ1CUiPOFlkOABRGDZg58H4hFv IANIgNqNXxzjYQB2CfA4wY+D3AvIPsFVTX5yLkTR4yXgJMtbjoWXoyCTM6e5FWx+AhTCXD8650LK T7DHnAedCp+euAn/NhhCox9dCihsOgkkiIDvPH0LKHzgCAhddatfvd2V1vrDv46TeZPdRGcve9rV vnaamL3trXi7d9JN97qr2wpyhzsq8q53U/C97xMBfEv+Lng9FT4lhC8W138Q718cfgmWLXkPoF2p xyPBggMgedd3oNrN/8rySZCh5Heg+cqDPgk45gGVR//50xsh9Tr4JOxr5fojzB4HDnjgQz0PicTT 6vY2sODGd2/62hcB+DTAYtOJ73jjH3+7Oci90plPe+cPAfkyEP7Wod986wsB+zBQ/uap33rv9wD8 L5A+Ccjfe/N/n/s00P764V9+9+sA/SwQfwnYDy37n5/+MaB++weA//3nf6RHgC4gfwOoSLxXgAYY fQiYfw8gdQvIeu33gPcXgSuwbyljcdiCgRDIgDPAgSjjgR8BgiFogTnAfx+IgjaAfzTAgifogi+o gTUgg+JCgzUogj2Ag4nge6sCgyNog/Sig9kHSya4gkRIDEYYfg03MgGnAz5YhE0YD0BYhXJwhVgI B1q4hYPghVfQeNUHhlJAed1HhlDQecWHhk1QemfIhkqweg3YgnCYBLK3hCNRh0sgfVPIhHp4eQUw fHgIMX9oBPrXh3lYiMcndohIiIooBArYiPzyiEKgfyIgiYHQhUEngJc4iJPofxcQiqI4iqRIikWg gJ3Ig2NofqXYiv+tSASWuH2qWH+UeAOcKIsqSIe1eAOoiItzOIO7eAOxOH+zeIHBaAMkeDJJ+IPH eAPJaDLLSIXN2IOemInTKASYCAiaeHbZeBLX+APd6AfbSHbhuAfj+HXlqAfneHXpmAzfKHDvKG/x OHbzOBD16HX3aI/e54r82I/++I8AGZACOZAEeQFQsI5jUZAKuZAM2ZAOKYoHmY/vIZH6SJG9gJAW yQYZeZEbyQsY2ZE78JEgmQMiOZLrZpKGh5IvopKxUJIsmRUvGXcxKZMzeSQ1uXc3iZM56Xc7yZM9 GXg/+SZBKZRDmZJFeRFHaShJiZRLmQku2ZQV8JRNKZVLSZVJaZXIR4mVRamVQ8mVQemVPwmWPSmW O0mWOWmWN4mWNamWM8mWMemWLwmXLCmXKkmXKGmXJomXI6mXIMmXHemXGwmYGSmYFkmYFGmYEomY +aiY98iY9eiY8wiZ8SiZ70iZ32iZ14iZ06iZzciZx+iZwQiauyiatUialGiaj4iaiqiahciaf+ia egibdSibcEibbGibaIibZKibYMibXuibWwicWCicVUicTWicRoicOhgAANCcAGB30Bmd0jmd1Fmd 1nmd2Jmd2sk+IQAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0014_image022.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAhAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ABsAgAAAAAAAAAIlhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkxrRua8KxKGufOeFGAQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0014_image023.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhGAAEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQAU AAIAgAAAAAAAAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0015.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
Step 4 in Long Division
4
7
4. Bring
=A0=A0 down
= Brother
= <= /td> =
=95 Put an arrow under
=A0 the next number, 7,
=A0 in the dividend.
1
<= /td> =
=95 =A0 Bring the 7 down next to<= br>
=A0=A0 the 0.
0
7
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0015_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhAAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQgICwAZZoxzWtGENP8zAP/M5v///wECAwECAwECAwECAwECAwECAwECAwX/ICWOZGmeaKqubOu+ cCzPdG3feK7vfO+rgJ9wSCwaj8ikcsk8BpvQqHRKrVqv1yd2y+16v+BwTysum8/otPoXWLvf8Lgc 3J7b7/i8vlbf+/+AgW59goWGh4hMhImMjY6PMIuQk5SViJKWmZqbcZicn6ChXJ6ipaanR6Soq6yt NKqusbKzI7C0t7iltrm8vZW7vsHCh8DDxsd5xcjLzGvKzdDRX8/S1dZT1Nfa26nc3t9S2eDj5DLi 5ejpKOfq7ers7vHj8PL12/T2+dL4+v3L/P4CCgMosGAuggYTykKosOEqhg4jioIoseImihYzUsKo sWMjjh5DGgIpsuQfkiZT/+JBqbJlJ5cwQbGMSdPMzJo4p+Xc6egmz59UfAId2kQo0aNIjCJdOkQp 06c8nEKdekMq1avmsGoVY1XKhK9gw07YGrBrE7FoxZLNZzZJ2rdp18ZrawSuXbRy29Edcrev2rzo 9vrwSzgs4HKCeRRe/PXwPD+Mv1aYMLmv42+Jc/SdzFkyZc93L3PLfENs5bsVOKcGDVe0NtI20naW nHr1W9utXVeDTeO2Z9y40Z5+q3s3nsLDI/8t3oy3DNSVkysHyxya8xjQWYeVTrg6s+svpoun7v3f nfHoyyMD7+LuBfR21R9jz6Lve/i55QejrwI/fP37zWHfBPelVeB0FQDoC/9/Kdj13oEG4qcgLwyi 4OAFGGYI4VcabtjdhLhUeMJbHZZI4IMlYhgZiCEKaKCKJ3YYY4oZIjcWi7OIWAJcKNJIY1gehobj QnKQaOKMGnJYYJB2JThkLDruiJaPKSoJpHJPQumiWDVyOWOMYBIoZmFZuhIlCS/CeCKSVHZJZpkP bQlklW1WyRicccqpZJ18MkkcnqeciSaXffboI4lxAWqKoCNMWaihRzqaqKIT2eFon2v++OKklMpk KaF8inlfpJLi1WkojDY6p4kwugmWjGmaduOpn6Sq6p5Jskmnq6+qCdZktHp6HK41FsrhmHMK11iw nNh6K5u6HvpgqaYye5H/HrpGuyqplll7LbasJonBuORisO2b3mri7I4yFljuu+Ym6adh6X67R7bu cZtfvZasy66mvVL5Ib/9AvKoivruS/Ak/pbQZpq5drvwL4EcbKeQE1NcscW+/plxJg2fwLGHFCz7 sbqFRCuwqbOeDPIhj3Lqsr0p11ntzMIeovKBOAfaSHwCBSD00EQXbfTRSCet9NJMN+3001BHLfXT OIQMUwDwZq311lx37fXXYIct9thkl801PFa7hLXZbLft9ttwx+022j2LsLbceOet9958w0t33Xf3 LfjghBee9d89B2744ow3PndVdVOguOOUV26535ADfvnmnFeOOM6Tdy76/+h5fz5z6KSnrnrZpruM +uqwx7516ye/Lvvtt9P+se14T+3778AHHzzrmSeO+/HIj6t7xrwn7/zmy0/cfNwCDPD89WBHv7Dt BBRAtAEHmN29AQjgnYD3QyvA9wJCM2C2AE43UL7g2hOMevdIk/9+ANa/jX//GIBfANyHN/wNsGzn i9/8+lY/foXOgPkLX9ngR0C2nQ9873KA0NQnNwEekGwadBoH6Vc80MGLAA8QGgBR+L0Fio2FFSRb AmM4LhZ+8G3sGxoNv2bDpgGQgSU8Hbw0OMJyhXCDZkvgD8PGQv3BK4EYdFsCdShD7y0xgwFwIglt kLaWKA6FRXyXB7U4Nv8NkhFsOQwjuWyoxrGh0AAQoGIZz/guFrZRbw2sl+ISEAEX1hF9/BOf9+7I NQHukFwhjKLZNMiAHN4QbAToY9eUWLg8pktxCzhkuTyoya+F8IpcM2AnHdlJr51PfqQcWwJKOS4z +pFvlvTW9N6VyiR6T35hm2Inp4hLsr0xfLUsYAoJWboguo5sjgQlJNGnzKzpcmsGpKMnA4mBYMqN kpU0Zu2QKTRphk2AxHzXFAkZzVeasgAjtGbcXGm4WFprlkYUWi8X2U1zOhN98/xjNyXIxAJoUZ3+ SyEre6fN3ZFNgM1E49ASWi4bKlKfWeQn2OD3Q4BK0Z8SHZw7mQXPGt7/0p65RF8449k+rU3Rm1pj Xxgt2jYN5lOjBWVeGSP6Nl6CFKLSPOlN//hSlopPoIzbaLA6ake4lTNsjmyjB19ayIeOy6cIxGhQ Yyo9sbl0p8vcp9h0Si4PllShh4QqCAPA1C3yIXLwvGBG2ebQtXrtiAtt6zLLKtYXAnWqXEQrJFPI ULtqFW6OLOsJH+BUctU1pIWFaV419zWKCvOvb+OkQqU20K5dtXFCpdX0GJk3udYUfSil5dQqC827 4vWsjOUa+0j7QtC61Y0pVCFSR9s2tTous6fi3flGWrajuu2IvJ3tV992WcxSdXtc2y3fDCjYkMoT q2I7rNdgSDncdup1/8rl2zjd5lDoRleOF00s4axLKdSd8qYLCK1qF9q27upNupYlq3eLuVjjPbEA zQ3gI2eaxfkO9rl7g29p97s48ipqclNkmngbi0RbDve94LWgVKt7XPuJE5BMC27WbNjXrB0xvziM MD1BDMT6mnCNGGZah036UbF5dcVuE/CGTXvbCjuwcp/Eno6VZ2M9Uq6oO9axgQHVUbmxT71Bjt2Q 8VRko1oxyULu8SUdR0H/YXjBUJbbkuHU5N8SGLby7Wp/s1xi1NrXcBqEsdaoi0UkV84CcL7clsvU 5d4S1r9aK25DBwk7OFtAzlKWpeGq5+QA3BF+bnacnwFtYiE6L4GHHv+z6hZtuTlnqc6Wg+Irm4hn w1Hac4F+5/MMqMYZ9jnOlQ41R4XH6qhxsmiIRkCrZz00P9N6aqqOXBUSrIARuPILfoZDF9PlyP5e FQzBfsOwiW20AYgh2YPQ9RuKzb9nw1nY0n4DXA0dBmg7I9tqeKMEYrtBZF9b2eBGw/gOIAKv9toL 3lbDspmFPwaQAK727kK80zDvYMW6BEckn77PHe10iwHSJzhivrewbzT0+1QhXDgJ2DhwC2Db4GGI OArSWPGLY/wLGj9BvTuO7o9/AeEnUCLJC25yLyCa3SZgn/xW/u2WewF/M5+4PxEAb4LX3OZdwB/4 RnBknvfc4iUHuhf/EhzRbvtc3kr3RcPP8PCoG2HqNrE6L7BehqprfQhc58rXcRH2MHh97D4oOx3Q noNbu/3ttYYzrq1wdrbvQO06sXss8O6FuusdB3zvgt//boPAj4LwrTD8FgaP+BkoHguM71TRf/Br wD+d342HglcF3gNN5+DxV4h8mc43gIAbfQfd/fzlHZ75KAiQ8zswveqRzvLWLyGRp89BgmFf+NVT 3fZNwD3qCSt8y9P+58BPQvFz4ADw5ZD3NQA93ZN/+3rq4Hz2fn7uo+/7rFNf+dbHAQpnrv3Ze/z7 Rli+DZoP8/Ib//zoJ4L6aYB9oof/BtKvgugBNX8ZjP/07od/3dd1//F3BP0XA+xHAgHYe8cHdQVY BAf4AvWngPfHgPD3gD4QgS3wfyWwgNzXgJiHgUOggSyQgB1YgR94gSIYeygogQUgcfbXX+aXdCvY AySYAhwYcy3oeAModjWYgTvIAtSWYRZIgz+oAze4cVHzbjSQf0FxhDYYhDbggU3Yg2YHhTyQhDJA hTwIgqyHhUgohTXAhTLghNgAhmEogz1AhjFghuGAhswnhjTAhjDghlGwf3DCaz5Ahy9gh1CAh0PS Q822A3zoAn5YFHCYCIeoCImICIu4BICIgY+oBJH4gJOYBJWIcZUngF74e424dN4DfVXYid73iVuQ eu9nhKZYBbKXiv+1t4pUsHvbN4oqCItN8EZayAKXmBS2yIrOJ4eGaIVr14tSUH+F2AK72A3ECAUc eIy6KIx5t4xMYILOuALJaASZWDcTSAHVqALXWATZiDM5yI3AiIzQ2HfSeHtDF4Oi2IW1WIC+UwTb KALdmALfSAThSBXxOATjSI/l+IykSIDpaIDrSIFqyInvOJA7MI/sOIvuqIoKyQP92JAz+IoRyQND uDRM+JAWeZE6kJFKs5FleI6C55FMUI8ocI9NYZJLgJInoJJCkI/S5pImAJNswJJKQJMlYJM+IJO6 ppMkwJM94JORA5R+dpQkGXo4mQRASQFIKZRtt5Rq8JQBOYxSiQb/T9mRV2luUKkDRGl7RwmRW8mV CTmWA1eWtgd3aqmWFjBrf7iCaxmXcvk7b2mW0fCVdumVeWkde9kcffkdf2kegTkfg0mYhTkMeHmY MZCYivkCjNmYLfCYkLkCkjmZKVCZlnkCmJmZJbCZnFkLn3kLnhmao/mZpcmZp5mZqWmZqzmZrQmZ r9mYsamYs3mYtVmYtzmYuRmYu/mXvdmXv7mXwZmXw2mXxWmWxzmWybmVy3mVzSmVz7mU0YmT08mS 1WmS1+mR2XmR2xmR3amQ3zmQ4ZmO4ymN5bmM50mM6dmL62mL7QmL77mK8WmK8/mJ9dmI95mI+QmH +4mG/QmG/4mFYAEKhQN6hAX6gwdagwkKl6FJCwsqgg+KgRH6gBMKjw2aIxdKJBlqJhvKoR3KChUa fyGKfiP6fSVKfSeafCkKfCualh8Koi/6EAAwowAwlzZ6oziaozq6ozzaoz76o0oTAgA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0015_image024.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAhAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ABsAgAAAAAAAAAIlhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkxrRua8KxKGufOeFGAQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0015_image025.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhGAAEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQAU AAIAgAAAAAAAAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0016.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 5 in Long Division
4
7
5. Repeat or
Remainder
= Rover
= <= /td> =
=95 If the 2 will divide into
your new number, 7, then
repeat the steps of division.
1
0
7
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0016_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhAAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQgICz8CAn8/An9/f4xzWv///wECAwECAwECAwECAwECAwECAwECAwECAwX/oCWOZGmeaKqubOu+ cCzPdG3feK7vfO+rgJ9wSCwaj8ikcsk8BpvQqHRKrVqv1yd2y+16v+BwTysum8/otPoXWLvf8Lgc 3J7b7/i8vlbf+/+AgW59goWGh4hMhImMjY6PMIuQk5SViJKWmZqbcZicn6ChXJ6ipaanR6Soq6yt NKqusbKzI7C0t7iltrm8vZW7vsHCh8DDxsd5xcjLzGvKzdDRX8/S1dZT1Nfa26nc3t9S2eDj5DLi 5ejpKOfq7ers7vHj8PL12/T2+dL4+v3L/P4CCgMosGAuggYTykKosOEqhg4jioIoseImihYzUsKo sWMjjh5DGgIpsuQfkiZT/+JBqbJlJ5cwQbGMSdPMzJo4p+Xc6egmz59UfAId2kQo0aNIjCJdOkQp 06c8nEKdekMq1avmsGoVY1XRhABgt1bsmnSCWQpowZIVi2ttEbNn0coNyzah2yET5OqVa/Zu3VZ+ feTdS5gC3b/+AkctzFgxYl1+1DLmq9fxY5l7wE7mCzet5csXMwfYzHmw4c+gLaGeoZmC6cIB4A7u mzreanOjSeeVjbbv7dof9WhuzXh357nA3yUbnntvc+PHfye/tDx387kXJLuWnVf69JErtRNW2zp2 58HevwdKv4K84cLRzcdNq35eeMmv31fmXbk+OPYqjEZcZdcZxl9//nED4P86aU12nXzzIZfgPXcI GFtjc6l1HIETarPgCdqJ16BnYG2IYIfVfFgCed25N6KBJeYnIYr72MHiaeI9p6GJ9NFYoxzkXeii cyzyaJiPP3Yy5IAEfiUfbEhGo2ItQQ5JYGwxNhYlNFNSaeWFrnnmpIwzbolMl15KVuWVYI6Hpplh vClCiGvO9VWEJ8J5jJxp1lmajIfpuadoVRaIJXpqCdoMn3Pi6GeGGSq6aDLd4egZaadJ+k8eleoH KWmBahoMnwXChumRog4jZ5u7nQplqgNV2F2rrr4Kay9yxkXrXmTaeutBd5i2K2W1MvprFG+2WVyv Wh7blo2dEmbkZsY6q4j/HejBN62D1t7yZrZ6cSfjtNV2m0Syp/Eq7mzcjWfuLGhadx27vK3r7rux xHuptO3a6xy++c5h4bLH+fsvwKzoqxmZ/R54L8KoKGzeqcYRmyfEkHWS7rC1AopxxEri5+B26irb 48cZD4IoyeMZ2ZfHKKecxpMNOgxhfmM+HDNmzmw4ms3ihluizjtzAuDNdroZNF9DH1xPoVBHLfXU VFdt9dVYZ6311lnjwF7Trg0HqMFhm4zq0xekrfbabLft9ttwxy333HTXbffdeOddNzxf87rxruu+ lrPT8gSg9+GIJ6744ow3zjbfM5eK47jthjv4xe4Y7vjmnHfu+eduQ44G/5MkUs6jb2aXKxzorLfu +utxi36GiI6e15vLTqaej+aw9+7774zLXkaQju44H3/n3Ui4bcA37/zzcgvPFdUMn8Ud8cSqngz0 3HfvvPRxUt1Y0I+it7v36KffOvh0iN/bftdX2ar59vCu/v34K87+NFNvl9/NUIPOyQqXvwIaEG/7 80LVeHQ1/w2QeQeMoARDV5XRUQ9Puesfy7S3Ethx7YMgDKEItaa3BHZhgQysWvbON8EWTtCEJ5xa 5UikQcy1w34uzCH+YBjDqM2weFJbXuZgJ4AB6PCIe6tg5HyYwqllh2g3jBsBCkAeAxzgcFM0AAI2 lwAqqkUBn1sAWBhwOP8BWK0BW2QdD7eAwv9R7YlCfMfbpgg1LZYxAEZcHB3zeAEzBoCMm6PjH/XW xTOmEXRrxEIbiaRC51SgAgRsmyDreEW9mRGQiOuiFdnmALCA0XF+HGTeOmm1T6pRibMr1CMfOTFH rlJ+ZrnAeFZJy1r+R5IPAAsfCZBLtdgxb7wUJSGpiEm1BVOYihOjWopZt2NWjY+IRKVNVPnK46Wl lhqiGZFqyc1VKqhtnTTl2kjpycMVEpp2C+Yv2VbITSqukMvM2znj1sl1RtMG6SEOWCBpAVbqCj3c jJFsSrXPbnbTQ2zjpTjZFkp73q2eh7SbMhdqzF5SFG+8NAAE4ok3Bzj/NKG5vGjnEnmFBxGiAmCK jjdFcCfzWOmaBj2oNXCYgAhENKFexCMWqSjSuPmRmeMEizsP10kGKBOZdCOATeU2T9eRtKRBIgFK /2SYR5Ygg/skaEy5idC1LQCoDOWo3kiJTrkJEqxpOypa6dZFNKoVbwlYq9og+rqnKhITuRFXAKya gldSc6v87Ord3mpOKqLRbvBcKzwPC8wHbJKwgQypB6UpMP/xRhlBsmU6cEi3o5Y1nV787NsSCzdB fpRuncwjZB3XVKdSFkjc6ghn56bM09rNjz1tGzx7atqbsrUAplxt4+ha19dqTHIchMRs5UZKxhJV qL4drRedi1OhVhK0/+sUrh5zKVfO2XV6sEnuI5brU10mUy2ixaV15+jFodbNjNDU7jsL4N71GRcO ISKRR8jL3gBQd5jlrBs50QpP275NjAuVb+I6+d9T4lM4UAsJf91Wz+tmcrrRdVtv3VbgDGu4AP9V MBa567vv/mrCIA1AbkELXYl+0W2hbDDcBFDfC4h4mDV2MB+KNqeH+tfDdzOthefWYbWFcowuBuuN R/njEt8XYihWmyaHjLhj5pi5VRqAlanMXhkvOcgkdvKDeRzlCwQzvY1dL+OOKmNcXvnLiKUvl3X8 Ch5boMzwjayaFxfK7qrtqFjzM5bbfM8dkxm1SN3unhNX5M5uTdClDf+zmA1dNBSLEdJBbu+cwYxe F2sN0xyWM/BMfKsJd3HFO22x4siJ6sGKddVN/h2pYcXfU39OkISu22KBnDc4zy2YoHbcrFNFXlt/ breKszKve/3qC1/ZvmOutHRzvQADy82ziVN253w96GV7btiimm1bgXxJxJHS2mbtZa4Rx+1IJ3qy 0d4ZZ+FJtWfPDbcXRnIYm43jTUOb0vJmZ06p1uo59hLNcCPnus+r7wXHetRPRpj9JvnMfC98bUdG eOParWFJQzzeMStz58iKxJKnDdyaErmeC27y/KFcUip3nBjR3XIDvlxRMWfcHmte8psLKud8fjdG B25vnjfO53oCusP/g61e55qR5kZHHNLhpPTnajzdiSbuDsECvambqeoYday3uy1JnhZQLV2POMDA frci6tzsMA4A1EfN9ed5fUtsB14hRfr0scu67t9TO77y/rt2+ladfi8x4Jt39ygR3neCpGghme7B xX8c4CEfoeav1ucg9X3zoA89CAVv5y7QWwEjgCj/VCTeYwFaiwxGQPtYX3o3AFqX06N97ddw+wHk Hr+7dwM5PRk+3Qf/DBmVQC+Jv3rgH98MWTyACI6MegWGambPLwMdGUCC4XO/h87PPhj6XgJyahH8 b2g9rPZ+ggGjfxDiBwMpv1+CY1afjdcfXfy/MH8UTPT9zrB/XtB//yewfQCoBuqXKux3Aud0gNgn gF3wdNJnAmKERg6ofxDIBXRkgSSQRbJ3gbOTgV1AR1Y0AjP3gSBoEyLoBfQmdxPYfOm3gryQKDEo g22RfyFog96Cgyqog7RAg/Dng/DCg8MjhENofEb4CqK3hEz4QSWVhPlChFwBha4AhAFIhQkjhXGC hVmIhFyoC1pIB18YMWGoE2MIBSf4A6rnNWWoQGe4BEd2fj1geDlghQj4hkjQRQNgfiioA8pWh214 QngIh9DVA3wIiF44iEVwbn2IA/Qmh1URiKOgiEnAiDuQUZbIholIiUKQiTngUQdQW42ohJvIiT7g iTfQRdwniogYfv+mOASoWAO8ZIGsqImu+IpqWIg4AIoiUIuRWIq4qAOxOAOqaIK6+Iu3GIw8MIwx MIso6Iv4JIlspIydeIw0wIvGKHejyBrSqEjUmIvaaAPFSALQyAfd+ITfaIjW2IwPwIHZCInRCIzp eI3rCAPYSI71yI3yOI8ywIwtMI4lUI6kmIz8WAP+uALOeAICqY8EWZAzcJAqcHsEF48N6ZAxAJEp IJFTc38MWYMWaQMYOQMLiRv7+JEsEJIyMJIxYIcPaJL0GI49oJKRcI5WkIDOgpIxIJMvwJIY6JIP mY83oJMuwJM56JMxcHo+IJQtQJQ9aJQt4ExZtgNKyQJMWYROCQj/VTmFV3kSNFkFNmmRWbmFWxkZ XRkUY3kFa4iMHnmWUkCHtriWbNkEf/iWQRiXUHCIdHmFdskEj7iNJFmRezkEmAiUK1mW2BCYSwCK U9kehhkOiJkExbiYAdKYyPKYR5CQkpkCYSmGlrmIJWgBmbkOlAkFXymAABmaIDKaRdGZgtmOz0iY M1mSrHmNn9mLsLmTqnkt6cg1RQCQtgmTalmX1MibremOvwmP5iibs2mPtfmOflmYyrmc/1gA9IeP wEmRcCmdNJCQFHibQ5mbS1Cax6eRUsORf5md2pmSWWOe0AmY6YkDqGkCm2mG7/kD8TknEXaH9Wmf 3smYVaKX+8kD//eJn1EFoAGqAwNKoPM5iQcqoP3pn+B5Lg3qoNeZnB8invy4oII4ofzjnhzqmB76 oQshoqpCorESjE2YoioqQqSpjCv6ojB6NS1qor6AoTTKBjeKKzk6gzsKLD3qLT8KpEEKL0NKpEUa MEdahUmqpEuaME3qpE8KMlF6CjY6pTtppaZQpVhKlVs6EV0aClr6pesgpp8QpmS6ImcaGmmaCWa6 pnfmpqoBp78gpxtBp5PQpmuKp2mqp2fKp2Tqp2IKqF8qqF1KqFtqqFiKqFaqqFPKqFHqqE8KqU0q qUtKqUlqqUeKqUWqqUPKqUHqqT8Kqj0qqjtKqjlqqjeKqjSqqnomyqok6qoiCqsfKqscSqsTaqsN iqsHqqsByqv76av1CazvKazpSazaaazSiazLqayzyays6aydCa2WKa2PSa2Iaa2Bia17qa12ya1x 6a1sCa5nKa5jSa5baa5Xia5Oqa5GGQAA8K4AEKPyOq/0Wq/2eq/4mq/6+qIhAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0016_image026.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAhAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ABsAgAAAAAAAAAIlhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkxrRua8KxKGufOeFGAQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0016_image027.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhGAAEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQAU AAIAgAAAAAAAAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0017.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
Step 1 in Long Division
4
7
3
= 1. Divide
= Dad
= <= /td>
=95 Divide your divisor, 2, into
=A0=A0 your new number, 7.
<= /td>
=95 =A0 Place your answer in the<= br>
=A0=A0 quotient next to the 7.=
1
0
7
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0017_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhAAAAAAAAAsFAAUIDQ0LCwUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAFCAsIBQgFAAgIBQUA BQgICwAGQJkfAIxzWv8AAP/M5v///wECAwECAwECAwECAwECAwECAwECAwX/YCWOZGmeaKqubOu+ cCzPdG3feK7vfO+rgJ9wSCwaj8ikcsk8BpvQqHRKrVqv1yd2y+16v+BwTysum8/otPoXWLvf8Lgc 3J7b7/i8vlbf+/+AgW59goWGh4hMhImMjY6PMIuQk5SViJKWmZqbcZicn6ChXJ6ipaanR6Soq6yt NKqusbKzI7C0t7iltrm8vZW7vsHCh8DDxsd5xcjLzGvKzdDRX8/S1dZT1Nfa26nc3t9S2eDj5DLi 5ejpKOfq7ers7vHj8PL12/T2+dL4+v3L/P4CCgMosGAuggYTykKosOEqhg4jioIoseImihYzUsKo sWMjjh5DGgIpsuQfkiZT/+JBqbJlJ5cwQbGMSdPMzJo4p+Xc6egmz59UfAId2kQo0aNIjCJdOkQp 06c8nEKdekMq1avmsGoVY3Wr1xRdv4olEXbs2LJmv6JNu3UtW6xu31KNKxcq3bpM7+JFqncv0b5+ gQJmMqGw4cKBvQ0mcrgxhceQHxtOXG3xjwmSHUeGjJnzBMrQLO/oTOHw5tOFUYNmJhpH6tKvT8s2 zXk1stY2GseWjVozbNvDcNfQTTqyb9ipd38G7ku4DOLFPes2njzzZOYHA0GPTtw66e2Isd9yDmM7 dcfQvScPL34WeRfm1YMHj5x9e1fvV8S3Xv9C4QsABiigf9vdt5Af3c323/+ADDaoWwX2GYhKfikk uJlhDWaoIYASureHaZ0Rt+GIDnYYC4UnoIdcZiS2KGCEJpqCogm+xYahiy4uF+OEekxnmHQ45rjj Qz3SZiNmCwY4QZANDsljHvshieSLTDKoo5OhzFhCfOgpuWSVL2KpS5E+ordgkmDCKKYmWpKQnmY3 opnmmlmSaeR3h4GZoZp0bmTnj9JJueSgVIq44ZV9WtKmCPP9mCeASYKn4WGJsgmlmUei+SWBmzbm YGOVZrIohCpeKOeXckK654CIhvrIqLTxliqkm3J6JquguvrLpSFGxyKJE2DwaK22XqcrJLB6xil1 wAaLgbA3vhissce+CuX/r7SWJlmOj1pJoLDVTrKooARKi+2exK5Kbbgf4TGsqsWmq6d/tLJrrbu3 0kvrrPPq26q9I/Farr79NgspwIzAemrBOQaIcCIKR8ovw6we/HDAAu8rb5qTWnyxIKOS2mm0824M r38fFxIyqdIyjCrBJaYcyMoku2xyrXzKfMfKLDc8oskw//tPAEQXbfTRSCet9NJMN+3001BHLfXU VEONA88itwg0zB2jXNmzYIct9thkl2322WinrfbabLft9ttsw4N1tycrOenWdnu9D9x89+3334AH LrjYcgOyXt6FOvhpYWB3ak0Ag0cu+eSUV1524X84+nLFNx9WNqrXQG75/+ikl2662Zhn3mvNA1Op 8XYe73367LTXLnjqCEJn5dbzKRm67cAHLzzauOduqJda667318M37zzwxRvvqZd4A6uN6M9nr73l 0Rei6cTJC83a9uSXf3tVjixc5YO/m+/++213b4jE1cc76D3w56//5eg/omn4txLf+ExXtQIa8IAI RCDc5HeISOnpftfbnwQlyMAGgq9ZAvzHBDcIvwpakHXJ4wb2SCeAAXDwhGvz4AfrZyURno0ABTCa AQ7ANxgaAAGRS0AMi6aAyi2AaAzgmwCg1gAcjk6FiKCbkPBHNhgq7YZCDIAJAefEKWJgiAEIYuSc mEW46ZCIRuRe/zahxP+7uXBsXHwiDeE2RC32TYczFJsDiNbDwWGxi2+bI9TqeMQxknF6FePUGcNG gAcQzYqFlGEY25ZIN77ti458ViLxCLgfFi2Sapvk06woRhtgbTQky9UgwTZHPoZNj3Tk2xc5ybZE QnFsX4zj3754yUfGkJVyDMAr++jJVRCHHCPEQCFNKbY77tJtczzm2ixJTLBNspluK6QBIFBLZCpT bImE5uSQqKtgJiACi8TmDqVYwxhq82xYxCQpiSZLvs2RAZak5NoIAE60rZKAfrxYMBegzrDdsZ9q 0yMuX7hDgMYToGnTYREP6rYEIPRZyQxn5bjpqmCqjaGqjGER2UZLgNL/cqNvkyYNMbpFQ55TchQN lUXTFs+BznOHLiVbR83GxWsGlJwYIOng7onPXspspWizpE3ZhsWTio2W56ypRBNaAD7qVHARPV1K KwXUs+kRpO5k51JlukOsipOda2xlAXb5VCoa8qGRm2qiqmo2LMZ0mUV7KyENqcuwfrWubhsiJ8s6 y7HalXRq7RNbm6jRrXJ0h0Y9ZTVhucOhlu2HxOSr3+boVcDm82GDHVsy/+rFrhr2rjalpWPRWIDK SraGZ6VdYOmU2bkGILGZbOxnxRZPaN6xsuhsJ9hO21ndlm61a2rtOnELt5py9myiDeMdgci2H6qT t3kMAHE7yQedCRcD/3A8bnHp6tubHm0Ak+xu2WBIXOgyMrWqvSzChJtIuZ4XrIKL53Sx+QDx5nSx gMtu7YArJuHqtaTwDdw/4Uo1tKKNsrPdpnoB1tp3Si682m2obAk8NQPTFL3p9WnKMuvcyRnXrHFt btUsXDb97nfB9hqsDmEb0gn/DZUspjCJDyzdBCtYwx9j64orx8X5ru2jNhYxc0E848HxF0tV3XHl kPq38AZZyPJ8o1+hh2J2AVWhn13AaM/WUr85eXLmvamPqfsK63LVx23smx63/EK6jplvYUZbI4N3 ZCdZlJZOs6/aiirlIVMuzsidMpVxrM+jjtNpMUYjXd1LNlS+2W+ANv8bgulc5XCNMI2b7POjwbZc RlcSv9uNcoar+9PgCRSFqH5WnYd0XVW3erwmTXWqV72jVgfAAhZ49dh+yGZZu4/WMbrurXGd675V 0deoBraJhDtsYuua06JusQwjjGwjV7parW02sYsd3SIrusbQ7nW1+absDmVW29vmNtvm6OkLizqq 5iva8MotoWyne9vsre+TJQ3uryZatUSb97WPxex7O3vP7Sboa8s2RHHvN+DCo7eBhG1wXD87owsn W8P3PTt5R3zg3YxfxdVNulhK1JUclyrEKU1ozLoN3fg2HRebCclfr3zQpN5w1UaeQKj982gb77nQ h050kOvMBDB3thH/8KyAEUR0GkSDwyenknSLGyGeukQAgukQ9TdMneo8vzrSBsCVrg/i6J6sOEqw LsWy5+frc1H7EVBJxzAUTepoT7vchyBNCdC17lB/e971bnCK2PAAIlhu071wd68PnvD3ZogTGUAC ulO+C40/++P5EPYKFPAEGy8BKm+IebM7Y/OQT3cbPl+CLy5e9JcsveBRz/m940CPly/BM2WPd9rX vvA5wD0KmMl7x/v+95G/PRBRMPnia/74r+h8DVyPglU6//TQRz6+cdBwxJvgh0W8vhrgbpaqw8OJ 4SeBDRHAeNOPP/up374NnDjDEfCa/e2fPfyjb/vpH7r+XKd/+zcD/1WXawnjfmlAfmxRgAooApmH fQOoffI3EgiIBg24gNIHMhV4BheIgf0HCA/4fhF4NRl4EhtoEyOYAwxIdCzYglVzBR0oF+angQKY gvFndSB4gmUQgzJYgsmgg1xhgzrAgCZYg0IogUq3ByGYgEc4hD44B0togU3ohB+YAvf3A093NUBo d1NIhcCXAstFej1gciq4hXTQhV6YfCagQwMwevi3A05WhkaIhvz3hSiARWK4A24oh71HhyRYhU6n VTyAZ3noSWaoE36ogk9YAWv2hjggTY3Ih8aXiH+ohiYQiTrgADMkVI7IB4fIeJSYhhNYeYKYAzpE eZwoic8XijeIg/+kmHU5UEjhl4paOIesaA4liIk3oIneR4tV8YmYd4uK2H+66H+554uGaIvCGANE KALFOAOy+IbI6InKuIyR0HnPKAO8SALT+ArAOArWOIzAl40wcIol0I0E+I1bwIP3wYDk6ALReI6l +IvVGI7XqHbzqI0AyI35SI19aI9VwXOwOAPm+H396I31CJAvYH4DGQPxaJANmYz/qJCtGJEvwHaI JpGTSJGtmGud6AIY2TSvl44JyZEt0Iw8gI7moI5YwI7Btog1oJLMyJIwaJKiOIo4IJORQJNW4JK1 BpMyoJMLyZNV4JM/CYgzIJQuEIUcaJNRAZQXeZAkOZFOCY1/B5X/LaCUJ0mUQVGVT4mUUcCUKOiV OzCDLcmV2ECWX2mJRYmW4aCWZYmVSSCWOwiXcQmWLJCF9EiVdomErliOMVSI/riRfRmQeHkCcViL fFmYdciWeVk0gomQi8mYBCiXFUCIHzmVhEmZHWkLkCiVK1mSnLmUUMmLWskCdBmEo3mTSXgC5nia K5CaXLiarGmAiPkAswiaMymatHmSgLiNFQCbKiCbZ9ibtbkIBRmcurmTvGmcsSl9D6mcFimZm+mc jal6zriP0hmZmrmKFMl6nWmOfSCcYOGWYemU4NmZRXRrdUCe62CeUGCU6yWQOOieJ0CciGiddzly VmefSAefRaGf/z1QgErnnyWAn6AooGspkEgzkqE5mQp6nYXXoBrpnRFaifg4nd0JgReKoQLJnUOZ NBzaoX5ZeCAaokczoiRamfyJbye6lEhjoSuKiy3qbJm5mwi6jjPqoTx3o8wJoEsgnz9FoK2ZjO8h pNZVo7ZZoSq6oyVapJ4IoU46ky1KDxSCpHlHpD6JpVnKn1s6pT5ANJbpB1xKdS54pkWToWgaNfH5 nWuKpmr6pk3TpmAqBGaZMHXaFDDHg2Xqe3vaLnlKBH8KMYFaBGIKpSpTqEagbRfYp/DHqJegqKkw bA3oqANIqcQgqXO5pCCjqZtKfpY6gjlanZ4qqIlaqkrwdaGKqv8EyKrN4aq9sKqwupCzmh21Oh63 iqu56iG7eiC9eiK/CqzB2gqyOqwHaqysUKzI6oDL+iTNOibPCq3RWifTSq3V+gnKuqzZiqzbaqzd OqzfGqzh+qvj2qvluqvnmqvpeqvrWqvtOqvvCqvx6qrzyqr1iqr3Wqr56qn7qqn9Kqn/qqgBW6gD G6gFm6cHW6cJC6YLO6UN66QPu6MRO6MTu6IVS6IX26EZe6EbG6Edq6AfK6Ahq58ja50l65wna5wp 25srS5stu5ovO5oxy5kzS5k1y5g3W5g525c7a5c9C5c/q5ZBS5ZD65UBAABICwByurRM27RO+7RQ G7VSO7VUa0ACIQAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0017_image028.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAhAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ABsAgAAAAAAAAAIlhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkxrRua8KxKGufOeFGAQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0018.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 2 in Long Division
2. Multiply
= Mom
= <= /td> =
=95 Multiply your divisor, 2, by
=A0=A0 your new number in the<= br>
=A0=A0 quotient, 3.
1
0
<= /td> =
=95 =A0 Place your answer under the
=A0=A0 number you brought
=A0=A0 down, 7.
6
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0018_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODdh2wFkAXcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAA2wFkAYQAAAAL CAUAAAULCw0NCAgFAAAABQgLBQAFCAsNCwsIBQANCAUICA0FCA0FBQsIBQUNCAsABQsICAUFAAUI CAsABkAA/1mMc1rRAHfRhDTfpWr/AAD/s7P/0dH///8BAgMF/+AljmRpnmiqrmzrvnAsz3Rt33iu 73zv/8CgcEgsGo/IpHLJbDqf0Kh0Sq1ar9isdsvter/gsHhMLpvP6LR6zW673/C4fE6v2+/4vH7P 7/v/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWmp6ipqqusra6vsLGys7S1 tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f4OHi4+Tl5ufo6err7O3u 7/Dx8vP09fb3+Pn6+/z9/v8AAwocSLCgwYMIEypcyLChw4cQI0qcSLGixYsYM2rcyLGjxxUVQlb4 KE9kyAwoU/+GJNmuQsqXMFGOZHkups2XImmOc3mzp8qZOrvx9Ek0A1CCAQAIGDCDQAEAUKNKhWqA qY2kUZfOOlm069GATpVajXFgqlmqY2WENYtA1tCuRb/6S6AAqtYYCZ6endqWRt69APq6egs3rkCs YmUsAFAVRV4BDPzWFbw2cSuuMAkXHgqw8t0XdAWfWNx4xoLPIuhGbTC48OaUcxUIwIq6BQEHK8qK hpHgQWQTa1mzwkxUs0+ecu8FgLzY8gsIaU08/s3jL+TLrrO7XKnPadvmtXGQjp5DdWlVxHEe9yoz uTy6jcGTv6H7x/ThGmym1+/afbzlv8lXXQHX+bCYcKtUkF//ewq+VpxK93g3goA7jOdDXggmiJyC b+2X3Usa+McOfGNRqEN9LUjFQlgZpiKSURzi9OKHN4m4DoAkmIjDfSeYtQFUK/yV1XykYEacSPkZ p9KDKIU4j4Q52kWkaYxZ5eMGWGIJQJB6TRVekdvp10F+Sa4HF3fvkFiCjjdcmeWbWoJWl1QRuKhB iEZlVkEHHC5oZo0phWhjOTiuKaUNU8Gp6JtA4tXll6FweGRIHVTq0p0efuikO1Aa6twMACwqapZb SrYaKiapt2elfG6HZ09KyqTSpuuoaQKbMYQ66qKl1tBcYKdIqiqrrJp0p6yZ/clhO78CNlWdMui6 K6M76rWb/yjCykopsZa6umCs+g217DrNOhsVtDBANS2pvdIHVYvYvrght9x6+616Pfk5bj24shDV uqTykFSBYE66Kr3EXoppnkve9KpRtKJi7sQUV2yxs/JdrC7A7GpsblkReCxyu33IyyDCCJ+0MGFK PpxTKgB4IPPMNNds880456zzzjjLx7PMG3P8Y8w/F+0BXZAZrfTNJO+Rap4Ho1wvkmW257DLaJpC 9NJcd821zzr/K7SWXu+8GAJlc920HlydFLXUxZoUUtXHHStTxKVsnfbefMsMNtPSThv4j2WHFYHN eaHdd9Fr4zHjdibB3S29bjfJsIx2QzwoJ3ov7vnSf9MctP/gQUOVdrOKe3AaA5//3Pgd4sLY7baS U96hhwvfvbkmnbfuu86hezD6rlAlhUCovXddLlSH/77z63VoRnvts8td+XHZZoC3KMk7733OYpPe uenfl48z9HMYt23kKFsvN58Mqz/3q/uO0r355Q8/Kvn49/98ySxzn0imZikPWK9b8QtXiPBUP+75 r3/6ExX/HkhBm6FPDvoRVAUMaAFKva1bMmMfAsN0uVnFKGsOrODvwke8CarwhcLjQ9sYtKeQcHB6 Kftgq2CkPR4uSVgK0hoMPRdBXt1viA+8IBxmqLlViZB6OUwgy2BkEiEiMW1FVJQLr/hCJbrhcTAS FBTHGCb/niSpba6qIimO2LqRmYtjboyjHC/WNS+2QV6QE+MYqQdGqJURci+zHxeVxsL9bXGQMLQj G8D4vj3yETln5CEJ57a7S7ARkcIbnCExiUlFroGRT3Sk1B4XyfjlsZKWuOTiDtCAsmURTofk5BA9 qQZK+pFDopTc0yAmKGRRcXufOKKQ7MK6rj1mAIR8Zcec15zULa0sFKtK/mRYOarpMGW1M9lPgHhL KyKuS15CZtfK0kqeKZNdHoCmM/smpHUWrTLmkub3aFlLeQkKU7YrVr1G6bYAyo1B3qTZMM+StHEG JmyalKDesNK8VUbFnT9DzMQa6j161hOPodRnDm3HQD9Z/w2QgVwj4uZUzqPNSUrGnAzg4Ng71Ry0 b6jjmkspVtKK+mFGGpzeNQmYsBMaqUOSPEXvkkLRmUm0qEZj0cwKqVCx3CwsBU0bPCG6M6XmbGDi nOcf0JhR270tapT85z9BpEZBClQBSJ0ZNJ3aNayeU0sAaE5aTcq8vSFNAg/l2nKyejPVzLWNgGjb AmlnEgwY1rDum5oAwwpUmeStZgSYAF9rNsyaKk1ILJWZOq9KzLQZ71dUzVkCJFvVp1jWeRa944ae aEObZVSsGsyp+i6Aykl0bgGh1Wxe1fbWqMysnTkDbeEKUBXhKo0AuZUZVvGXWtXeDZ89XWwOGTvY DdVIpP+g263R3jo0m60ltGuR59KQxjrjfs6vEBREquYHVrlx4L04jBtG0fiwMAKTc19bzXYTakSc fVe0ellKWwFQTvN6zqrma65q5RaihGGgAu+NcAUwwM/1wraMmsuAWZUWvPPxV4tHXMtfhSTgpTml oQZe3HKZO4jFRu3BEp4w3IwlQCpSUUHfSqHSsCJewH2YUbGkWXgn+9sAF9Nox5xZivmmmuR+TsGL /OWNiXXYw14TSdZ0X05trGEdGw2ap13qj4Ec5r7OKaqUNfIzCUyzJe/NKWieZiCsJ9uDTRixVxag bDVo4xNuuGh/6bHoWFrXoiGGqmspcdEWU1Q3e7ZK/oP/chrmm1goXhjLIMXjGf8cUaUc2YLiGzKg A0xkDyS61DjLi6Ad7bUmJ3HOFhbgI2tIQxyDNHd+5vTO0Au+TcqMxKi+2a/SulZB6+wAcVaddvsG 508nOLDWpbPsdOlBcVmviTHSnqAea7SkGLtmmnQhiZ1dWpTqVipOVvJLa8bqAX/bplsVK0ibtFP2 Zdu+DObziwJa2mSDGp0j7ezSJPoul/q7r8QtdbvHq9JXb/XG/YSctqdLWMzcKad11rZR+C3aupTZ gr5N9ZnJ7bVfvZuysiG5sqGS7ncSSOXwvqnuTgnIOh+wepj+pbxrm8qikXO7PDM4zNfM8kWLrOWc PTlq/x/eT4i7WFIifDovLdxljt/MeK0TOrNJbXSPId3M6440058ecRpHHepN56Vsq251dod9ceNm 8kk/brPlUezr3n15BSVthrI7fbU2b+8uyb5xiZX2r2kDNt8Qg/j8Fr1v3g52zAEodXxnub16KruF YaazEztPSEr/mag9t3BAN5yCfD9D5dFO9sXSG9MN5PZTC9B4qeql9rs+s+SVt+zhHlzOiNA8pfXc y1qHlRXdc4rST7P74Oq3bAZvvuPf7rXIqzD1b2hQWP/eeuOXVRXJU77kdVM22khf5Gj5XemDfnrU K8JYC7xc6wVIW1n0Dp7O+j3PoIl7/1rLe+vXb0OnVf+JAH/CN38vw3Oh0Dn45yz9B3ZspldREXp7 E4A6Y33Xtwiux1VkV38KuIACBU4TQ3flRoE0s1YRWD4WiH5492SQMFbb9HS4oEq/gxUkKEs4uDTY Bzszwn0hdQs0mHV18YA5WIRhYwkcKDe9EISfsxiKZoRQqDZISFs3RltA8YFCVUF/cYNR2IUWdAlq hIWtwIQO1YLfJBX654XP9gliyHkPhHWJVxfiVRZPqIZiFxQ7QIZ7kxRcqDOuVjMrZod3iIc5oIet Jhvnd4GQlmYAQISCyDc7qBOGOE59uGtPMVd0mIiPuDeRSBOTCEOGgzOZuIksRoiFKIhQRWSqUYek uEL/pniKdigkSBUWZtiKOviKODBHuugxa3U8UpGJuxiMwqiLuKgHlYEuWFWM5dAsSxF5ymgOywMv zygO5SKN0xgOBIcu1xgOSEMBJ9WI28iNLycCKKiN4agNfyEaEnUt52gNmVgCiAEp7RgNhnMChzaP 2IAV7OhS5oiP0qCPKCBX/mgNAHkC6TiQ1VCPJ8AiCFkNdEgdUXIeDRkNgRYdxzSR1WAd1OGEU4KR zgBPBOORIjmSJFmSJmkLw5iSKkmMJ9mSLvmSMBmTMjmTNOkJHPkDyViTpoCC8lgDqaiTpOAUDRCP HTkD0QeUpwBNPTkDRImUpmB+POAZRemUmgCVOoA0/1ZJlaKQlTgAIP2ilZzAlTYgIV8JllV5KDui APGBlmb5CWJJA4VSlm15CW+pFgUgGHI5l5VQl7yhliXClnq5CXz5AoUiAnkZmJIwmLZxl56ylIgZ CYoZJH7ZmFP5mI8QmSpQmBMCmJZpCZiJAp0SJZ/SmXvJmS5gK5RJmpjwmbeiMf2omo7Amp5iMa8J m4wgmy9wmLaZCLjpArq5m4fQmy3wm8BZCMLJAsRZnINwnCuQnMoJCMdoIKb5nIYwU2ZhjVQymtS5 ndzZnd75neAZnv2Qk+KJCj9ZnqdwlOj5lEOynqUgle45Clg5nfEpmMxBn/WJCWSJn/lZCWrinP15 m/8FAqABmgidQqAFWp2TaZj8maBWMDJEoJkI6qBLAKFCEJoXMKEU+geoyaDauaGNoJke6pggWggY OqKVWaKC0KGb+aEqegh254AvqggxChi1OaOMoKE4Cgg6uqN+0KM+ygdAGqR6MKREigdGeqR2kKRK 2qQws5JQGqW7qKJSWqVW6jFOmqVauqVc2qVeeo0NaBYS+aV4gIKAMaZkWgcDBRjsmKZzYCEGOY5u egehoQJwOqd1cBu5ASx4agfQoQI80qc8WiWCGggoUqh+EKiIKqSEuqh9cKiOqgeKGqlI2qiUmgeQ eql2MKmaSgd32ql1kKmgKgecOqpw8KmmGgeimqqiblCqrMoG4veqcmA8shoH5FWrcBCruOoGtLqr vvqrwBqswjqsxFqsxnqsyJqsyrqszNqszvqs0Bqt0jqt1Fqt1nqt2Jqt2rqt3Nqt3vqt4Bqu4jqu 5Fqu5nqu6Jqu6rqu7Nqu7vqu8Bqv8jqv9Fqv9nqv+Jqv+rqv/Nqv/vqvABuwAjuwBFuwBnuwCJuw CruwDNuwDvuwEBuxEjuxFFuxoBACADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0018_image029.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ACcAgAAAAAAAAAIvhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkZ7Jou8bqPNJpXTP6rrcV7/n0LBOT ogAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0018_image030.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwBcAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAgAI AFcAgAAAAAAAAAJQBIKmGGrsTnKQznVfls12/GkhF1VguZkiOqqkx8bwfNKr/db6vef87wu6hqli yyjrEY/MJHDpFCJxUOpUeX1mpU1rl8MIi0WVMSjkkkQOjgIAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0018_image031.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhGAAEAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAQAU AAMAgAAAAAAAAAIGjI+py+1ZADt= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0019.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 3 in Long Division
3. Subtract
= Sister
= <= /td> =
=95 Draw a line under the
number 6.
1
0
<= /td>
=95 =A0 Place your subtraction sign.
<= /td>
=95 =A0 Subtract & put your answer
=A0=A0 directly under the 6.
1
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0019_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhQAAAAAAAAsIBQAABQsLDQ0ICAUAAAAFCAsFAAUICw0LCwgFAA0IBQgIDQUIDQUFCwgFBQ0I CwAFCwgIBQUABQgICw0bBQ0UCAD/TDMAAEsLDUsiBXcLDXcoAJ4UDZ4uAIxzWsAbDcAzAP8Ar/8z AP8oC/8uCOAiC/8zBeAzAP89nv/MAP/M5eL/6P///wECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwb/QJBwSCwaj8ikcslsOp/QqHRKrVqv2Kx2y+16lYCv eEwum8/otHrNPofb8Lh8Tq/b7/c3fs/v+/+AgV16goWGh4iJil8Bi46PkJGSgI2TlpeYmZpVlZue n6Chjp2ipaanqGykqaytrq9Qq7CztLWosra5uruRuLy/wMF8vsLFxsdnxMjLzM1Uys7R0tND0NTX 2MXW2dzdtdve4eKn4OPm55nl6Ovsi+rt8PF/7/L19nP09/r7yfz+/3LyARxIUIrAgggTIjmosKFC hg4jDoQoseI+ihYzysOoseM6jh5DigMpsmQ2kiZTSkOpsuUyli5jCoMps+YumjZz0sKps2cr/54+ g5oCKrToJ6JGk2JCqrRpL6dQgTGNStXQ1KpY52Xd6uoq1690vIId20Ys2bNozKJdO0Yt27dc3MKd e0Uu3bsG8eoVZHev3yR9/womEnjw4MKG/yJOvHcxY7yOH9ONLBku5cpsL2NGq3kz2c6ewYJGk+FI htKh/40mc7q169ep/a3+8rp2hhWwY9+b3cW26xW4beuux3uL7+O1h8crngW5c9fDBQQYQGBKAQMB smvfnv1AdSvStVNPxPzK8/OnY1+f/j0KAu7wu7eXsh5+AkTlrbwGHhw5/9ybKbBAduNFoQB28XF3 HxUHJhjAgoXkRwV6FKKGWXjsScFAAN4hcf/gAA0wOCCE9WUYoSkV+tffZiUW+ISAEB6xYYdTMOCi EAJq54BVpaTIQoWSCThAeDc2UcADS7wXIxQKQBCiEfXteKIov6V43mMCgLihiU9EMJ8RHz7JRYMg 8hiKlVYydt19WxaJxYxfZpEjjXyd6SOahgnYYZtxXqHkF2EeIuETVv74XH/pDZblk3yOaUCZXmwo pZmeFMqCoSkKtuYQjW4BpxcHTkqpJuddauqpqGLqnF96ttepFn92sZ6oU25SZW2p5moqen4tSsSr WAS6RYPi9enHoEs8p+uyqraGaKJ3bforgcbWyGG1BiLInZvHVoocs8wet+JdrRYBrJ8Pgjr/4HYS jIrJt+AuyytdvppLrRbCgqott8PYCm+8uu7nbGt0SWsvl1d8KkaO2dHaLanHAQyus4iOS5yDGGes 8cYJthofnxxrrGTIJG+35YMlp5wdFsgi8a/E8p72LMH2BODCzTjnrPPOPPfs8889n8yxBEADHWbR SP9MbAJJN90zRC0b4RzM8crs225OZ6110UJvTPTWN8MJttPvBeDA2E5DncnUVId723E1oy333Drz SbeSdBctHYh5A632u2/71nbMAkO3Ud+Ib2233EcnzvN7Xzu+89+WBB7x4LkOrDm08Ngs+ec/L472 dd6BjrOQDZieM+WTlPraxK9fuvltiB6u//rtYVM7t3RM375h77izLgl6p57WdgaYPlv7crjjLjrY qOe9XuSnGwB88HUBzjbMrv1YvOUyW9yO582b/vzWpBOQt9DA25h6+S4I70iFzSIfsG272gac4ePD b77uaOMd4rqWHeqVT36KsBqajJe5DGDgNC1gYP1mxzz/WfCCGEwaAhPhI0w90H6pwtX3ajMzEFjo HOTLoApXiMENIoKEL8McqnwzsxOaI4WSU5kOd8jDHvJQbi40BAlriBsZEu5KH2GhEpfYvCAWgnY1 FKERQwhDy+GGHThkoha3ODcnBsJSU5whhbDYPAScjYtoVJ0X/7AfIrYmjJmbYHLI6DNiEf/ofVr7 kPr6VqIAGLBvW7oe2ThWOtOt0Q/o6Q8c77cqOu7Mjtvao9bec0bGYaeSZRPk3JaGPm1lrJCgO2Qf OjixXXGvijRL4iM9CR++bQ1vo3sUHm8Wnj+irWwP2hqGNGbLxIlyD2AM1+Bo+CxHnm5dlWQYALOW I002bT2aZJgzFbedaSptXRurZCiztwiKlWqRIwSfOG04jixKx5a77GXRZrW1HFGHZ+txZSyrqTV2 +mxvktymFSQUTHBqLorkLKfOBKROXL5Tl+zR2pZ6yTB1Jk1IE9CONe950J7lyKF9+yUwSclICbpt jKrEWQEokM+BakubTmsQRh+XHWsSaZb/WuPdySbKMwWQFGj2VCM3u8nR/LVmBCPAHxUTyTmB5owB NMUlTX8WHpQaDUHWnOnY0idVpxVgqfjE3j4foUDiDRWoYA2qR8PZ1cIF1BtZ5JpEp4odUK4Tqj6r j1ubFr2qIu6iTdxpAvvpU6EOdYhwQ0dagXYyp9IVQYbtWX2sSayKOk06Z7QrHy+Z163OD02MVEHs xKg/gJ61G4MN3TJfWcBnIkidjS0p0q4TOcnmLata5QQkyqqsI461r2281RVD2rTwzDVrRFKtYhH0 25s1FqZF0yPOXLvJER1Qr3s91GYx5x/kGDNpZUts0wr70HXJ06R3zBolj7pWxF3nuzq1/+xlpSvF 44nLrP1LaVuFa9XT9ra8O6uPY9VqQObKTTrF/ZxGN+ocgA7ThLcaZ1FRCNzpILeexKXvKkcrUgTt V2kGmKt/x9ZM+A14owA18CmFkKb4dtePdEvtdrVjS1wG+HHodcGGwXbeB+tTtrOlXXUFV7UTqoh/ 1wUagCUs3/Cadpm4bOmKnTljhL44h9DlqVlpa6Hbfq8IqJyjid8aY+h518ZMhY8DGNblmmZYuE1m pnM9HGWu/qeRRPAokIcwrwomd0DazeOX16edJx+zzGmub5lv/IxLgFQJqXQZnDuHXbPddc93wy9h VbZUIV/Lfx8GxJQXrJ/A2s7SlU4ppP/lpl8ikzdlobbomtmsXu0BSCehXW4uE3fc5upoxaiO5aAJ PYWocSXWLmCt5FT8XxYPUNIBvDSm26wcL8Ra2MOOMKmlDUhke3nWy251s8UQWmhLrj4rNZp3Ta1Q a3dy17zOy7bJMNj0he7CSeMuh8ftuEAjbcgXzPS6nZBWd/sMlghN6LWVnTh7ixvb2cbxvhmRX1Y6 CN0/K1u4h6vkzxn8ZzVuIbMXzjKd9TFjE68pMgNOcMld/J4lZ7XCOR6XnEFSY3nG6XwHeWvfmVvU CE94oVneBWCDrqkc9iTE06jynfN8Cz4f9oBCPtABgfI98Ca6BfV99CMkvd4CV3POXQD/W6lnkOpV L8LV70pZJ6tWpV5XIdjDXg0LApyZ2Okl1MmddgFvnO2x8J8AaRz3ns297vm+O975DT/IzvPC7qQ7 4H0p+MEzYeyMW0DUD1taj2Mn1YvPaOMdrwTI3zLmTVOqzv6e+aL3mvOcKH2wtRW5rqs+tkZHfRQ8 v0ShUQffr3+utmVP+NcTEPS5Z/zuef94Hxpfh11zwPGXz/zmb574l9ilH7EI/VIIqQLYnL5gqx8K YSW5XSjk/icaFKNdLgmt4p+HyoYw9yJgiF/Y8DXPdSiE6R0BQ+fnhvzTT4Tw5L+hN8R/meB/SLBQ ASiA0ddSHnJ5B4iAk2B/RzArDeiA/5IAdWIyLXQSDvvngA2SgSCgR+FHgZZAJmKyIfB3EiKICX0E KduXgoaxgS5YMzF4GDMYEM13gzjoQ3cAgzXYOT04CSaILVWAT7bAgw6YZCdIBfEkhOTwg4twHQ7w fkxoIONWhE4ICWWThFIghVZ4hY4QXFzQIlNYCkZIgWCIL5J3hjvhhV94L1qwKOfyCmXogGp4BZsS h13BhotQh1VQLnj4E3qoCHxIBfXyh6wwhwg4iPRhPZzihmsYiIigiEyyAHRiiKmAiAIoiU9QL0Jg ibcAiZHoiNbBiNOCMLCAifyniUxQLqWohUMBioegikvAiY1oinIIi4Ygi0lgMK04hv+igIrpp4tH wIoH44pkiIuFIIxGQEAgNwvAKH7KeDAhA363iIyBEI1P4IlNaI2AgI1OoI2vyI1/4I1NAI7HKI5+ QI5MYI6/iI7pKIpawI6h8IzVVyLU6CnwWI3uWAfKJGb4aIt5uI9ZQY8CKRUFiRUEeZA3oZBUkZAC SYTfwJCisIRdKJGeQGa+OI8W+QlcGJEbqQliWJEfOYJpmI8BOZKWAIcmCYgo+YCMKI+g4JDI6Icr eYgtKQmFWJOXeJOQYDAweRQ86QjE+JOeIJOgSItEuQlG+Rj0Rwa8CAJJqQlLyRhNuTCU+CVRmQ5B mQi02Ik6+YlbaQhP6ZUAyZJhGQj/xNiLInmWfsCMGHOPZsmWbVkycGmTcukIWbkUd4mXX7mNe5kI eXkJU2mNgWkJg4mMhTkJh4mLiSkJiwmLjfkUf9kSj6kYOXiZmHl8alCZfpGZnvmZKbOZk0mZo4kK HxcfHkgJpXkKSeYgqakVqykKL5cg+QebsQkKCgMmsoQftwkKMKIEuVkrvQmSSKIEsSIow+kJXqIE +eIuyWkKwSmcz2kKx4mc03kKzemc1/kJ0Smd2/kJ1Wmd3+mbu6kInHmX3emd45kJ4Sme66kJ2eme 74kJ6ame81mB6TIK95kJ8Smf+xkJ9Wmf/7kI7cmbAyoJ/emfB6oI6QMJ5xmWvCOZ/wsqlJJ3ge4w oY/QoA6KoW1YmwbKofrwoCCaBiI6ov1gojKIosShoougAB9AAjBaAh/KooWwATBKAiagAeZJo4Wg ACIAoyfwCCV6kxYAoyjgARvKo39QpCRwpBKqpHvApE76pFBqBxeQAkCqmFWKBy4KozmqpVtqBzYK oyFgmGHKjz/apBxgpmc6B0xKAkHKpm0aBx1gpB7gozfapEi6o3MKB3h6oyiwpiBwpTHKp33KBoSK ozpKBH8qozN6qGnwpnFaBG9apgoKqWUwpnA6jGn6pdqJqWSgqZZqBGMaqJcKqmJQqUggpXsqoKjq Bap6BIQ6pa76qlyQqJNaBLPaqv91Yqtm0KUk4KhGMKuCWqu+qgWlWqxEQKjCaqzHGixpOqpEYKO0 6qzPegVM6qlD0KW5aq3XagVj2q022qyf+q1cMKbCWqfkWq7mOiwveqPaSh7t+hLzigxDOhd5mq/6 uq/82q/++q8AG7ACO7D8Cgf3ChcEm7AKu7AM27D/arD1egwHG7EgMLERa7H1irHzqrHtyrHm6rHf CrLXKrLPSrLHarK+irK2qrKvyrKo6rKgCrOYKrOQSrOHarN9irNzqrNtyrNn6rNhCrRbKrRVSrRQ arRKirQ8qrQ0yrQs6rQqCrUoKrUmSrUjarUgirUcqrUYyrUT6rULCrYHKrYDSrZT/2m2+4m296m2 88m27+m26wm34ym330m322m314m306m3z8m3yem3wwm4vSm4t0m4sWm4q4m4pam4oxkAAPC4AACa kju5lFu5lnu5mJu5mqu5QQAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0019_image032.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAhAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ABsAgAAAAAAAAAIlhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkxrRua8KxKGufOeFGAQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0019_image033.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwBcAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAgAI AFcAgAAAAAAAAAJQBIKmGGrsTnKQznVfls12/GkhF1VguZkiOqqkx8bwfNKr/db6vef87wu6hqli yyjrEY/MJHDpFCJxUOpUeX1mpU1rl8MIi0WVMSjkkkQOjgIAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0019_image034.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhFwADAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQAU AAIAgAAAAP8zAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0020.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
Step 4 in Long Division
4. Bring
=A0=A0 down
= Brother
= <= /td> = = =
=95 Look at your dividend to
=A0=A0 see if there are any
=A0=A0 more numbers to bring
=A0=A0 down.
1
0
<= /td>
=95 =A0 If not, move to step 5.
1
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0020_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODdh2wFkAXcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAA2wFkAYQAAAAL CAUAAAULCw0NCAgFAAAABQgLBQAFCAsNCwsIBQANCAUICA0FCA0FBQsIBQUNCAsABQsICAUFAAUI CAsAGWaMc1rRhDT/zOb///8BAgMBAgMBAgMBAgMBAgMBAgMF/6AljmRpnmiqrmzrvnAsz3Rt33iu 73zv/8CgcEgsGo/IpHLJbDqf0Kh0Sq1ar9isdsvter/gsHhMLpvP6LR6zW673/C4fE6v2+/4vH7P 7/v/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWmp6ipqqusra6vsLGys7S1 tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f4OHi4+Tl5ufo6err7O3u 7/Dx8vP09fb3+Pn6+/z9/v8AAwocSLCgwYMIEypcyLChw4cQI0qcSLGixYsYM2rcyLGjRxYVQooc WeHjO5IoSf+aRJeyZcqV4lzKRAnT28ybKmtmw8lzJMAAAAQMmEGgAICjSJMeNTDUBlCkQm31nBrS X9GgTWMcUMp1aVYZV7kioEU15IUKZ2/yS6DgaNQYCYx2VTqWRty5AOrCunm2r1m0f2fue4pVxgIA TFHEFcDAblu9YQu/Ipl25oW+lwO7zBf57Qu2ek8cTjxjgWcRbJE22IvSr9nLmVvG3myPrYCnp1sQ cLBia2gYCR40NhF2tSvZf2fPbi3YXgDGhyW/gPDVxOLhPO4yPs6zclma9IqOjZ4bx+jqOVKTZmU5 rffvPuexTUwe/Q3fP65Plhn7vWaq8zw3XH3ZFbCdD4cZ1wr/fAyKNI94IxC4w3k+xKXggg02GM98 WUmoA349XHUhezJhkKFM8QhIgoc46LfDXVDZZ8pNJp5IWzsQruiWjKUhxiNccilVXik2ntgOhyWw eF9eFbaVVASr0FhBjSlRCd8F7aiY5I46uFhhkEOOUuKUM1nJ4Do5bindDRQCkdpRIxLpEgZ01kln lXbCpwpefPbp5594cdhVfYD66VuhiCYVXV6JNnpUIS3ZKemdlE56J4CpAJDBppx26umnoIYq6qih LgpoBKSSel2qrI4KIwKtxhoqAIREeqmlU1oqaU9nZSrrr8CmauqfqAa76XnGyroVAA0kKyutgsyZ q666jmQm/06+Oqvttp3Wx61v3KYKFGPhkgptILbuOq26l5JJFZaoaFruvMB6q+2q9IK6VbH5fnou uihRi2uu1n6Xbb8Ii2qvs0UxlTCntjHwcKf/AoLntSbmWee0IWU81cETh7xwskDBKnJeIXNa8R8X U1mpwJNiaoq8KU88crARh3sVvxAXYHLNK/vRssYwxyxzKTTXnPDNwDY8QLim/myaxEpnELTQJBWt 9cYfn5J01fky/WvJ8w57FM9KX91HwFtnDHOkL3kN9tx01x2r2nyw3fa6RrMd98x2By644HjvobfW BFeL599IT+zo45BHLnnk2haux+Fve8z3tSK1Gx/gg4cuev/Kll9uLa63et5xnhdTVpLco8cu+7yl m746u0Wv27rr8dZ8QLOzB+84Ip3HvDeZGF+bVu+iwugW1cAu9nS5kQGAdrnR/fzrsn46/HDttm++ ucDI+81446A6L+T0wG4F/L1Gvb+s9ty+Gmz1fHqfMPiXoz7w7X3DFvM8pT6ukCtY4GKYgaC3qadc z1nco1+rCOOnB9KLf/3b1a5AdTrVoQhkm3rT+960I5w9JllXkeCbJGisqEXPSX963/4WwTd3VWBU uuPc+UDXKaA8kIIWTJWITIgVUF3lgApMCgtJNURRjYt9M6Th/+YUwA+CkC1B5J5QjPXEep0tVG8K YqtsIwH/pCxxVM+B4qdSI8ZyYdBw1Mra2wQIQgJMQI2dcp4MZXWXNurrKGfEDQOBVbJFnRGMd2Ri /EjXiLZtrIpWHOCxDpmBCJIMTnyUyxkNicICMIWTsiIAJTPQxZC9cQ9zlKO61LKKr7EKlPcziv6E qElRhWWWscoZLMvFRqA5wpGKa04rvYhJY8Foj6MKyxlhtEVCMutYZsxXE035CGCyLpKscKWwSpis ZfmRU2EJIjPxSEt+7TJcpaRmNa3JOQtUJRbaJNVTcDk2btLSK2CUCxLHaCD2nXNbqRmlGyExvlTG 53XwbF8xk7UoZILRSfvMoz4HmSr3dSua8ypKRL8nCUfu/zChmfSRtsIZK8IsMSzNbNVh0PZPbQGF nlGMREGv6aBcxNOJQaFo0+QC0/Tpk5woJWc+cdnSZAW0aqdEF/lquoubpq8t30zVOGO1qAdyr6f6 2mhRjaVRncZ0EthsqqxeKtRfMdOroQoqp7gHSKqi7FNbDRZZkaoTHjjVU10N15s2Ki6uNGCvaCWg J8kZV7OekK511cFdIdYWhxoTooGV1aKwmkcF8DUDhQ3lAsGW1MSaYLGbsigvIRsuS77SUQJFo0gR 69kbgJZs8wIst9R62kal9qFvZW1ra7DYw9w2lxMFKAwdCyqz/em3n8orZ3frWkVG1aw/3RZhnlvb 3Lp0tf+6Za4MnFoU6oYUu1zlaVmDlVlWHXVundXuTbubMJI6a6/jJS9GR7pZ9GqXt2kd7KhME1+F qea9EO0vMa17Scp+9b4w0KbTRpVAudrzhfgM23yNelj7Ini7yQ1Sny7LKm92sq0IK68iOTy8C8fg a/jjk3cru9CxIsXA2hKxamGMsPQyN2kF7BNx70njtSZlx9ibMBGRSzsTn7huTwGyqzRMYuFZ2Mgu AG2+eklE/W0lpU4OnI13K2V6HQbLuawwp9KZ5bptubVd5uUiHUzPPpZZy1B+QZpLS2DgWi9UVxbw m/t1Zs/OWbp1jtXO8FzEPT85ziv4s7OAouRkGgXMGUj/DaQNrU5EJ7pmttFz8+RyvRRS+tCWRoGi EdjoDgs5z59ebqhVMOrARYZfZE41I1edglYHzlRCmauss0trEtj61n7dNah7PYLJGRtyw2rAsZfN 7GYT2w0UtN6zsWEbCsBQ2tOmhovYCqVsR+MuoaHgb7xNi8eNIM8lIEyYyP0Kc1tgZycwKbuZ8ZRx WyCM815GvVEQnW7nGxn7PgG4/50MeJ9ARARPxpWxo6P1JLwYd3H4vfv58GRoBztf/lHFg1G9A238 4yAPuchH/oZmm/zkxia5yuua8R88ceWiYOu6a3BEjcOcEkVpgLptDpcA3zzmXOLBzn8eCtzw/AWd OTrR/yVh9BdZtulL9wTUcyAgJUU9E1O/AYSsfvVLZL0GSOJ61yvxdRpoSexjn0TZweKzCAU97ZhY O3AUsB60wx0Scn+BlkRg97s7Iu+6abuO1uR3tb9dBkga/MwLzwjAr2Dvbic84/F+eBikSfFKn3wh HK8Yutun75pHBOdFkyh/h77xlXeBcVV8+r+n3jyvb30iRh8D0Mt+ELSHge1vH4jcv2D3vP+D71Uf ++AP4tUIKr7x/UBCv05I+cuPvvSnT/3qW//60Hg59klR8+2PAr7eF8XQw/+JpJPfE7YZ/vkbDx3o rx8SW3f/+xsRdvnPfxFnt//9EZEm4O+/EIlnAf73f/+453ECqH8EuATuFgSXd4CSl4BTsID54Xlq sngQWIAMx3cIeIF80IAa+IAcOAgBiHkhmAirhxemV4KBcIJzkYIqqAgD+IKAEIMy6Ac0WIN8cIM4 qAc6uIN40IM+aAdAGIRESAood4RIuGwEmIRM2ISNUoRQSA0pxhUSF4V3wFZ4UYVWSAc51hX2toVz 0CbWsUBgiAegoQJiWIZ0sBu9wSRqaAfUoQJe8oZ/kIZ02AcgcofMR4Z6aIM+0od+kIeAqAdzOIg/ +IeGqAeCmIh2UIiMSAd2+IhzsIiSKAeOWIlwEImY+AaUuIlucImeyAZOE4pyUDKkGAcRc4pwMIqq CG3/btiKsBiLsjiLtFiLnwhDLmiLXUAYWqiLW/AqvjgG5JGBwdgFw1iMYXCMyPgFyrSMX/AmveiM VkAYcSKNVzBO1sgFhpSNXLAsjKE+BsiNTgCOTRFO4ggFt1QdMJKL53gE22gCDdWOTCBvY+gV8qgE 1IgC6nePbKIa/PY8/IgE8Xhwj0aMAcmAmoQCR2SQBzmBZ6OQj5Z5DekUr2dwE0kExxRvOXWRRhAd EhdQHHkEATcCPhSSSOBA54ZtJnkEzReNK/mSMFkETjiTNKkUHFiTODmTMbmTPNmTPvmTQBmUQjmU RFmURnmUSJmUSrmUTNmUTvmUUBmVUjmVVFmVVnmVNliZlVq5lVzZlV75lWAZlmI5lmRZlmZ5lmiZ lmq5lmzZlm75lnAZl3I5l3RZl3Z5l3iZlzYQAgA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0020_image035.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAhAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ABsAgAAAAAAAAAIlhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkxrRua8KxKGufOeFGAQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0020_image036.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwBcAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAgAI AFcAgAAAAAAAAAJQBIKmGGrsTnKQznVfls12/GkhF1VguZkiOqqkx8bwfNKr/db6vef87wu6hqli yyjrEY/MJHDpFCJxUOpUeX1mpU1rl8MIi0WVMSjkkkQOjgIAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0020_image037.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhFwADAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQAU AAIAgAAAAAAAAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0021.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
<= /td>
4
7
3
R1
5. Repeat or
Remainder
= Rover
= <= /td> = = <= /td>
=95 Since there are no more
=A0=A0 numbers to bring down
=A0=A0 & 2 will not divide into
=A0=A0 1, you do not repeat the
=A0=A0 steps of division.
1
0
1
<= /td>
=95 =A0 The number left over, 1,<= br>
=A0=A0 becomes the remainder.<= br>
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0021_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlh3AFlAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADc AWUBhQAAAAAAAA0LCxkSBRsNDQ0NCx4UBRYLDRIPCxILDQ0NCBYSBR4PCxIPCBkNDRsSCxsUBRsU CBkSCBYSCB4SCB4SCx4UCBkPCxINCxkNCwsFAAUIDQUAAAAABQgIDQsLDQ0ICAAFCw0IBQUICwAF CAsIBQgFAAgIBQUABQgICwUFCw0ICyITBCIUCCISCyISCIxzWv///wECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwb/QJhwSCwaj8ikcslsOp/QqHRKrVqv2Kx2y+16lYCv eEwum8/otHrNPofb8Lh8Tq/b7/c3fs/v+/+AgV16goWGh4iJil8Bi46PkJGSgI2TlpeYmZpVlZue n6Chjp2ipaanqGykqaytrq9Qq7CztLWosra5uruRuLy/wMF8vsLFxsdnxMjLzM1Uys7R0tND0NTX 2MXW2dzdtdve4eKn4OPm55nl6Ovsi+rt8PF/7/L19nP09/r7yfz+/3LyARxIUIrAgggTIjmosKFC hg4jDoQoseI+ihYzysOoseM6jh5DigMpsmQ2kiZTSkOpsuUyli5jCoMps+YumjZz0sKps2cr/54+ g5oCWlLAABYEpBlFOmVp0idOjxEVVcAAi6stDsBAoJXO0qtXXSRYoiBslrJgwWYFtCCtW7AMkqB1 MWUuFLvGpoJqS1dIA6xd56BV64CJ0RaFtVS9+rTQYrFEFrOAXORw4iiWoWTOS+1v3yFV1xIR8GCN 0cZyloouJADC5LFF/rJA7FHvpta0iyhY7fczGgWU56gOLKj16yNoeVe0rWkxaiECIhCv6tuMAAmX hR9VDsh48NhmNTLPtJj7hMDe1QyOq3028UDeYRsxntvieExf6wvh6vdt8MEssDdEa3EN9twRX4FV 3RJVCQhDa3R9tSASwzkBoIMDQhDhUZMh6P/aVRgmEV8SbQUYmQHsGUeYEJKJ1mBlHCJ13okhXujh huFtch8mAH5XBF+VaQida5CpyIBscD1RontMSJYihy5IBmITFS5xmFZVPgillCYSURZkSx5HIZHy GSEbZE4SUWJ1RqFpVZdDPunimw5eqSWT0G355pQ6XsPlhDAAOeAAdRKpIgsUVDBWedkxsaaVH5qY 4AsWYHmUjwhu994RC9S3VJExUmqpmA9CkJtxIc5HplxhJXBonZdWFkFhrxLRgKfSlZrkEJ1e9ulY k1Z6J6aT7KhJmEz92OEQu2VX4YhC4KXkbI0esZiAvw7xF3fzaUoWqTCghe2l8m0bWFmr8VX/pofg 6gYYi1ZhuG12wJ0IZ6DJ7hfYtcyCK+6gpJrbZzaHgiuoEMimRdtSsOLpBMOGuebgweFSa5i3SlCs a3AUo3uZwP0RO9qqSMwFG6pBwnnayPeeOSacGkOLr28eD8yNlL4dbKeIR2HYFrdKfBnxvR1bbCXG Ly/4c2BF14duYJ6tq2q7tuaIMniiAVfm1UMqOHWKRBqxNK/LRmt0OtMIcAGnWF2ms6nVjtYz1psy aACgLE9cdsX6UYg0u0o73LSvrjXWVqopi4yvyhJ/reVzXJO9a9dg742w4HvXrImxk5Am9eKGlx0V z/fCAPITL0JKdOZnkw501z6ePviJa335/3nit9NHeOmXi1WAsHlnOvnVMveXLut9W8K5JNHV7RzZ OVPdAK1zV413Er/HnbLeNLfut8OxOZBl72oi3yiSvCd9+6MZpu/cAiFGzh+8eBL/98zld598sWlD kGpoTAsYn0CjqDs17EBMqNfQuOcl7wmPW56rWL7uhJrZaet6IiKZu8AVufKBj3K2Qg0AQWi2CY6O fP3anySWFwnjHOgvelvLeSQEm6o8JVvwUtyDcjUgHqqOgSnUntw+iLC+4BAG1FGW/i6TOsxoUFvv Cp61rDKhyN0KPRo6WePyRKok5q+BKuxF/1oFvQ3yqWADlNCQXne54/yubuwaF6k0pwRGwf8oXyOC 0NbIFcR+vYUx3wKXZKq4xW7tz4p4aktjIpfHLA7xPw7kn1JKs7i2sa10SNIPw5aEwa4p6HZ3TAsB 0DcZDOyJiCX8o8Leg77nkNIFplxlG9+iwoS55ZAxAqQRFDhEUfolAzESTYJ02R+wuNItsDwlG90R EYh1BoHwE8pCmlk9aTQAUApAnFBYWAxnRqOJo8GONI/ATWF40xkmG1kne1LOYKRHKblMizal2U5e oHGdwCiYDuk5zn4yo57+DOg8BEpQYAC0oAilw0ETytA2LLShEEXDQyNK0TFMtKIY5cJFM8rRK2y0 oyA1SEhHukKSmnQUJ00pIj6q0pbCgKX/Lk0pTGNq0pnSdKQ2vSlIc6pTjvK0pxj9KVApKtShQrSo RmUoUoMagKY69alQjapUp0rVqlr1qljNqla3ytWuZhULS61oAGJA1rKa9axoTata18rWtrr1rXCN q1znSle4QiSsRK2rXvfK17769a+APetdk4qPwBr2sIhNrGLVOljCxmGsi42sZCdL2bU21rEOraxm N8vZwF4Ws2uAbGdHS9rSWtajoM2saVfL2tF+NrUSba1sZyvZ18LWDKKlrW5321fb3pYMueWtcIf7 Vt/+VgzBJa5yl1tW4x7XC8k9rFenS93qWre6vUXtc3HL3O5217nb3UJ0vUve2YI3vFkY/y9iNbCB 8rrXrtpFL3LZKgAOPLUDHtBrfTvwAcOCwL5ODYFiRdDUEehVA1klQX8je175WmG89Z0qfw8cgPb6 NcIWjgGCA2Bgw0aYw3X9b4IXvNgGO/gZaf2whPNbVwR3eK//xe9ZS9BUAQd2wyCmK42zamMGx/fE GkWrAEzQ1AwP+b4kluuRX0xXETOZrEfOsV8J7NQnvzXKWM1wiX8MZC0kl8Y9NuuOa6xXEWs5rkee MFpFLOO+irjKTbbvmWccADX7+MFd7kJwhxzms+LYznOlMaDhSuU+lzXKhp7rkDtwAjgHetBnPXKi EWviPD8huCBAQZIjDeAK69e+k2brhv+tXNYdt1mvNB4BlaUMVwFouq1mpmylLd2E4IqA1GbFMa7f uuM50xfAu171rt36XwULe64gGDZZBb1pxc6a1ktQ71qPXWb7Kjiub971m69N10Xnl9oeJnKopctl aKN4rqv2dasBrO60ZnutH4Y0rz0dA3AHNtayLre5DUJXKss7rhse91nfHOp4N5vYHOixvQHL7Mo+ e9/k1HFTuY3qpv57zQCmOKctzmI0c8DOC78wkZVt2IdDvAjSVuuG201op7LcrFE+9cbr3HG4IljL IXfzx2teW32f3AkpF7K1Dy5Xgsd1zLh+88XTSuA+55yvNNZ4z/H88ykEnc4yr/bEiS7/dIsfXOlc F7rUn67fkW/W5FV/qZLF/VeDx3XVicax1EWd9Xo7GrAx5vnUOZF2fh89AHOva7z1zlawlxXHBX47 q8tK9rpGPeyU9nnfk3B1suYdsDEnfFvH7PLMrzvwjVe02c8u+clH/MpEfvnaOQ7YVQdeyCaoO1lD X/SdcxbtVa/8zcPN+r/quuVdJfnmAQ/5yFPd9LWet/BXT/O/Gv6tq97q8tW65M7i/udBJ/D0Pd57 vmJZ9Yz36vYxLvu9PwP5QId1whPr9r6OWeDovrv7iW/90qO/GoVfP/szXnz1b92wtId6i+dw9nd/ aqdW/wV/MAZgCkhfRFZn/SdXAYhw/+VnflZngNGGgBzwerO3dGyVbt73gB5YVxM4fBx4Z3yHgZTn bhsYdi62V6YWgSn2gCe4VyUIb6NXf8engkaQXG92VRXoVgG3gIk3YPJXbUGIgufHg6dXVj94VQ04 g0XmeE5Vg311g2r1eKR1fSeXWyqWZURohbn2VOA3ZUfYbTmogynIhChHWr22V1+YhO9lfGvIhvjX WZJWdvRHVgg2gnMIWFwIcZV3WATmh7A3gA33hxYoUnZIBIMYWBhWcXMXYVGoiHoViPv2iID1goIH aioHgZa4ZTvYiJroV6lGhJPWhzIYinOFieZWilBHb1oHaWm2iqwYV64IbbAoeLFni/9dFwCG5mS3 mFi5SGu7SFfstYlHqIrDSIdL2IhCcIyl9YM9lojNWHIFeH/SWFrRx19aeI3kNop2uI3cGFVlCI6t mI3od13sSF3RV2HtGI/yOI/qCI2CwHnAyA54BY2LlgIPWGMfYY+QsF8eIASIFwLosI9sGGEjQASc 15DmoJBANl1DoIpFMGb8FZEC+VheJQQihpBGgHQauZGJsGMQWRkPCJIjQZIlWWBIUGgjyZKGYJIU Yl8nGQ4SqYIfiQRmFpMyWQh9WJBGQGAK5pM/CR9DVxkf9wHnkJM8GGH4NQSFyJRNeZSJ8IRRGZBW SVJOuZUr6ZUh1ZXoNY9kWZbseAf/YgmW3JCWTDiVX8BstsCWBoh4GdkFbEaVO6GWgPBfG4CReKkF MfeXsCCXGLhhdbkFfhmXelkIMcgFP3iYs0CYBtiYgBl7lJmXixkIl4kFJYBf/iaYryCZ97eZVvBf DfmZipmZgECaVDBkRYma36Caq+l1WdCZQgmbmCmbfcCaUmCaUkmbsambuwmcVeCaeImbkSmcwwmB V2CbRICcg6mcfMCbT+Cbz0mcySmdeECdVGICRXmdzBmc2mkH3MkEzlkE0Bma43kH5akE1ome2Bmd 61kH7Ukh3gmaMJCeriCa6FefR/COUJid8zkH/jmUXKWS+zmgdFCgUKCfP6GgBBqf/1ngoKzAn8jH oE9AoalgoaaHoU6gobcAoXLgoU0AouQgonBAjV5gokOBomqAZea4BSxaChzqouppo9uEozmqoz5R ozwaoj86CXApnkH6CHeZmkXqCIGJpEmqCIlJpE16CI+Jnw8apYiwaCTqCT6qmrY5o6KwpYvpm14a CmCqlsaZnxKaoFbKmFk5pqBQpl75nm76CXBqlWcqBHOqpWuqmVmJp2lapXtKkWTwnn4anrm5poIq Bnf6m4YqoHu6B+cJnpApn4+KB4TKqJN6o5VqB4sqqVRaoZt6BwBqVQgKqKE6B6NaVaUKqqcaCHlq M63qB6+6ObEKCLOKNrUqq3/Kqv+5yge3igl1upi/egnBqpfDqjy9mhHFelNm2azOGo9qsKw09azU Wq1dFa3Jah/ZmglPOFXfWQjSqqOIR1XfKgjhaqNfSFU3aa7beglESaUEuVLt2jkmsK7wWa7sOq+R AAIqsAQulgjniqIr8KkPsnMAq6+h8K4Hi7Cf8K8Ly7CaEK8PC7GYoLATS7GW4LAXi7EtZLCKELBJ arEby7GPoLEjS7KKILEfi7KSILIny7KHYLIvC7PF4bHMRLOL4LIzi7N/ILM7y7N8oLI3C7SGUGwE m69Ey5gcJkZJWxyxJ5SPALI6arRM27Szaa8ra7XtILVaq2ddq49fq5Vha5RjG7T//7iqlFC2fjBm +AquarsHH4a1hsC1NupvUDu0b4uqHFe1eRsHdltSfRsH2SZJgcsGUda2eFu4aTBmG4CsivuiAJap KPW4aSBsxEq5aWCYHhCHd3sIdDufcUiVBJe1mFsG2yaYH4a2aVu6ZWC5Blpk8sq6ZCCS88F/niu7 s+tySJClcPC565luL7m3c4u7YwC8R8Bmnbu6xOsFg3u89tWnSLu8XIBoPPm8R4sHvruevLmTtyu9 XvBhjRuSNBe73tsFVIavS/az5TsFNOmQ+ai+6ysFO6aSCKa6gZC9CgqjiOu28TsT/eu/j2qtAjzA UNW7lUrACCzABvy/BsXADezAyLyAv94rwdJLwctrwcSLwbirwbLLwazrwaULwpgrwpRLwo9rwoqL woWrwoHLwn3rwnkLw28rw2pLw2Vrw2OLw2Grw1/Lw13rw1oLxFYrxE1LxElrxESLxECrxDzLxDjr xDQLxTArxSxLxShrxSSLxRyrxRjLxRTrxRALxgwrxghLxvpqxvOKxu2qxtvKxtnqxskKx70qx7lK x7Vqx7GKx62qx6fKx6Hqx5sKyAcMwRFMyDcBAIgMAAm8yIzcyI78yJAcyZIMyUEAADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0021_image038.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhPwBWAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA+ AFUAggAAAAAAAD8CAn8/An9/f////wECAwECAwP/CLrczkGE+aq92EYhhp9BJo4Zx3noQJFs26Uw F7Y09sL4Wu8Q7n+8IOiHuqmCtQmxaPrMkCTl0tN0QkdSY870kl0z0mWHS5U8vw9l2DeuAtFpdcA3 pw64rzN8MVTlCn14HXp7IHU5hh9keXsQQ4cpVRNkKIRohnNakCqUlY18KptOMBsnpJ91opUppaas qKFaq06TrpWWSH19s6G1skdwhoOJH5Vmtq/BIMO7h2atOcrLvaqYnZ6XxKE/k7500phrtxG13IWY rF1Ox0S4QujhrNN07u+p8cYb5p8K4dplyELxc+SPlIQ8IAb28CdumxWF/Qb1GjVFx0CJfuRNEThQ /xWpjcBQ3RgD8hu/CJzulNzXyBRJHL9MtiyiMsbKkJdiMrlZbwdKj25A9qyRh03QjUNpFI2EB2ZA nF/miBPksumpYBTt3GlKNRpWhzG4CvJ6CWzYKl3JXpGayWgTqzLXxtIZaSvNq3KVvLxZMxkUdDoz aZEhKykYhHa3BCSsNokbwbZaDZ7UmEapVdckG2GH13EnlKQ0R6LcuQXpO2oKp6VyGlsSm3r3Ut3c +o3larW3Xtua27CDhr1kwS0zz69pccJOdDnKu3eSRP46UXorrLIIhtbc6pbxj9Ft7MA5NcWn1TdB 8HcV4Ymu0vtx9EclM2zjngX4ZcjuJ5L0/P7RZ7H3lWGbffrtpl8Y9REI3nAHimJeA/5l1mBpCs4X n36AWAdGgflh6GB/C3Z4YA4EEPAeJiWWqA8pKRIQjgkFkNjijCXGEU6LK9YUwIzLXIYIjUCayMch EwipYlUf0OiLCQ7uGCSN/cjDgIvL5ZHiAgdt8E+ST0IJQDhTOtOEkw0AWKSDXc4IoSV1CEKmBSky lGaNUWw3ZoVOXvlXOxDZlxGFfWqAW6BYSHHPgxBhRygACQAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0021_image039.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAhAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI ABsAgAAAAAAAAAIlhIOmGHrpmAMywnVfsxt3PVVemFGlCHLkxrRua8KxKGufOeFGAQA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0021_image040.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwBcAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAgAI AFcAgAAAAAAAAAJQBIKmGGrsTnKQznVfls12/GkhF1VguZkiOqqkx8bwfNKr/db6vef87wu6hqli yyjrEY/MJHDpFCJxUOpUeX1mpU1rl8MIi0WVMSjkkkQOjgIAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0021_image041.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhFwADAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQAU AAIAgAAAAAAAAAIFjI+py1gAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0022.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="windows-1252" Long Division Family
=
= You=92re
awesome!
= You did it!
4
7
3
R1<= /font>
=
= Cool
Dude!
1
=
You=92re so
= smart!
0
= Wolf!
1
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0022_background.gif content-transfer-encoding: base64 content-type: image/gif R0lGODdh2wFkAXcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAA2wFkAYUAAAAL BQAFCA0NCwsFAAAAAAUICA0LCw0NCAgABQsNCAUFCAsABQgLCAUIBQAICAUFAAUICAsFBQsNCAsA BkAAGWYA/0wA/1kzAAA/AgJ/PwJ/f3+ZHwCMc1rRAHfRhDTfpWr/AK//PZ7/s7P/zAD/0dH/zOX/ zOb///8BAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMG/8COcEgsGo/IpHLJbDqf0Kh0Sq1ar9isdsvter/gsHhMLpvP6LR6 zW673/C4fE6v2+/4vH7P7/v/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWm p6ipqqusra6vsLGys7S1tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NWqANjZ2tvc3d7f 4OHi2tblmtgo6err7O3u7/Dx8vPr2Ob3kuj0+/z9/vIA8AlcpO+fwYMI39kbyLAQgIQQIyIMWGqc xYsYM2r81pDKQ4kgQ9KjKGqjyZMoU3aM8lGky5fqSILSBrOmzXoLVza5yTOizP9PLXsKdflTJ5Kg Q5OODFVQqdOJRY0WQfq0aj2mVrP+iyp1CFWtT7lm+gq2LDuxXcmaFYr2ktq1ZdsafQvXptxKdOta vbsyr16iWP/W5dvRr2CQhPMdhpuYoeHFEBtDegz5pmSBlCsbvOwos+aXnO95/swvNKPRpBF3TYI6 NcDArp2aLtc6tkLYtofOtlY791ncvnnurtY7eLrhiIobX7r6iPLgyA89Xx4vurTpua07pC68uXPu E4GDF6kdGnbb5QedHx/Tu5H1rtMLgs9efjP6pO0Dwg9e/zL+mvnnB4DUCZgMgZAZyAeCxil4DIOH OagHhL5JWAyFf1mIB4bouTf/FXtbiQeiTx4SweFgIo6YkIbDnMhYiioexKIwLq41Yx015leiiTHO cyOOPaq2oxBNBfkbjEaWNqRXOVb1I5BJrrgkk1Ee9yQdTQY4JZPh9HclllWGtyWXKVFWpkamZFnZ lwNRRgY5p6iZ4JhdPMamJ3Iudic+hu3ZSZ4R0slFn1lgcIShrgAqmJ+iMUcFBpBGKqmkrSiaoaCD OhrFpJx2ukqRYY505qiklmoqqW7QdVmnk5LA6qeghqqQpbKG2Eas7UnB6q6cXnMqSjL+WmuBqb7V GK/ITurrr8xSxeywyz1pLBTJVgtpiUXmxCO00EpbHbWSkiButeK6Sql3zkZF/yu3bMGhFmHWxntt c84exe6wX5LFl7wm8DruvKvV+929srL51V3yYtBvq7vS2w5X6xJslxygIsxvwgGfBbHEod5Z8RLk SrqwvGlpbC/HVe6ZrRIJQzoyyXMdObBdzdZsc5mR2fFwEi0r3HPMMr+Hcsp3BMVVzya8DHNhO588 tJGMEomOtkJYm/TVWGcdb19BCy1UAAI8vdeEcA4RbqdZp522tVxfxVo8AxCgTQEGHBR3AQeIhIDc 2SRQkwLYLHBQABYxkLdlfWRDRLJqN540q66aCzBmXXvdTtze4D04AGFHhHnnKBAOgOAiYT66QXsX fvjEgiDr+OtKMzw5n5V/eP8535nXbRDhpCO0N93sNICN3yGJfvo/wltEPOKt7wo77GdHKjmilLv9 NjsDOIAN6NnPvXo/3ff+T+rip9P98REBnk359Jw/DuisA+L686/vKnmbSDFBlfDLr5P88AdJHfz4 0T3NtSN1wINI6tY3PrkNMHgAMCDz5Oc8+kEPUv9SViwowMEOclAMSJELUrLXP3YYT4L+EB4K96G+ EqrjfC70R/YK8AAGpnCF2NNeDEETiPlZsH4YfFUqPEhEDhjxiEbsYJ3Y0QSkIAAC38Me7h64D8zt MB6iY586kpfAgwhvAepDXxWhKA8BtouCFfyh46QnRFNwkANEpAASkSjHI37/UAu1s1w6FKDFdRiv j/RIHhXhYTpAhhGQ89ib4Q7pDwQgMh0qjGJNosYyXqnxgpKbHvVCUUc4dnCOoHzjHCmQhfw18R+M DKDcDMePBQJygaz8xwzrlsrS6VA3FNSkyC65RgxMb3qjqOMnQUlMT4oyiVgwmhM8E8ZBto9vzjwg 3wBpOhwGknN7tKHeHIhLP/jSh7xcmy/NVa5zeSKOnSzmKIuYRFJ6RJmn9If6rMkP0V1RmgB8RzUl mUgCLK+WIYlkN/tQLaVdcFJXY6P0gHnOOBbzmHb8JETdKQV4xrMfyYulF7FBT3wCQKNS5KjuCEgA CQJUIuFLCiUPZbXHKeyS/z4LIgYzuMlMoDOdEXVoTuHYTiVCQR9UW4JnRBdNejSzitqL4EhDqlR/ EA5+J43I75baHW8y7nH9et4uEypThc7uEjfFKTp72kkPGtOTP41JYjKDOZCijm/3hGDg3rHAjroD cCWMKkSE59YJ5uFiCO0lp1zaqQxyIqx0DKsczWpMdD4BqI3JjAqp+lZs9FWffLNmXfmJWbfqFSEp Vekeuoo0tbEKa/YzJ1hvmlPFunaxHlymlSoKvlt6LrOcvWvf3GG8y74jAF1Ux2dVGdyerLRq/BqZ BSJl2sCiFnLKqmkkWEtWsnrwBNilAHazq9gmfiSo+sPoR3MLvsxSNh6bVf+H8ebKQjEKV5sS4St5 eaiHwnLKXOEULNsoMVZidnC7AA6wgB17RyV81yOtLOl5DXK+4l5zGwJo8IJvd9nhylJ7j6QvHu6r y2++NL/iDFkldLpODgr4xCjW7gkoqj/FIbh92itqbUUKkjD6NocOziZ7JTJV2dS3nP76MIhDHL2z 8Vei1jUxipfMZBYfpWxTMMxTbUljifyxvRrJsDzk6+MN2/e0Q27ufiVhVmFKlMloTrGT3wNl2s7j iy6RMI9xi+WMaJmQGA6LlxeqS8mFuXFbmwQ7PRnRNBs6wGs2kYutkBfA3bm8VU6I+2T83iwnpMdd toO1/PxnQCfryGWeqIr/D23oRHOplGX0J0z2GZH/xVWe8E0IlzNdh5bR78NCBuJ9NUhmxh7zuogm NYpZE5237O3VduPbjfcBy/nCeseSzrOeNW1r6IUztap9BGKTaMxgC3vAZVDLsW2yQGTDLal2NYiF E5xj495hoS3tNGHHKbtIgVqnsP3vdkf97X2Hm64EWLYC0g2Po4IW3c5GZaw3uuz40aG08n4ZORsm aNaGlbv9RvS/pbls3iGEiwnXZ1IbfpB1w9i9on13wrS6Vf2OGRIW97WSlZzx7G58HQsUR7vpYU/f TdMmJu/nzqtK7ZUTOQRIH6yYk3W/6Y51mI3dd839/SZ25Fwc5nbH+Sjd/47/kTwhQd/yeMem8g6n UWsYQLrak57r54bsq4zob2v/y281p9nUmXoh7t7n87HXUxtch0jY8YzylBfd6ER2buLDZXbpLuK1 w9T3ivd9cTUXGAwuEqTYiF5riKMdAyIQQcvdzmFeOT3UMuf3qF1r+ct/4UTdyzpm5zZhjq2UtNBl rqdHT/pWddhVvUZ9WWmeXYz3O7YgrArgCE54jRKO+d36q+evje02anvQ6xzwiusObO5PHrtVd8rn Do5ygW7+9m9XvBoNVX2Z3ludniw1EYsP4DiGXyke/7jf12HFzaMA/T3jMjDFfrnXKxVnZhAVf2hG Ae3wffWXDj6VfEoBZ/+gJTc79HwhVzD1hSyN13ZAhFxLM112VH+jdGhxdGIdBIH3JxTCE3gABwAX GEEZ2DEbCGTVdkFm4y8MNQkjSHORV3ett2TaFYES2BMzNIMviEMFhIREs4H1RnEdoHvNZQQhCHP6 1n3zN3XB5nqYNxRgAxKm40Lk43/HtTg2CIU5iGvZBoLIYgndR3/bJ3laCId4twURg0WxhoFkaFUv hwRwtzhtuFoqNoj1R3xzSIdjcIfwkHPLY37n10PfpEtdYHqCuH1weIhNZnMgdDPMEkYyKF+cGIrM MgieAgxyKIeHCIQadwqeuD2YUgzAFoeYeIneVoef0IoC8Iqw6IOoOHX/qkh/tvgJ/zM8ujgMkheL NTeExid1mmgKMxQBSUWMxRgMvTiHhFiIq1gKd2MAQrBeCTCNpmiImbiA48hdzig3C0AEw5iO4OgL 1YiCd1eOK/YIJkEEGFgE/4M37eiO4giPQviLtUiPGzEEqfONRvA/7LiPu3BmzFh//1iOg2gKyZOQ RABDCtkLWeiAUqeKQJiC6xCREhk4SNBCF8kLkUeLkweQHvQOM3cKE4kEmEORJYkLEoWMy9iQcXhT VFcKBYkEAjSTJolOAwaQlKeTzVgKz8eNRgA4hgOUC2mU3EWUhXiC84gKbXUARXA3WOmUQZmRsmiN qoA5dDMEy7eVXBmO/6unkd+GfKpwdWPZEKJYKqRgiFLZelx4looQl6cSTKvXjyh4gsFoCHo5mKPY CLiSIGWYBsRXlzlJiIGJl/MBHYmJBj6YjFUJmafRIKXwjiZ4l6lQlnCpmZtpk53pCuulj10QSbyg iK/hRqRZaqywNwKQj2apBQhUm7jAmt+CCq+5gLAgOqipBQ2Gm7egm/AwmW/Qm0MJCyDHBbS5mqLZ Cq85iJ6JCs1pm7gTnLlgnLexQYvJlq9wnVgwQ+K5ndHpnURUC+VpBQ1AN/NEnLbAne6AnIKynlSw N+n4ntAJHZi5BvYpBdnTlPq5C/LZNP2JBv8ZBe2plAOqCwWaRwcaBv8J+gT4SZYcBZ+18KBMFKFn MKFNEKBm2aDmaRwc2qEXyp5vKQQimpvLUaJm4KFLUKFEsKLF2aIuSgYwmgQgWgQ0Gp82eqNikKNI sKBLeaIE+qNACgZCagQyyqNG6qBImqResKQV6QBNWaQyuJ/BIaUS+qRP0IpYN6JbyqVfQKUWihEG WaMkSqZT6qVZ0KMZGqVsmgVm2gRwSgsaug5zmppuigV3egkVEKiCOqgVwBJyuqfs2adX8KeUQKiO SqiytaaIigWM2AWMCgmPmqmPKlSHOqlP4D7ckItvqqiSoKmm6qgG1qmeOgeXugin+qqQ6jS+sarU AKu2Oqiy2iG0Gg3/t9qrgXoE0bKr0OCrgfoBFWCsr2oEwSqszfCqxvqsxXqs0XqqRbCszFoHqomp g4qsp/oBz+qt06qpRGCt1yoHtxkJjwqtxeqt4Jqp7SquQkCu5foGw6mtjoqs3yqo73qv1Eok5zmv bvCcjnCr3EqsqNoBeXocAAsHOaedrmqq7VqwBourCPuv50CYhSkK5Emqh9Ct+JquE1ux/MkJ2TAe 4LUJC9qqgTCxLCuo/jqy5xAj9BkGFaqygNCyOPuy6DGzdhgkPNsFO2qzf3CqJ4Czpio1zSIq9Riz UNMJRNoBQtsHr1q0RguvhIkTSzsWSfKz2JmQUbsHVWu0a2BRrRAl/ycrCTuqohw7CFNbAVT7qG87 sR8wttbDCgnrD/qRtRKaolC7toJgqkUbt3BbtWpAtp/ShJg3kGLQpGqbpQ+bqSgGtwAWsmlguNeA uJWQtmfqsB0ruUvmtoEbub5auHr6CnfbD1xbBU87o367sp4bqCcGumhGsIWKBkEBC6erJJbAuJuL oWwLubJLaoMquLBauaWbKJiLtlYKn1+bB5ArYLAbu6ArqMTrrMarDribvJEApuGQpobguYYWvcNr sNf7f9lrtpbAveDgvYXwuoQautglu/LrtvR7q+WbumyQu/uAv1zQvM7rqJMrvv02umZwu+e7taHg v3gAvpM7wAR8c/8oEAv6qymdoMAL/L6zWL1HW8C5YrrauwkWfAcALLxpBrwHe3P8uwZhksJaEMJ2 MMIk/LmSu6lmULdl+8Ga4MJ1AMPhG7+iO8I0XAbH+wornMCt67rDe2j0S7XQ+7xBTAYdTMQ4PCQY DL3xO79JvF3PK7jGysEKGwtFHAYYO8ahSAVZHMA9rMUwzK9ezMIqPMWlRMZy3CxVQL1WrMRLDMSE iqxtLAsTTMF0csY+TML1m8SZegZRLMXoW4zBq8U/3MgBbKteHMGzEMa3cHXecKVtAMmNXAHucMb2 W8NfLAuWbAvr9Q2avMkBVsjxELyF3K8b58ZsUMq0YDrhIJOq3MT/gKvLsBx+svzGi2wLTImh2ygH kKzGdsxkkszBZ8sKtCwL2YPLrJvKbzDAvNzLYzDKs/DHrVkLCCABS8A7dDC7PIzM2CyBv0y3wUwL E+C7HVDM4zyHxXsGD5HO6ozAwjDMdjB1yVq5zYy86/wL4nwHNbepv1q4ixanAd0L8PzCDhyrtYvQ 9py/3NydwaDPeSBsTzy2/3zAPTLRdTDQenDMqxyr7gLSqeKzw9DQI63MLjsHHb3NMovSrDpeQwuv 03gmGULTcyDSC2sHJbu/nFgMLP3TQL2/O4LRRl00SF0iPr3UR93N7lHUUA0mUu0dSl3VULKbHvLU Wm3Vx1kiVP3V/xTD1e6hSO5M1rdi1t7xRWrN1GHtIbP01nA9nyWC1nR9B3HtHm5NChTRZpiiLwB7 hzzt13Z9rbpZ2KNw2MyaGootHvIBnroon489EwZqBUTEruxanb/gPuybiPFRjE2xGxSg2aZt2o9p C16X1l8QG5XNFJb7BKc925pNhLxQSG3g2uBYEJdR2rT925ud2q4wT0o5y6HdjlPTGL4N3Mz9AcK9 CsT9Brq9j4CdBBzU3Njt3LkQ3dJ93BcZ0x2w3NnN3M9tCq4UB9PtouI93uRdC+dDzcbt2Dd63ae9 3uO93LTwP6IKB+nNofbN3rSN37GwT3LQ3wdK383937/t2+V9i//rMwcG3p8KDuAB7twN3gnAaQC2 rFTArCPLlAEJLSgIjtrAPeG17a2cTQobjprlpgYR/h4ZEOMaMOMaAN6rQQEgMNsjXuH37QrNlpVw lQYvTgQxLuM0PuM2LhU4HtxLnt0mjuKb3QqHdATNhAZDLgQZcORargEx/tqaQN8cBALiveMUrtli zgoIeQSmA99hMOQAkOVbvuVJ3hEdZOFiXtt1XuY6jubZsN/4eMRaQNlHEeeE7uWrFdx4vuQm/uTL feaqUOVULlL07N1cQug0DudIPiXX/d8UUAI5nuOLft8Xnr597pNyw7egnRpsZumXXuRIbuiCBgJ3 vt4cVAI43uT/JZ7r3irmo04J530ECFTcEDwnUwEArN7qmA7iO3LrI95BJfDspS3rZF7mjn4KFgns p87adaKIRYENXI7pcf7mrv7tsG6Fze7czw7tpX3rus7jzl3tIem4RdCTHI0RPiKXq37sWV7kcN7l 5d4IzH7inZ7u6h7mOe7c9d3ut54KpuPnQzBZfnDVXpANNW7slr7v457p3hHwUF7rBK/u737wT47a y73wqKA+1Bw+f/Aub+Lt3i7nFo/x4/7vcVfnDD7wH5/u6y7rIn/iv33w797rlPCS6giD+7HXYvzy 4a4NM87vMk7ziuBBiZ7zOR/t0o7wm/3zJQ/v8Z6mhPPZe8Dy/5uo9IVO4+Iu43AO9Yhg8yju8VT/ 8dd99bRO23fe9kI/CaDK5gvyDi3v8nE+82cP7mp/CFKP8Dj/9nDfQbKO9RZO93Vv4XffJoyd9Nlg 5Gav5YGP+c0B5uuO+FSPTqCe4IuP4lxvYHN8+mdyz4n8ehW/9JjP73LeFXm+7h7k+epe9eu+64wf 3KMf9MuE+sB/EvkLoYGO5OB+5BZv/Gcf+0qe9R5f+7b/+WM+7VdP+pE/EJc98RV//Jf/6tiQ8WY/ +IJg324f/QWPTruv4xz/AaU/JrFthy/P9N1f8d/P/RpP5+p//ojvWraO9Zxu8EBA+XwoIEoHmVQu mU3nExqVTv+pVesVGwWguIAsFRAGZDTisAYNQJfHY/Ia7v3O6XX7/U4RDod6/1+vRFAwsIQCBZCC UGhvj6+vKJLICK/S8hIzUyqsS9OMzEwtbS1DLOP0LU5zlbW18pEvUg/xIlBxcHAW0Q9Xj+gX+DHS iOjI9Rg5mdUMM3TtDI60zS1VVfka29UX+M/wkKL2Fne8kJxRCKRYeNK3KPsdPh5KztI5+p6tlBqf Xt7/f8q2RkZudRt3EGEvRn2CMUwEEGJEiVOcmbmnb9opfGUmdgTox6GshCNJEvq1Jx1IdbL0eHT5 0l8oNaLYQAujr1q0fjB5amt3jmBJoQdVNlq58k9PpUuXVbT/l6aUhpzPdjK1mkdgMV5DuS7qk/Lc SUiUrpY1+0Xm0zKlNN4LcxbunKJay3UVWhQsQ6Rk4/b1yyQttGdsdb79eziKHmLnItkd+icWCIJ6 tfJFfLlsYDHRCM80jBn0EpCMJYsraTrhaGGK251sGRq2UlCBN1qLDRuyrNJExaFGrTDsakCQjN02 PlGUZ6o0a1c9/nd4otSpf7OeBKv1w+fb/40pMyoO842fuUPfRnAroce+JalUF2tlefnvUk0FXzvN /MMCAd2ta0gh9EaD7BEB9TuwFe/wW1AnBPsSyIigFtHDgworTIQ9DP1Ab50+HPzwEgVRYRA/50Bc ij+DFuGC/0UuVMwlN/QEdESYDoo7EUcs2iLDPhLzy7EsCHcDTkOE/pBRFkhgiQXIJqtQUKqNehzP SaZyK8IIIvUYgcv/YBywKEliwfLGKs1UwjvxSGnLRxPPnAjDLHPxgAIu7aTAg5ESoaudxU4i5s1A kUgOH1Sm5EdQmDSsi8478STpSA21oksyDxM18w01DT3UrUtdIo0uXCy08LcJZZxxwyv38NRMQuHY lE2pDO2UVYkSQXXOC0v1Jk5AOBxtsVqbTE5TWGU11jZh/QGzSK6iE3AyDIsBS9kciS1002NnbbDa ZVXFcD1FGjlysQ2JYYeIbnF09aJskaVV3Wz447OIYvwT1/8RaVk6t7Qy4z1QOWzZzJbKf7HZ86fz duW1oHOnnbFfxj4wGETl7Nt224IpToYxMNWRzEgV3ZMM2j0r9Xdj7iyOVcqL4E1Zm69+ipa1Rcvp lbToXoN5Pot45Kc2wrjlmZWwErY51f4mlJTMAScmujwFz+hxH86EThZqTDq2mV6WbvY6OCxnfDrr 59xIQw2W0ch4TSifKVuTo7smDtW69iRu0XThNq7q79imhmWcXt67EqT5i7hp07YZ8+grCY8N8FTc HozgtW8a/HGs8mbHcMOHKJm1zGGDMqq13IK1GsGHFr3orZldtF/GI0WZdb/Em23ytd6V6vLVa8+k 3pq77hz/b+1+R0yw8I59tfK1Vcf6eEvIDV72zpOiPXrb1axpquZlNQXz7DVvenjrjcFe/LiSXy5w tr/vHfr07cg7RcNtvF/+yyxC+5MRnR+YR58IX/7wMBzhII2AodGMANvFoxFhhHQ/SmDc3IPACSpw geuj3KZk8ioJXpCCxUsKCDG4QA9uEBVpqc8HSXiJI3TMRsVBXwszk0FtxYGDKlweR2gIPD8gYYY9 VF8G+waVU2RwW24SotaWqD8i+m85RHQeC5tYxUARsYi8w+IUeWhFL14RiX/bou++WEYgPVGMY3yb Gdk4rAW6D4soUJMS21jH7WARivxboBwHaEc/HgePLMOi7gbp+EdDYiYwG1DkBs6mk0UyUianQIFb HlnJRR4Sk9qTySMbGaUyVNIUWUSbJUm5gUye8iqCCYMpO6DIRrYFAJa8CQfdEstSWhKVueSJePrB yDf4z5as7ABb3LC/ONySlLpUpkdkogRGrkkjtlyCZiiJzEouE5sSYcY0/xdNRUJhkRYRgzW/mU1z 9iRtxiokmsxQynO+kynboyI86XmbmSCqnvnk2/bIo09/OtFVYvjnQBEZGIIeFKEJVehCGdpQhz4U ohGV6EQpWlGLXhSjGdXoRjnaUY9+FKQhFelISVpSk54UpSlV6UpZ2lJMBAEAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0022_image042.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDwAgAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAJ ABsAgAAAAAAAAAInhIOmgLGXXnssrimtwldDl4GduHkV+VFciZ5sA8eRDMqjBqumeSwFADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0022_image043.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhDgBcAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMAAgAI AFYAgAAAAAAAAAJNhBOmgHvpWoRLVqpsxs8x/nlaN4ngGJbqZbbr5rIvKdfwnNr0ref8vwv6hKji 6RgDDpfGJBGJa0ahPWmVqrRmqYiu99sAP7wbDfmqKAAAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/v3_slide0022_image044.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhFwADAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAIAAAAT AAIAgAAAAAAAAAIFjI+py1YAO1== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003.htm content-transfer-encoding: quoted-printable content-type: text/html; charset="us-ascii" Long Division Family
Long Division
=  The 5 Steps Family<= /div>
------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/master04_image045.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhCwKLAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAJ AokBhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/AK0EEkhwoMGCCA8qTMhwocOGCAFInEix osWLGDNq3Mixo8ePIEOKHEmypMmTKFOqXMmyZcg9MGPKnEmzps2bOHPGdMmzp8+fQIMKHUq0qFGV BPcwVLqQKUKnB6EmXUq1qZWjWLNq3cq1q9evQ2NaqTmWZtmZZ2WmFUu2rdk9YOPKnUu3rt27ICE+ 3Ku3L9+/V/EKHky4sOHDL3UqXsx4MeLHkCNLnmzUr2XAmC9HpMy5s+fPoCnWvDK6NE3SewLFVA2T derVsFvHfg03tO3buHOD1Zy5N2+IuoMLH058ZePGgVphW868ufPn0KNLn069uvXr2LNr3869u/fv 4MOL/x9Pvrz589+nWl3/tOCeaOjjy59Pv779+/jz69/P/znbtwCiNZNy/RVo4IEIJqjgggw2iM1v vhHo4IQUVmjhhRhmKN5xjCVnXTSthHiNhiSWaOKJKKZ4HYSXvTcdK60EEghpVggiCDYjqqjjjjz2 6GN9ps2EmpClSehcNILIeAULTFrBghVXtJLjj1RWaeWVVrKYmZTYKCelKazICMWSZD65ghVWhIjl mmy26aaDHN6UViA2CtLKLNe0wkqSV1yB5pNMBmqFKW8WauihiJ6nXnt8MbWHKXsIklqUiKjpZYyq CWIFFAGw0OkKTHKZ6Kiklmoqc/8JSBtMaF4hoyCmmP/C2oweQndNkjI6WYKnTNp56q/ABnulZktC ASoLSUL6kJHPgRkIK6lBmeaUwlZr7bUZ5vRnoE8OeVOt0uUZ4rjYlmvuuQtCtAcLULBwBRRS/eUi uvTWay+DNvXpp2xBykQas/cGLPDA8TV0hReuChRthAQ37PDD3t2kr5+trrWqTOBCrPHGHC+3aFRj uQtou06+Sya8Al0BX8cstzxwqjLpERNpfUJhs5PcNukuK9aNSK3LQAddKIQLT6XU0WlOJ6UgYQpy xZ5CRy21lXEqlrFzITrN5K67XuHr1GCHbaKWfs373J6pAbqkk05+LfbbcMN5Wr8zt0VgnrOEyEqY M1L/vC2TKsct+OAHkq3aQEgf/qggiAiSNzYw5jqQFZ1WziSMhGeu+X1x0tjnq2AmGakgiYx7DXwh ypirpysce/XmsMcu3scMkQnqClfMIIgXrcAa7R4q++xcns6a0ueTgwIs+/LMZwezWO1yuymUqsak fHN6763nLM137z12es1ApntbXnf99+inv5zEfQLP4evqxy//dH35uba7Y8KLslUrz+///84J0lnQ BAWc5Yxb7YICzwDIwP+1yCp7yN/9lnS+BlqQeVXTCfwuyEHZ0Q5xVWGUwvonnVZEA0aCuMbPOshC lz2PVW6pHkzOp7cZsU0gC2yhDllmuL5cT08wYVKn/7jmtR0acWMZzAn8WiErG0qLbU8i1BGnSLAe ggxxexhXiBJBC+VELhBjcheodhWAPeSQimikF90uphb3pYZprbFR6XCUJ2jBZEmtY0EJ8vi0NPoR XZqJoMlE5rRB2AlWY6mRILqYpzxBjm8wAVXl+gSiP1oSW9oyIALH5Ko2xiRcvTOFjfTltkuaUlgf FNm74iVCg1SwS4185SlnmajnTYxGZSmLa3b5SVr6UmB6SdgVZHA/Y5UsfxFEWhZ/ycx6MaZPUCrg AXPmpGZa81w9PNqYxrLNZV7zm9VaoxsxVhPXgPOcwbKiXl45Ii+h851VSqJOpnONvdmwT6WEpz5P 9P/BRLLnigVRXuoCIURe4S4Q+0yoiV54tAB5Uia2ihHFBCUohCr0ohdS517ceSk4Ii6MVrjdBjFK 0gPJE4ZQQs2MbNSK0knJnjZk0u30yAKLlvSmCgokNweJT689a1Is9VI9b+W0yVkuAGiSJU6XCqS5 sYqA08SnjWQEwz2UMFZ8ImARmcrVAukFpMhMJCsDoQdXlhByvdOTI7vK1v3ISV+JtJ/FaKKattrV Qv0cSJmucDsntetkyRyLUu9K2Pww9CwTi+aSphmowjo2p74hKwhBKMidDvaxmEXPSXGS2c7uR6MN uaxnR/sdcXqrbk6lTp6mylLSuhZ8keWN8kbEtD7/Wa6mN3qtbqOz2ZtIR1Z+kikCz7jb4vaTlchN CLOWdjgoucu5Id1qcYt7WHGOhWap0ZMW89Y70W2rdcfK7XR3+8D2JNNrXouU1w5JC+691BQEucJR WbCCZ42XujpB05+ixwLxYcELTGviHVtBCxwZWIUwBV7OArHC+45WXSA91gThlTCH0PBWe2qaeB28 29IktlhirSo5YdIzA3P4vpZRSjGPBYUSkExt7hLticd7HM8RUJM5a/CMd+yxybayL8oULI+HHEAR P/TIdO0lkZcMWgsvecm9tYl1QmQKNT3Zs01WbgkxpTYrYO7KjzWtmK0aHSYqhb4zrSkrdLycUuyN /xVuXgWc3xznOe+tzm6+MyvknOc585nOe7aznwWNZ0D/Wc+HHnSfC41oQgd60Y82tKMTzWhFSxrS lI50ozE96U5z+tOXDvWmRW3pUZu61KiutKo1nWpWrzrTsPY0qV8t61PTGtSn7nGWzYq9LmkKjCeb oE3BbNcoizhKJhwXiJgoK+BNlL5MMiOx75pXqiRzf+l1GksXqRwVxiphIeXVJIc97a4yFJrv8mug cue1RNTJaV7TIiz1hqttdcpdGy53V9UlMumJjCnpdQgJsRaNZ9GJTk+Tsb71+VZo4nh6+q0YRKuj xYEvnK2BBKmZaDpEnSXt4jR26ojNYr8ChpFJIP9HcWwNUrSmKDzlbTU2TWA+3eOGEKC8pvlrq+vQ F+qcvCu/zIVZYbyVIrs6YZqzm938rKXPuelKT7rTmR51qk9d6lGHutO1/vSqY33rXue61bMe9rJf Xexf7/rZzU72tbu97XAH+9vlHne1133sdM+73fWO9737ve+AT3vg0U54tvNd8Igv/Nz/jnVsyHwm oJyREPMIJeL+XKG7Dih09OQqdqlSbfm+/D7HPHJVMQd14xKdXHFMbtHrs7xNQVkEaRWpQDQuRLNg BZKKDqX5HtT1F1WMw01eMlIGuIldYJyIks1E1thspqAKPfDf+cEwLnZkz11pICBVCn92GxvcWw7/ 9zza+XfJaPrBN/Idt3l9Jt1MWn472hVUy0SiE11U6E+oXsoqVgkCSt3G8mIfRx0vl3+/tFnXFWQG iFmZl3MLeFek5y+m8YCO1YACUYAU+E6PN3HoIWceGGgfGIIgOIIiWIIkeIImmIIouIIq2IIs+IIu GIMwOIMyWIM0eIM2mIM4uIM62IM8+IM+GIRAiIMP4mM4Z3MKcT7tFCPGYyNrlYHgxHMy5HPRQTzr Am1NMlJQOEsWuETXQBrsciYi0zaWt4W0tIFKhj3NBzzwJ1zIYobWlE1GozAyklZ24kVN41zixiut B4enZF37ol8ms1420kR1YiniIjpgFCh7BCpR/+KHzKQu0FVQbogwhsSE0cI4XWJg32dPmqJi7qIy GAiJHMQ+N+Z5B5RAxFcWFVRPAZZho0iKHYSESaE/EcQ2KyCAajZlmyiL1iSFs+EaDdVQUuSLJNWF ZGaMGIWGraGMxxh0mJGMzphQEYhaRJIa8YFrrRZr2nhrs+Zq4MiN3yiOthaOtbaN5+iN5UiO6NiN 5uiO7KiO7TiO6fiO9AiP9RiP9riO56hr0KgX0lhCjhSL0whAzIiNJQRvyOMqBFmQ8kOLR2iECiMd SbI1xvRc+eSQRwSMHBkp0IEkfSOIC8ZmGjmL//hPVsVResIKwrRxt1VlJTlFGUQjKqZSd2QjiP9Q KS/FNzUDbVwDKjVCkjHZQBDGU2OoSuvVO9CyUnc4b10SI5+oh2JIJ0Mpk/nSftM0A6FYTOziNTpW T3xzcLDSkFXZPcEEcJSFMvcDRU5SV0pTT8tXlmh0kH0ol74EkdWmEAFplweofn45jEjmkXwZhycJ kPGReIbHeIp3d4i5eIOXmI/pmI3JmIt5eJWpmJA5mZaZmZcZmZTJmaApmZ2pmZgpmqH5mabpZo7H jHU5mKaEjB+yiWTpmrFTjXdkGq1JR/BmP2Y0m7RJOLBZZq0APJ9CX2T4mxdEl2UGbwX0RIGSkcj5 kBI5nf5UNpsII7rHNLlSJns4gNHpPy8kjLP/gRbtoy90cofZoyR+wl/c8ojf6UCNIlb9t0oUliRN 4zVd4G5dJJvXoCTAdpTS9Z7zIzE4dkD+hQV1UjNQIn3MAVNKAhNMI6AAVD/WJ0Gypz88BQVuKZAo tDdPKKEDKnJKVE6rAaKWdBkVxht7aaIbyZrxIYQwOoQxOqMyWqM0eqM2mqM4uqM62qM8+qNAWITV GZFD+kEryqI71JGA+UIMiqQtFJwl5qTg6aL0pCesBZ1SyjxQ+hxSInm88lxflqXdY5vjJIEICR1h cn3TAygMJqZmWZgKUWEBeSmSE1duiKVuSjh0qUVaJErOdj85Ezh56kHUGWTXFljyRyvoFVSO/4RC RTWJbHMFHzqomvM8enhAEtYnCDpVfRNveNJIPgOWqtOpTCOUlAo39fN5e1UQCXOoKSmQTBOrVnaq sqOctMpBW3qrDESmp3WbZ2oe+Bis9zis/CisxUqs83isypqszCqPzrqPzQqtz6qP1JqP1mqs0Vqt 2OqPu3akuio/tvqtDISXhZoQ3iqu6aOkc2UxTcocWSNKMImumpOr2HMrBMVffTKr8go34To8BWdA zdkkgmBx+zo1uepFmKJYenhv+FewYLNG4skvAJIcIbJsVOZdODNTu9KmDhs2kpg4GNpNyIRtM3J7 QrU3vzMyuwIoYdqxUvNWgMJYgJOUsKIkpP8jIiokJSakiDRjP8/imy6LTdMZYe4nhmTiNV6ACGKy SlbVTswxItyzN9qZdGUYtEITnmY6jAP0H7m5HCrUTqZqtS1Dr+NBmp65mamJmmqLtmtbmm17tm7L tnIbt3QLt3Zrtng7mnp7mnN7t3ubtnS3mmjYtWI7r3DaEOdauJUqotaYtWZKuIo7OGQbuZvTr2/Z sJQbNORapNPprSOCsoKAkSmUuUGjrjEUE01aTwR1QJVHui5Dtl36n/YThqHiuixjuU9JdJ26LY1Y U7bbMUDWkhMEY8cEcNsmIl+kWMJ1by37uw5jGsEWKPyFr4SoOjh5J3jCfHyiL83pJ/blvBr/k6oJ 5GKed7ROo7TKcl2b6LTL8SXQkiTaRrHgi0Q6gV3wl1LuQxoyU6IEqF3kUh1AGsA+OsACXMAEfMAG nMAIvMAKPKNCmlyZES+J2xxhO78CY7o9J5gWLDiTu8FTg7seDDYdHMJXy7i+eo3XCLkkzEOH6xCJ S1va9jQ8U8ErHE5UupzB1Z4cW8P3srm94a17I017BSpQEA0Ey8OY9JfruhjSt1rbeak0tQc0jMSm kmKQmothSDJi6CTAo1YopF0Ix53FWV9AS8VXchN6AFerF03TYzM2wy4p5TWNkwgutZJ/ul/soqFV a8bV8lVl8lcja7zbB1RXoJ93opJ1ahBX/wAmfKxGIieIb+xXY0JMrtJJDdW1YBkr2wcjQomt03qt yPrJniytpKytoVzKoLysonzKpqzKqDzKrZytqSzLfcate9FyKYOSvOhOjWwvINzLG7O5EOwewAw0 GDyFGlzMwNvC5qrMLfPLztwwI+yuSplCZRzNPcKruElPt/IuFTWw2NzH0IjLerllfYLFJQOm1xzO J3IcW/uXv4o9afpEf8Mk38vOpWJzgmQmAXg7LaYzqzR/QvVSoRQtgJqp64zPGvJCaiyIkKxfnhep kaI9LnVCzdaGL8aQU6zQVeLHEf0kFnpe2icr2naHjLRmyUsrKWMjRww5f/u2ecu3dRvTgP870y/d tzQN0zdt0zLttz2d0zi90z5d054puFf5xoylLwBGVcCTHHmjQs8hqvDLNAnN0SSiU5Mle9XpKCWm s9jQ0lZtKBDbGCoV1lXEzOVs1hd8w2ptL8J8cxPZ1vdyzIHZrnJtLdPcvrlrYnd9KNDstdubUnja 18MSwVjtuf25NhLmLmZD2GwiQO7jnC/GupxUl6mTbs65blXt2AkiiXoFqf+3xWcCBaLkNL0om1Bp 0Bt3O4vM2Y99ldCEE8IoVvikPaaju6uHiu4SCEfcwAz8274d3MA93MJd3MR93Dv6wLXzf7Zoi7St berFUoiwnwRdNNokI5Pq2lRyWBAdKMf/MrNe4AWJoLvuc4eg+rTXoMmHs8mbrd2Fgxmtyk0qdl2U FdcEWE/RYArZ7d7xxNb8nU5oTcz/bcMo7LiNi1oqPOBDE+Asp+DC8tcOfihv/U8pE+HAQtfhqVp7 cojtbeH60YVWIB2RcwVkBDg77OE7cpBHOs+MpYUoriEg7q6b6FFtiDMlMBYvnuImHLGpsb816UY/ i556op7c0ru+Kx2wPMur7MqxvOS0zMpK/spQnuRUPuVWzuRR3uRSjuW1LKSAoUz+h0/bt31JmQjg Bzn1BF96VeKfMtg5jiGmqG4IFIp7kHwwRUrCMyVDrhreHCgu/uYZNZ2fp8XtIhXxcmEG/9c08gvo KlJduITUOTO9gNIzp8PXjK4i2YRM+GMyHX7pC3KQni7hDH6BoV4o2pxapf4mXdjpqW4goE5xK4m5 rY4hE/5jI9Wlir0pVDnr2aLEp0uFm2c8IfXdJr7RvP5Zo341lyK8l+oqLyLUQM3TRB3tQ63TPw3t 2H7t2j7t2c7t227t3h7ucGfUCCgTfHrITCQpz7Y19mzsx44fWD2f2CYpkFLS1A2W4FZQk2TX7+7q j7zu1IugehMr7oN7YNtOTeRw68bv/e5VD7HPfgUqB2CcqjSH98ylGDbm9snqDb8dOTEkCmpy0UPs JOOe02HE/9vxFZKXni3f+8PwKr/Qvv+ewTye4DEf6A04wTff64O78zyS1z5/IaeewkGvI9NMdKSU Re5e9OcBzRLlhmji4sY99chd9VR/9Vaf9Vi/9Sio3BRermmNNVyWzoodoEzvVjOPzDYRelkTkt3N 2sV49h+OGfzXXCATWFiUVloEK54jSXu4Am4u95qFEzbmN9NjfESX8HYyC58qLmmqFBkLbTgk+Mi+ FCJjLNA28bgTijEMbBp6I+4kPCh7OJWcJEZM+WhPJOjmcGwMxcS+21Wa+Nqz9KgfHrBnbfK5oUpT +wgC4bwPWZwb/MPc4L8v9GkfmEuazMU/IUC//AXi+87v8Dnfv6PkNPoa/fEx9I+rNCz/CW1AqfzP UeVcfuVPPv7mX/7o7+Tqv+Xpz/7rr+Xwn+Xyr4223GTeaiNQYrRqY/PYrx39ivIA0UqQoCsFr1i5 woLFCoVXWGGDGFHiRIoVLV7EmFHjRo4dPX4EGVLkSJIlTZ5EmVLlSpVWAlnZ41LmS5ozbdaM+TKn Q0ECW7G6ZorVnpcJrTAswSIACyvRWD6FGlXqVKpVrV7FmrXqHq4wuX6N+fXKV5hjEY69EiiQIKJ7 BgpK1KoVNrmsAnW1ohChQhaBrmkFHFjwYMKFDR82fFPmHihGma6A8rjhlYECTY2FspZuRVZ2cbIo 2BnxaNKlTZ9GnVolWNYFoeTly9dK/2ODBfNGtmJFUMafpgSx+m1qrmrixY0fR578qWKci53rfA7T 5Z6Nf+f+VZ5d+3bu3U+z5jqW9V3we8SDJU/U+3r27d2/v8pcfk36zKnDx59f/37+EMv/BzDAQPoj sEADDzwtuubqy8mmBmm6D0EJJ6SwwpXIKs8r1jQEi0OudrMwRBFHJHGi+U6sL8UIMZKrJ0GuwQ4j u1gphUYbA7Gxxhpx1PHGHH3scccfhQxyxiJ5/BHJHpUEMskhjXTyyCeZJDJKK5ecMkspt7yySSy5 /LLLKsMk00szxzwTyjLRZFPNNKl0s00459RSzDjvpJNLbALks0/1LrrGroQmC2S4Ev8PRTTR4lBk NMXpLursNRZwAw00EBXFNFNNAyvvPLA8FavTDy0SyLyzDoJtBStM2bRVV19dqdG0biJqPurmwjWa ztZKqzGmlmIoAIdgJbZYYzXy89NQpQtLvEDGeksuGFvxDa0roIgsNspiPLZbb2FVEKZKHUuI0oII EoRXdLGQi65rWnk30FbUmvXag4T6Nl99N8Xw00FjA7g2tsyzVzd4uZWoN0FMWUs4hPeFOGIL59MD OkcZnGnFi3DdTGKPP6YwWZHHA7lkkxNtNGX6ND65ZZcPFBU8UMOLecCXb8aZP5V3vitnn39ub2Sh /2RpFVaMRvpopZNmemmnm4b6aan/o6Z6aqurxvpqrbPmemuvuwb7a7HDJntss8tG+2y102Z77a2x CddiBxV78FGNcjUUaL33FqzfDTMEnLVLSX22INBwzJtvxReHimeVWY5IrtyAzSsvzRjHPPOThh7Z ZommvQxVhHLja1jNT0e9I8cvphUbp+YCaldB9hp0KWCFSz133SmK+e+uzAtLutzCIuo3VuSqK13b YIuNIb92h153+RhLqHqmrjeXskAYvkyQLgSahWN4B5o1Juu5ejh69RcHcC+AAZ7hCiy8iMsugim7 Dpu/sHvXrnTTVYto1jfAzMWNWQiBAmOC16AF2m1jgYqGcB6SOAJWUG9+U1ZbuJIe/9+BZXAWBKH6 VtcoyIXQhKjjnMg8d0IWom6ErINQC2V4ut5lsDU1g0qNOlMjo+nQRj3szA9ttEOl+ZCHQxSiEYsY xCMqEYhEfGISmbhEKCKxiVOM4hWr6EQrUlGKW8RiF7PoRS1+0YxlRCMZ1ThGNorRjVyEYxjjCEY6 nnGNb5RjHuuYxjbO0Y59DCJEXoiiEgJqhocEWQqTtUJSAed/PUFkJPdlwLrJbUEZe+CzFLIU0KyK gpIEpaswOMrfgcdDbmmkJl+DKr4UKpSvfBXPanUXCKloIvBqRTTUgkB7JQVYQIFlMDPlJ9uIbja5 yc1BDtIst/xELuHrjan+tZBWpv9PmNec2MUaIwPrMe8o1FzBudLiFsr0JBHYmIW8BiITcjHFCu3C ZjxFFLNpvm9c5aSWKcJTGVzyL1BDoaVBAihPgoYIRQn0lfWW6ZLySadnLIqG8XySv4JWVEKK9BMj DWlRjlaIkimrZCE7OtJ5lrKDHQqcB0m6UkQNEoYiJQme6rQmmYLpTTO9qU3lhNOd6rSmdsoTUHn6 U5oGtahDNWpOherTpPZ0qU89KlORWqc9YZRPGmVpVifkUltp1asVqmGoZIbDu7UInl9Fq3a4ejGY rlOhhfpkWuX6HasKCFAEARjzIDlXvqLmozDsKkXGV5TG+MoKtsNdXxU7GlIyc3T/18LWMV/zmscS 5WDvQh5wdslKvjDkCnFdbGizciJ7GbZSlYMMZJJyvdC4SCD/3OUeTsuQ6x1PtLft23/04JjIHpCZ bQnoQBIRl34OtisGQcgebItb5o6WdfaaFGQmNS7daE+fO9kMx/aHjV3p8y7AuYZTmjteq4S1VsA7 i/nM0i+sTmRazrQmeeXLkhfO0j7zxS9p6mrXp7TNv277b4ABPGABF5jABzZwghG8YAU3eG1ws+Rf 57ay/FbYMI09JfFOOioLdzgwa72vh0WMlf0CqL2ClVZ8R7zii4DYliyalyA6mS4YsdjGGTEv8Mbz H2exiBXMkw3+bjxkijSqYrRS/1EMKfIX4NAuoQopwbZAS+QOExNVk40MtrI82WX+abvwYgXDCke6 9ymXykQ2oDKfnBfHHIVSbLZCZ+QFZoEQhHrXq1xfWHXmIZNyUJMdXnrLot5nqeWRrSDuP5VnnqKc 5Td8RvNzr8eCpDBEVfckCPfS8llBhO9d2eWuZ8iZLgFC+sbENB8ylVkbtBDvxBGBURClZWoqgzik tMb1RnI8s2eRlSV+5CMe93hHYBNbj38UNrKLDchhM1vZxw72spMdbWgbu9nTtvazry1tblfb2dTe 9rEFCVhyhzjX565Iif/zanTTWsKXhLcD2z1vDKcUpYLzyJTnjV8Xtw4jMCIfuv92o+J9M1fd5Xm1 XA4SsCuYQrwF5zfrGCida1EvoYW91kPdS5cfs3lcfNkrxOXbu9pkC2C0pSZT3IKFD+ovUGIu5vvi THCR93V6rmlg8KCjQIY+6yfxQp4u7TxbvfTlITUnL4AMd0xmmXIPekBP8fjp6Z/cxVq5oSyOaI70 uaZZMiWAQqWhEE7Q4HN7o+4JLrN7jd+Qs9AO2TPXx9tYqOMF69iqnkHSZT7L8uYnYRbKWeXeXFnS ZFbwhunnOjb4kR+cZIznc78pDPkz79ryRKP8kCWPycwT2fHjyWXooyF60o/e9KVH/cM7v9J3tz5F R6YP7Gcie5rIHgC3x33udb+Ze9733ve/B37whT984hff+MdHfvKVv3zmN9/5z4d+9KVv/Ho73fob Num9sR+W6Xff+98Hf/jFP37yl9/853/+5su9fvmg3/3vh3/85T9/+tef/J/H/3/sv3/+99///wfA ACw+9SPAmhDAA0TABFTABWTA47u8GxqrCITACbQhrmjAC8TADNTADTy/AvRADgTBEBTBESRB3QsI ADs= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image046.wmz content-transfer-encoding: base64 content-type: image/x-wmz H4sIAAAAAAACC42aB5QVRbeou7uqc3dVdarqc84EouAICAwiouQMQ5CcM0gQyUoecoYRJAeJEgSE UTIISpQcBBEBJfPDkHMSbs3cx3/Xu8/1rzdnfbN37wpdp2rXrl2z5tShPbOErJ/dkZOJt/VM7U5D UeAKuO0KAhTawkxb5i8gaoLMpSllWjI1SzqZuDuSWSaJYlYdRZQy2wrPJTmr19evXws5skryi4Kg cvkys7VS+v/0mZ+3m8VLcoEDQnP86PVPGAl5SB5hDPlIuEs+Fuo7bYRNTi8hzh0pDHJnC3+6q4QS 3g6hmndI6OFdEb7ziPjUKyOm+EPEZf5PIgxUqWVQVUoPJkhPgt2STo9K79ObUj9KwRFaGySxOWAM ewiusCYwOTwIO4fl5bRwv1w57KAkhM2V5yxFOcEKKmsYUyaw13IXdkuuwa7KSeyhbDBfyaC1lKrs vjKJzVYPsRTtORP0vOEGvU74mTE4fMvcGv5mgshgq3Ukh90wUtKuGGlsF4n0s3NGptkost5+Gf5m 3wgf22fDAJ0MP0DHw6bIiKSia+FydCA8hb4PJTw3LIjTwsZ4eDgaDwzX477heQ4iA8OPyLpwAnkU 3iX5I82c1pGzzoRIR/ebiOgtjyz1pkQa+K0jboAip4JL4TK6NBzJ2oY9wmjYOnKU1YuOYRViH7MC cTmZHo/Y8XiXjUw4QA8mDKRi4ts0X+KxoHJi96BVIg0+T1zvj0ps4s9NlPxNiene2cTa3vnEC+7J xNbu1sSzztzE+k7fxDOkdmIX8m5iSLzEc/hVwgH8JGEZvp6Qgncn7EBTEgJUPaGB/TJ+orUg/qBZ Mj40T8UNNzrFRQ0hboP+Y6yJ/mkM6Cy2VNsaram1jD5RtehsdUPkI7Vb5LRSLNJTcSKtlLKRD5XW EUnpFtkp94r0lTtGCssNIvdh2cg2mDMyC4LIl/BS+BacHB4DyeFEsIPVB1VZdnCYr3pNukY6FXSR OgWhpAbfi5v9cWI7v61I/KLiVk8XP/H+FLC3QdjMPau1O0xQ3P7CCidVqOaUEywnp7CPBMJQEhE+ 4h75CH8krMD1hFa4k+DhXsIe1Efog2YIzW3ukdZ2wTdPCHf058IBrai4Rk0TFyiOtEjeIa2HS8El sBNcBffAfpAfTgZfwMrgILwj5ZG/lEbJhaRb8mmxlpImrlcaiyfU54KgrxLyGd2FWmYloY2Vk78B CQWQIBxFz14X53skc5+82UkzE4V/7yQpS97lO6qAkLmjAmGpsUPIazwQFuq5xTi9vjhZGyfK2i4x VRWkZ0pFqZ8yRZKUf0mT5GrgjHxU+lBpIa1QgJSkfi9uVLuKlfl3Oa9ZYn/9puAZJ3h/ewRNyuxb ErGVJmazhotFrb5iJauzWM9qLH5ipYg9rKLiACu3OMwi4ijriTDKuijst04IxN4hNOBzNcueIVyw hwl5UC/hM9RJSEfthSeoi1ASDxNm4v7CS04LMkzYQaYIeZ3lwkRnh3DPuSg0dGVxs5tXjPdqis28 vuIcb6n4l3dSTPRVqbVfRFrgt5Yu+F9K2YLNPAJckOYEMlgbRMGeoDA4FFQDx4K2nIFgXzAVbA/S QXqwH8wLLoGxwUvOVTAhOMn5CUwKvgNTgzmcUVzvzW1teXl9kBqUBzV4P9mCZuCZ3xf84c8Hm/39 YIH/Eoz388N+fnP4qT8eNvfXwwp+T5jffxv6/lnw1JsMfvcqg3WeCMZ6O6Ta3hjJ9VpIu91S0gg3 SSrlJkovnUBa5xjS544gFXdui7JzWDxFFotrSQdxNomKqSS72IbkEyuSomISKSM6pI74DLcVM3Bf 8RyeJp7Gm8Tz+LyoEiDFkSQpJ/mY8wXXv5YCso9zR8pGPPARKQo6kfpgDGkJlpNPwEHyGbhJegPL GQjyOcNBNWci6ODMB8OddDDX2Q+KOt1gM2corO18Bcs7s2CyMx1md8ZDzekP75J28BSpDreQgnAh 8eFI8hTcx3tBczwZ7EHNQAH0LphmYyDZr6QelgYumO+CumZvcNi4CqYaMVjfqA6p0R8e1RfAMfpB WEq/D59pVF6tlZA7a5/IebVJcj5tiZysbZSLa3vkytoJub72l9xWuyr31O7Kw7Un8mTttTxfU5RN xq9wnXGBc58D5a0GlXcaeeT9xgfyMaOa/LvRVP7L6CRfMgbINY158g79mFxM15XvtSpKPm2IskTd rMSpl5U0BaqSgtROMlRryO+pheUuqisvV+/AK+pBmFtbBltpI+B8rTk8rxWDcboPG+pTQU79W3BN 2wm+0/4CPbSXoLgWwldqfrhHLQXHqlVgDU6gloWnlUtgsVIejNZqgvpaI5Bbawtuqp+BjWpfkKqO AlXVmSCifgduKzvBrqy6ifCI0gCeU8ZzfoYHlPtwtZJNHq3UkFspg+VkZZVsK2fk63JM2Sk3V2bI i5XucoZSSS6gxsud1Aw4Q10PN6pf8JEUgdvVS2Ch+js4xN/wUB0MPK02SNZygZrac6mrdlCarC2U Nmm9pBtadSmnnlPqpavSDv2GaBmHxdrGOnGOMV+8ZKSJSeZwsZc5UNxmDsmKAW9izbveDfDcTQc/ uwPBULcaKOXmAk+dV9yv/5S6Ojukd52V0l0yRVpLhkqyM11q7CyXvnO2ScD9Varl3pSmuxr41X0X QK8lyOXNB5n9WVl9QyFZnK4PEftpzcRSerI4W2+cZX9HmIf2g1Xod7AW3QAbEYBbUAh3oIJwHyoL T6C68CpqAl+h5jAHrguTcRVYAZeFdXAp2JzTges9uW0grgWH4yYwDbeDM3FPuAIvgEPwN7A+522u v0KzeF9fwm/RCJiKvoD1UEdYgPcLUS1oosMggk6CPHwMH3Aqcb0ht33Cx9UH7QUj0U4whbOIP/9z 7vPfEVsSjKxvBITTeBwoRdLBOS7//2L8HvQYzkai3B1BuSonG9ef2X/DI/ZjuMy+A4fY/4IN7HOw oP0brGNvhv3slXCBvQwe4Ny3V8NsaBusig7C3ugcnIcy4B70HG7NysjOCtvVXmq6OkGdpy5RJ6lb 1FT1hNpdva52Ul+p7VWmdVLzaX3UMtoktb6WrnbW2qvztST1vHZfyan/rHTU05Q1emPlgf62kmzc kj8xVsmTjTbyd3xH7jRK8F1ZVH5kFJZts7D8tllUrmiWkFub5eWhZg15ltlI3mCe4JRVlpmLlfEm VDuaTdUPzXRVMWXtmNFMm2r8qDUycurZjbf0qJGkY6OArnFe6QX0J5ybepJ+RX9L/4Pzq55T36ev 1/bph7Xd+iVti/5IW6Or+kI90Kfw8jH6e/pIvRyXdfXpent9jR7qlY312n6jpFbEXKuON3Oqv5qj FdO6Lhe1qsmNrNWwhxWDwywDTrWegnnWJfCtdRikW5vARmsp2GnNBMesceCiNQq84MTsieB9eyqo Yy8CHex1YJC9F6TZZ8Fc+x5YZhtwtZ2DU4qvmKPvNpF+wQT6Y/O+JlpnNc3apZnWUs44zbV6ahGr mfaOVVMrb63QPrPqa4Mtos2zTqiHrIWqZA9QS9ot1BF2VfWAXVqNoNJqe1ROTUc7VO5XalUyW/2Y jFXrkt5qQ9KCyxqcj9TqJI9akQTqRwSqhcjfSkgeKy9xhnIen1N24QPKUrxeScNzlX54iNIVt+J8 qHyOn8p78U55OB4l18SV5OxYlF+gDfAU+hRuR4lwOTrGvX84GIaKg97ogTQFbZB2oKHSC1RXeh+/ JXXFL8XF+Lh4GM8Xr+HO/DTLJx7Hd4W6ZI9QgKwRDLJcuITXCD/hHTwzOCH0xFeEFF6em/MCXeH5 0F3hDHouXEG6eBd54iuUIOq8Dw8XF6O4spgdN+Z05QznzzO5fYVo8ZPyFdorPkSHxYvouHgUnRS3 cJZwfQLaJXZCl8RUBKSRKE5KRUWk3qi61Aa1l6qi/tJ7aLqUDf0gmeiUJKA28nK9kdxfbylX1z+T E/VR8m1tkfyjtlMezU+pOtoLOUGzlesqU9aoZZW1alcuZymr1F/4afNYma1mU6eoVdWxam++q2ar fdQdfK+92fGvD179hxiReRPLBQpKX5J02XM6yROdSrLtlpfHu/Vk0xssj/LWypL/UB7kJyvP/J7K Z8EyZVjQVZkTpChbgg+VM5xXQQUlN22gpNBPlc/pCGUunaXsoiuU89RUAeukFmCH1HosWevDZmpT +N1mCWvPOahPYclGJzbVSGX7jRnstbGW5TePsubmTTbGtMINZt7wslk5dK1WYWlrYNjD6sMiVn/2 gdWL1bPas05WDTbYeo9NsiJskSWwddY1ut86Ti9ae+lrawV9an3F5eeU2M1pbrsCrWC/TdvZhI62 nwTL7DPBL/b24LKdHtRDG4N96FBQBj8J1uN8NIl0oF+T1dRyntHPnYrspDOJFXIXsubuKjbeXcM2 c3mZP2NvCivqpbKmXhs2wCvH5nhxbJ13PSjpvwra+RZN8xn90c9NM/yCNAjK0NJBA9om6EkHBNPo 2GAv5zgdGZymw4JznMs0lTMguMbJoL2D27R7cJ92Ch7RFlyvwe2lg/O0cPAbzRUcoW6wiwrBj/SO v56e9lfTXf4Kuto/QlP8Lsz2uzPdT2WSP4Xd81ax373dbKN3kU30nvOxWmE2Lxqec7OH410WNnGf s0T3KPvLmc2mOm1YZScne0Au0+lkBS1G+tGTuA79FHelHfBwzjTaEy+mA/FqmobX0/n4R7qec4Bz Hm+i9/Fpisgz+hbJxkqRiqwu6cI6khmsP9nGviTX2UJihWvJu+EOsjXs66BIETcpctPNye+YL8N2 /s4wWzA8/DOoHM6nCWELpoXZwwesWniR9QhPsDnhPrYz3MZuhGuYH1nCPozMYO0jI9n4SHe2IUuO Yd0iQ1nrSBfWJFKDtYgksY4RgX0ROU5HRBbT6ZF+9JtISboh8iT4NfJt8CDSKKBRGBSNrvTrRev6 PaIvvGHRRd7YaG1vVLSaNzVa2psfLep9G83lpUeptzUKvZ3Rx+7+6E339+gV9yrnRfRfrh974OaP Qa9sjHq1Yu94zWPlvXaxlt6nsb5et9gkzlKuFwh+j+YKHkbfC15HqwZKrE1gxwYEJDaDy7WcQ9x2 PXgRlem9aA76V/R9WjBWiw6KtaIHYj1pfNxw2ikuja6Nm0al+Gm0ZvxXdG78aJoR344aCWVoUkKM Vkx4GLRJOBT0SVgSjEkYEMxIqB3MS8jFeezPSPjDH5Ow2R+a8DVnCNc7cluKvyShiL8hIdE/mKD7 FxMeek8S5njJiSW8mol/ujUT+7tFEx0XJ65w/kwo4SxPOEr6JLQg1RNu4/cS0jBKyI2vxW9Ee+Mr ocXx5+yB8f3sOvE57Fj8GetE3HdWatwMKxLX0vo0VtTaGsWWFn1g1o38Yc4JfzGvsA1mIbbcHEhn mUeDMWauoLU5IahivgrKml1pWfMyrW42ZE14JOhilg8HmZvCMWahyHhzYaSdGYtUMSeHRUw5fMvs w2LmNeqbjalt7guAWTq4Z6z3fzeK+FuNkv4KI8WfbzT35xg9OaM5CzibOcf9mUaGP84QgnHG3/5E 444/1TjN7T/7i4xl/lJjPJfduK2xP9io4jcyynLa+bWNXX5No15QzbBoTeMsbWZsYT2MmeFMo1vk sFE4GjOPRXNwksxD0fzmnmgRc3u0mLkxynMLztJoWXNOtKI5KVrFHBv1zXejN4yDkf1Gx8g6Q4ms MOaHi4zinF/ZIqM7W2ogtsL4nn5vqGyr0Z4dM46yq0aZEJjrwkQzKVLK/DrS3MTRQWbf6Nfm79E1 5v7oZv6uzfw9G/g71pgDot+YbaOzzGrR6WZRTjyvp0W38edf+fv/xes/Nu0YtFJi1EqL5bWOx0rw 9apntYzrbS2Je8fqFHfOfC9ujAnjipm/xS4Zy2ITjUGxMkZK7IEei63SL0U76vOjrfWp0Yp6j2hO vUT0vvY48pO2MDJOqxhprF0KC2oDQ0uj4Qt1DXuirmI31YXsT3UC26f2YmvVumyeWoiN5KdDd/Uk barOp1XVTzmtOPU5KZySnGROblpJZRydllNfBB+pt4If+cmzXrkabFaidJdSkx5QhtPjyiZOBv1F cdgPSiE2XqnIUpTq7Lp8jfaVx9G/4ft0ELwYvOZ373GgQJAL7PKPSlX8KdI67wtJ8xpKv7rF+H0h TmriqlKi+0j8y7kmznfOiy2dS2J2fn++QARpOXlLakLqSg6/bxzAG6Q0/EBqjAuDgrg3YHgnINiB UdwRlsGX+V2gkbyeZzIheVtJJWnKBZ79JDtt1JbOKU5jLZdzQ1tIXmoTCNB7EVVvQQS9InmmFSK3 tZBc0gRyWsvAx7Xj+ID2Ix6tLcWNtdG4pNYKJ2sF8fvaC1RS24NStAmovtYQNdPycP62p2m77JPa eDvQG9gN9Rz2dP2WdUpfZ3lGX6uyUdTqa9wx5xtfm8ON6mZn47VRzUg38hqdDdnIZfyhX9BX8ey1 v96aZ61JPJO9p6k8twX6Cu2ZNlq7pnXQTmqVtZ+0fNoKzdOmaS/Ugdp1tYN2Rs2tPVBLarN5vt5Q XaHlUZ9pglpdP698o+9SXukLlNpGP2W+UUE5a7yWXxuSkmi+lsuaT+R25nV5hPmXvJzn5b+Yx+Sb HNM6I+e17srvWp/Jc6wZsm2ny4PsjfIdLluiRfIJNEOugCfy2R0r5yRT5Slkrfyf7zWFs+41THjH 02TsPYc33TvwoJsBl3NGuP+C7d3LsKL7B0xyD0LHXQ9fOl/BTc5KeNI5CRT3KijkvgR13Rjs5paC 493WvN0Y+LO7El5wj0Do3YGZ/b65Ow3RbmiNtVAvqJXTJa2LfkKdri9Rt+m91St6OVU2kJrLOKeU MZYp9Y0jSi7jGb/L5FF36/V4vZFqN32LWlW/qSbpCRrS6/B5H877+8/3vBlZb64qfGftU2dYT9Sx VrI2yvpcG2b9xEH6MKuhPthaqPe2rugtrXijNPeESlZNo7ZV22jEacPpzOnBbQOsasYwXj7WKm9M tcoYM6yfjIlWKbO3tdmsYRW1slmrrJtmbnuNOcvuZiJUyExFt42HqIGZZlc3R9tlzRF2MU5+rucw x9sxbnfMabbC6780+M2E84NZzOxlhmYXs4rZ2hxk1jVXmxXNC2YR07VymOUt2+xrvTS+tW4YZ6yz BrFvG4Mtw8ww85u1zAZmujHe9IzdZh9d4/eY2lYFfk9Zqz60CnAKqbesD9SrVlX1jNVUPWZ1V/dY I9Wt1mx1nbVKTbe2q5lz9J99JSFrNm3he5oDLqBvw4F0PxhHD4Np9CSYS8+CxfQSWEZvAZ5hgtVU gaupA7+nMbie139z4+4vrTTviQXtTBnNsplCEb+SnOjXk32/pRxycviN5Px+DflDv7RcwS8sp/jx cl1fkzPrFcxqQ4XmtCysRfvD4nQlzEF/gxIV5YtBLnl7UEmeE3wm9wmmyo2CrXLp4Lr8t39Ijg/m cb233DKoJg8LssmLgsdwT3AE3gqWQUJH8BjYDrbiff7nO8Gbb3HHvKJPN28YmfLNX002m9SqZE02 HpgLzM1mxHpTd41Z2xpkHrMy5T956//M79asFk2FbHJVEpFHElPeQZ5D0cmAJZwLcKBzGa5z7sCr DpYdt7RcyB0rV3Snyr3cRfJyN10+526VXW+PXI0z2Nsub/RWyTe8SXLMbyNX4bP4of83LOj/AnP4 X0Hfbw0lvwi84Rlwv3cVzPMOg87eVpDX2wkeuyfBL+4t8LVrwy/ct2EttyJ8y23Cd347eIwz36kF P3Faw2bOp7Cm8wUs4wyCyc4YGO+MhxaPDs/JLPgv8g38layEu7m+gYyAy0lPOJu0hmNIddiffAi7 kLdgC+LAj8lLUJFcAqXIXtCRfAumk8lgNxkIHpDOIJfTDNR2aoJRTmWwySkPbnBC9x0OBr77QLLd PyTg7pCeOiulq87X0jFnirSJM9OZLn3ubJBKOPuk5+SUtIZckDqSm1JOIoIMHA9+xNXAYjwRzMc3 uJ6Lz3WfrL+/bBYWIc1agrC1CkWsdJSNk8daiwpYG1FRTgmul+e2ata3qLZ1ArWxXqBPrATc1CqD a1it8AfWEJzLWoCxtQuLVgb+2wyIaDUlEWsJyWbdJdQq4WjWKOexeczJMEM3w2zo/m1+5eaxfnF7 WD+76dZul59Ibm77jtvcNr1p9jveEbuSp6KWXjn0mZfK2Y5Ke3sQ9k6hP927aKVr4UFuPtzQTcFF 3A44dAdixU3DwJ2GXzoz8Q1nPj7mrMbfOz/hcc5h3Mo5i4s7lzB2ruHr5BLeR47jDeQ+XkUAmUcM 8iVnKFFJLyKQNuQZrs7LipFHOI68xIexQIZjg7zPn26hQmQeqkg+Rk0IRF3ID3Z/0tweSnQ7lTOG KPaXRLKnk9fW1+SptZDcs74hN6zl5JK1ivxurSHHrLVko9WdjMP98EDcCn+Ka+LGuAz/vI/fxsmY 4Hz4IcqLz6DceAdKwKuQhz9AJXEBFMWF0QtUGv2JGqIdqA9ajuahSWgPGoCuozbIwlV5iwKoFUZo AX5mX8OX7QLkNz66X+x95EebOj/YbZ1l9nfOXPupM95+5Ky27zlH7NtOBkdFt51snA/QPaceeuT0 QU+d2ei1s4fbZD6vOo5zZVzIfYEqurdQE/cM6ubuQ0PdtWi6u5CvxQS0zU1FG9yP0Q9uTs4ze4N7 nLPCXuOOsL9x29nj3bJ2R76+RVzdPuwU4WOpYD8nZe0p5H07ieSwd2HfboV1+wWy7dkoh/0RqmML qLF9xO5pr7Sn2Wn2z1zLsBvYEfQ+L7Xteuh3qwWaZNVD9awf7EXWXPuS9YUdsyvYKbZtD7KPWSvt qdY5u6UVoMJWQ0S5f2vWP0X5/4lxb+JZQ4n5T8UaXinphJep/zsyvn79D7GrYVarJAGQo8ggJ1BI TqEkcoZ7yUXUhlxBqZx5nA38+Sgvu0j2oAdkLdKcVSg7p4STjuo7W1APPt+jnKNopnMGLXUuohXO FdTZeYjy8TW4ThheSHLjpiQZB9wTD3NfGY5zc7+x8At0kXvK9SyPScZLUAqegDrgVDQc90GL8QC0 C49E5/EM9Aino8wx/nOcf5OpUHk/z4XSvX/BSd452MP7A9bmFOY69i7zHCkD7uZ50gLOINeUZ7lU 3uzG8wgckUXPlXN5plzJg3JnT5Qn8vznO4/Kh7w3J9fgMECVw2zICiPoBENoHntmt2fX7ELstP2M HrF/osftcfSaXYci1I6usEfTT+31NMXOoBXsJJZid2et7A2sn/2Kpdnlw1n2qPArezDv63+vSP2s 970tuGwtctkpFGFPUB7m4WIsL/6YFcedWAU8lKXg2ZxVXN/CbYdYSXyG69dZZfyA1cSvWGOshW2x FfbEXjiEM5mzlNeZhpez4bg/64lrsLY4J6uDX9KS+DjNh1dQhofQV6gBvYI60H1oIN2IptFVaDVd gvZyznMe8WfA0lHm2ALOP3vkmxlrKddlneT+7BN5OqsnL2cl5LUsl7yNafI+lgFPsT/gdXYQiuFB mDf8HeSjNkymH8IytDVsTMfAfjxDmE+PwL30PrxNqRywD+RirI3ckP3TaQz+PX9v3r7OK+Yu8tq5 Y72v3E+8X9zy3nM3l1fYM73OXFvk/e2e8VzP90t7Kf4HXjf/D7eC/41L/PHuMd5irLeSt/jDFT3s bXMreSPcYV4DN7PPz7L6f0+Ic9/1PnQbeWXd3tw60Uvkfb521nnnnT3eTucv7zvnqbfCifmbnCr+ VGeE39XZ5Vd2hCDqfBDcJN2DLWRJMJKcCT4mFg1JcXoed6AncRxLwxl0IHZYV/wea44b8hXtw5Lx dJYDb2AWPsW94Qm7iGh4CBUNz6AH7BZaziReL4oB94TvaSvcjqbhBLoLXwwA2RhUJ7ODPqRpsJBE gn3kN/8BSfOjTgofi+5/7hzyljqT+Jhb8vEX9rJlfTckFKTzvCfBUm9L8K2XGqzzygXbPTU45B3w //LS/HteA1/yc/jMv+Xl9194Wz1GW3oF6SJvc1b7JkIarU9/ozWpwYrTQozRGuxW0IZtDLqzYUEq qxFMYJFgHrvjb2EH/H1cnmJucIV9FDxgnwSv2KRADLdweTW4yyx6hiXTDaw+7c860KZsOK3KVtOK 7DyXAavKP+VYH1aAzWYqW8P20rWco+wAvcuOUBz+RvOFp2m18BztzOXw8DidE+6i68JldGeYRk+G PemlsDG9EZak98Lc9FGo06fhreBleCh4Ha4KlMjYwI6UDvzIfd+PfO3bkQo+iNzy7oV8xsKi3t7w D3dFOMgdF77ldghfOrXD007xcJ2TPZzsiGEP5wqr5uxmuZ2F7DkZyvaRNmwKKcVSSTHWiRRgdUlO VooELImoLCTPqEGuUUBOcn7k+mK6luyljZ3j9LWzly53V9MaXhp96n1Kv/Zr0nJBSXqdkznP/3f8 AELZrDVIFB7RuTSDnqYHKGCLaU7Wlb7HZ7IcuxtUZ6uCj1mnoCF7h6/KHb8X+8Fvwnr6DVl+Lq96 ndgcrw+r7Q1lmjeSbXP7sy/cFqyQm8RWuoDl9S7T+d4BGvPX0+n+YoqCmXRsMJlKdDIdSKfRzPf+ c5R+cw9Jo4PDfcHU8GIwOXwSjOOz3jdktEOYg9YPC9IyfDXeDWvR7GE7Gg2HcDLrx2W1tYTf6M+x n+gPsdV0WmwB7RabRqvEvqKx2Cx6L7qM7o/uokuj1+ikaIQNi/5Gd8X++7+shH//5Phf8eL/PRFB Vr3/AoHErRryJQAA ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image047.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhPABJAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA7 AEgAggAAAAAGQJkfAP/M5v///wECAwECAwECAwP/CLrc/iFK+aq9eE7Bu5hYGEadFnioR4ksIJXb mX6yGrWZvM3p2+MWnY83M9VuQIaQROS9drSky1hDaayx6idJdXZtJ2YYOaJqaSbObkwyls1YOFrc dgfNVbx+H7jI1Vl7A4ODVyYVX2AThIyNjoWHZA1GXhGPl5cSA0h9DpQ9mpiiop2IT4Amo6qYpZ4x gDCrso+tSlBDobO6kgtpNHG0uqyua0xoH8HCtMSfv4uMlsqOtVOJbGHQAdLTzL5p0Zvg25CTXd6h uePh5ZRXc9qQ6oS8X8bv8IXy862JqEub4aBBeqaKHx8j+/bhIbVCwbdz4sAJyqTBoR5FjfCJmwUP /0Q1KKDwzQsnkmS0kgBP9gJZBKVAhc9Q2qnmr6WsCAQI4NS2cVNOjy5ikeyxyhJCWgF0SjqScQyg XQSnmVxJI57CpwVdZppqER3PjqmSSQPbKaZLDfqQkutqVWtaimsXnXwLtVDXkunokoobkafekVvt fkzodixAVvPuwqTbM19AwdWaMnYsdpMtZYVfws1mK7PUrKPwUmuMuCDojhBIByvsWSA1qnhXl6ZI 1rKpMYAzHv7cNGnO3wQS336qOvME4Mh1Ch8eVjJvkwtt36GiNmt06dOPZuOoHbIf6s6FoV0rglO6 vON44Tj/eFtFKWy3jz0EPz5JqKnUS4nIPea6+jIrtXYTdgDGJyBtBXYjz2sJRjVWgtmlB+F36BU0 YQ4OssLgheyQRh+H5eX1IYgtzGRBAgA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image048.wmz content-transfer-encoding: base64 content-type: image/x-wmz H4sIAAAAAAACC4y6BZwUR9foPTvSOtI2011d7TNrswE2uBPcCa7BPbhblmABlhA0uHvQECxAcCcE gluwIEGCewhyz/LdzfPe++bjvvD7c06fOnVOdXVVdVUPZw7vm+56/2dO4uKP7tJZ2p56CS5QPEuL uFxe111fls0LeBIoV9YF686yZGl+9+KP5iRmlbkTEt77EAnurLquV+731Vzv3r1zOe9LciS4XCTI 11m1iU/+d8wcUK8KKDFPzH3L0QQ9OlEoEw2JLaNjxH5RThoTnSLNjOrhVdEF4e3RxMjZ6HeRp9G4 fDXaV/45ulf+ISoqk6LNlV7R5Uq16DMlJVoQPXd6or3OCpTpnEfjnBtoivMATXdeoXkOpS51RHW1 Y6s/OmnqTie/+ovziXraqaw+cMqr3mh5VY9WVnNHa6qVo43VltEOar9oP3V8dIS6JDpN3R5dph6O 7lPPRq+pl6Pv1D+iGP8RLQDUxlejXfHl6GgM7cOHowfwpKhLWxVltd3RkHY2KmiPACIW0nCM0tJj b3DZ2ANcL3YRt44dAH4BTgDncUewdY1dx31it3B/8BkMjIw9xqNB7gG2xkprh2LjteuxkxqZKOlp ibX0aokT9baJx/Vuicj4PPFzo1LiLiOWeMN4E/Obp2P5ze9jzc3RsbFm+9gms2LsppkaUywuVs56 Gu1jSbGmVt5YCatWTLP6xJ6Z02NHzK2xueaVWG+TTKxipiXaZqXEVwabWNc8EFtlfhVjrOKxFtbL 6GZrYzRifxHtbJeP/mzr0VQnIZrpXHRmOzudDc4K5zRoz51xDooOcfJFuzo1o42cttESTreoAjyy p0Zf2suiz+zt0fv2yehl+170mE3EdthObI1dKrbAbh6bZg+OTbAXxorZ3sQbVpvETGtXYtxSk/aY HZLqmsuTrhoXktoYfyVd0V8n1dKvJJXVryXlARJBl/QLSe+0U0n3tCNJZ7VDSbu1/UkrgUmgj9Cu JPXT/krqpvHJbbUcyZ9p5ZJrak2Ty2jdknNrXybrWmbyG5yZfBqXSL6ICybfwh8nP8ZxsCUlU1o0 WdBM8NGSk7Vwck4tmJxPcyU/x8+S9mJX8nSsJfeBevVwm+S8EIPHi5L/UNcl/6AuTe6uZib3ei8P JndQbyU3Vn0pldVYSn61ZEpMbZYiqhkpPnVmyiu0JeUB8DtwBvgFbUrZi9anbEZrUtaiVSlL0ZKU +Whuygw0CRgDfJ0yGw0DBoE9A+iXsgj1Br/uKSuAtagL6G2hvFnKt6hxynDUIGUA0AloCte1gXJA ESAJfDWIo0BsBXIpaD9wAXiWwiMmlUQ49ZmSI/WI8nHqKqVg6gSlRGpvpVxqY6VqagWlemoupV6q CLyQ66WekWun7pKbpK6TO6UulQekLpZHp86XZ6fOkVcD24BfU2fIF1OnyndTewI1gJwAKz9IvRl5 knog8jx1ecQbHxsR4v0jafF2kcrx6pEG8QKRZnEj8lncHakTvx2uHD8c/iS+Lpw7PjMciw8Po3i3 sBDvHI7E24LeMmzFm4H9s3AakBsoBHwClAEqx3OGq8W9wGmpcvx7qXz8K6lMvAnIAlK1uCR9Fn8k 9oofEafGfxZ/iO8T98V3i2fj28U78S3i30AgbYvoAAWAKmnbxfZpq8SOaXOBMUA/uG4rNk+rKzZM +0SsnpZLrJimi0XSQmJ6migaaarIpcVEGux0WjHgU6AxxOwAspdIpA0SX8bPCN3jmUJ62hAhNW2g kJjWRzDSugo4rZMgpbURuLQWQgAg0poK7+IthJfxPsLVeCfhcryp8Fu8tnAyXk44HC8i7I7nELbE o8LGuCKsjzOAB/SX/OX4Tf5d/Agvp63nc6RN5oun9earpNXlG6bl59unyXz/tFfc2LSj3Oi0+UA3 0EsDYdBvhgan7Qj1SJsVapiWESqQ1i5EAy/j7UJ/AGeBfcDGeMfQMmBqvEtoVLx3aFA8I9Q9Piw0 Iv51aGZ8cmhVfGFoe3xN6HB8T+hy/FToXvzP0N9xF0dDDjktmcNpBTkjrRzI2nDdkuPSOnFEWk/u 7/gA7lF8CHc1Ppw7Fo9zHeI7Qla8Suhu6uHg3tTywUWpOwOjU4sEOqVu8ZdLLeMPpJ5mt6QMYNek OOyylCPMspR+wEfMkpRL9NyUb+kxKVXp7ikMXTLlEPU2eQl1MHkC9U3yMKpScn+KTO5B7UlqRw1L qkWVTUqnuKS/yRuJK8ldiZXI1YlXiJWJfYifEmniaOIc3+3EQr63iae9XFIfr5hken1JRzxXEyd5 NiY29gxPjHlqJD5xo8Rd7ouxGe5ZsT7uhrFGbjlWyX0sWto9IlrV/Xm0vrt8tKk7Fm3jToh2dV90 Bri3OZnuec4Md6bzo7uPc8bd3lnrLufMdzvObPc7e5H7rP2je7190D3G/t3dwX7uLmP7PLYd8ry1 bM8ZK7dnqVXG86VV11PDauuJWhmeZ+YEzyFziWeuucPTz7zsaWjy3sJmXq9sVvTeNmp7fzTqeb8E Wd6o6g0a5byn9RLeWUBHPeB9qh3xDNWGeXQtt2czPu9ugr90u3HUvUzdn/Cp2j3hAUpM+AbdcOVF K12nlKGu7kpTF6WUds2Rc7ryyVHX/ojmahixXPfCya6h4Zau49JKlyO5E/qJDRN+FdYkRAWPux9f 1X2Qy3SHudXuhqFd7hnByh46cMHTgh3gXU2n+dzUU19z4jpx0fuWHOQpR9d2H2HaJUzy73M5gX2u FYEfXYWCU137gj1dtULVXFdCcVc3TnAl8KxrMo9cceET13RJTtgTqeFepVzwtFKX+R7gxWRzfRu9 y7jFapYQ7Gcnc1l7kezdyrFhef/Zrbjfy4ewa8naF8U8T91YapggSbMSsHQqIV0i3fWkgu7BUgv3 BinT/ae0wh0LH3XXCT9wDw2Lnofhmp6GkZmeHZFHHk2u6u0pf+/dJ0d8nDLUV1d56JusNCEOKYeI K8oe4hlIEl0kwug5kYQEMi/KR5ZG9cnaqC/ZAk0le6IfAIMagmTqG2AKMBup1CKUSK1A6dRqVJj6 EVWhNqPG1C7UhVqLllBl1E+ZI+ortgleFHiMq4QmaXe56vpXQrLBSYb5TbiE9Swywa6gZNgLgZfK 13YptMT+Ch2x96JntlfFsFsq4QxV6zk/qy0cBXdyeDzAIfBXzt/qaOeeOsW5pk53TqmznX3qPGcj sAyYpq51tsBu67J6AHx/cXLgA05tvNfpg7c5s/FaZyde6vyO5zkubbPzJz7hnMbXna34iTMPJ0S/ wmy0NRaiZTGKJmE96sYW7L5ygSwUdXD5aClcDcrrRDPxZ9EVwK+4QfQxrhmNaOWj+bTt0WqaN/pC G+Bs0hVnvHHM7m1Os5taje0KtmonOdus504Ja2V0rFk21g7YZLpjr80fojmtatHa1u9ON6u9M8S6 Y2daHexvrFtWptXeGm7dN29ZO8xi9mAzwy5srrFvGxfs8cY7+2PDdI7rJZweegtH1jOd7VoT5zet hPNWM52PdMJpoj+yJ+oX7EP6bttrLLcLGmPsTkYHe4Yxwh5gTLPrGEvsnMYaKFtvn9bX28uBDH2V XUtfbqfrC+yAXsZ+DFzRK0CMT+0Nek17oV7XHgv0B9qBrRaUl9Xz2Hn0iD1Yf2j9qu+1NONbq43R yFptmNYT44KZy5xstjIrmF+bL4wl5ltjsuk3R5qGmWHmMXuDvYvZ3OwAWitzrNnYXGjWNTeA9aap mop126hkrTP6WgOM+VZpY5dFGuetQ/ota7R+w6qin7AC+i+WDDlT9W1WYf0nq7q+zmqtr7Yy9JXW ZH2p9b0+39qjz7Au6sOh3hBo35fWcX0A0Nc6DZzTe0JZT+sKcBO4DzzWu1l/6e2t13oLy2U0tbxG fYs1altBo6oVBhAQBeJwb6OMx2Y+47V5Xf/LHKvfNwvrF8zb2lZzqjbNrKx1MV1acXMzps0++LBR EX9rYPyZcU+1jN3qTX2m+p3eS22n11UT9WLqZS1NnaTF1AUapW7RnqDftEvonXYUpeo7US39RzRQ X42W60vROX0+chkzUCFjPupmrEbzjW3ojHEU+cwbqID5BrUyVXWCmV/dYdZU75vd1QtmedBj6iyT UnuYD1AF8wxSzZ3otrECbTSmoFHGQNTUaIPyASxwRW+DNujt0Wi9E2qu90FF9IFI0r9B97TZ6LC2 Fsn6ENQRfPbo9VGyUR/qt0APjT6oljkFrTF/RLx1HrWxXqFxlq7+aJVRz1id1SfWNJWyd6uq/VSN 2Q7+yK6NU+yvcMzeAPoinN+ejksClYEG9mzcyp6HuwD94HqEPQ5PsPvgJXZVvMY28Sb7nrre3qKu sseoC+zG6gQ7l9oP1opm9nlUxl6LOthn0Nd2gjoX7KugfL09AdgNvFTX2DnwcrsJXgAxY3ayVsZO 01rZMS3DjmiTbK+2xP4T4p/AP9tr8Vl7Iv4D8j6y6+F3djomYC0hnLPqO3uV+tIepN6x66pn7TR1 P+RaD7kXQO5h9reorT0AVbY7oY/sFshvN0J3rfroF6sGWmpVRJlWCeibHOiK+alS3MyURxmnI3v0 PJGn2qRwsvaX1ATXk+aqq8Qn6IHQAmnCa2UMP0t5yxVTOnE35Auhb+QKoYLyuuDNiBWcHBkdqBh5 6v873Mx/NdzLPzLya6CEnBjyKT25C8oWfi96LuxQk6RfcPnwPa1exDJqyO3M/AppPVOqmMuVGUYZ 5bF+UK6ul5DXad9FLM0XGYdbhgm8VcpQTekVGiEeVzThpDyOux95GpQi1QOFwqvZslIKk1vcQT3i h5OduJHE1OBJX91QKsFzo4lfOBeZwQ8l4wJHHRCWUM3EqvQf4iu6ibSK2SO1Zz8Pn/XjSKXgucjW 0GI5hR+mZAp90GUxQ42Fp+B6kX1aN1kwuigbtaPyV9gld1b9kU7oL6mfclIcJS8Spkf68XPCtbmJ UtlQZ7FGcKmwJ3CBLxII8T/4S3Mp/v6hKey6oIf9K9CKqRj4iV7g99AhfwEqv38u1QH0H/xtaCKw l24RsJk9gX5MWvAIMz7osC+CXdm6oR/Z1Vw//0u+YSBF/CxYUeod+iy8mGsSucbXkVPEYkpXyUTr wq/Q40gxtag8TB0iH1EPyhj7la64srIXD1OQtknppd1UDmtB9JGeA/2tVUX7tK5ovDYFNdB2Iku7 i65jVV2BK6s98BdqCbxKJfA1tZWaol5CLVBXNFYJo3XyDuV0pIvyIiwrKPyjXEoqLXcXN0XWCjhy jP88/JabJ+XjfhZ7h24J24Pv+GAwxDcJaNx6f3qI8lcK1mPfBBR2beAY0zEwgkkKFGau+W/Rc/3f 0q38Jeg0/03qOTuW2ssWoE6/ZwnoWcwFZgHTqJ3sZGACtQ38NrNfUz+yI6m17DBqNZtBzQZOsAPo /P62zG5/ObZjIOLPGTzr94VGBq6H0oIHue3BVXzJUKawKbSc7xI6yvlDLu7bYIEQG/wi2DFwKLDd nxrw+qf6S7DI34VZzc6gl7I/AefpFewr+kdWZXay+Zlf2brMRbY3c4udxDxn1zBv2GPMDXYB2LtD eUlmLetnFrFn6CnsfDqT7Ub3ZIvSTdggXYK9QC1g/MwNmmdJ+gkrUtv9YXJwgCM+CQo+X8jxXglV 8JyAHd8zvqi7k/As4ZawKaGtODjhjlgroaOUK+G5JCYMDbsTpMgr13dACfmqyyWfdO2IHHVlRM64 CkRuuJ6GX7hWhumEz8NyQnLYTrguJSYskkomuKV+EOtQwnkhh7u6MMX9M5/gKcO39ezidnsKcgHv d6ESXg6QATVUymsATqicNzFU0ZsaqgpU934Uqu1ND532fhls4DsUuOzjAq2JBv7nxDx2OPmIsaky zB5qPt2JZmibyaAKM4OpmkA7YBAwDVjFDKP2AxeYkdQjZixFwPP8mO1CJbF1KYUtSzFsHuolRLrG yNTPDEetZ/zUTGAEI1LdGYPqBwxjVOprKJ8Atmnvy33Qr2/J5cwLcg3zkNzE3AbOkA/pt2RRugo1 jdpE+agS9JfkedpLDmPGEnlZh7jOrveN91f25Q1M9S3z/+EL+YsQrdnJxBbmDSEy3ci+9EPyDjWM 6kHFaZW6Td8m39JnSJE5SOZidpGVmZ/IdsxGiLaOnMv8APlWkkeYpeRlZg7YZpApIH+hV5Ld6F2k Ql8ld1B+qiNVmFIh3lFyDTWcfEYVJavSfxGL6A1EAtOfaMaUInYwAcJhz/qGsMt8t9h+vsrQvlX+ Qb4+7HZfMYYmGLo18Rt5nFhL1Cen+v4mx3m3UtM8s+mf3EuYZwkmuzBhHtshIc1fMmGLPzGhSkBM +D3gTugWvOt6GzzpGhla6SK5vnAKGOq6xH3jqsxPdW3iF7uShHWuccI+1yvhqquZ6E7YLqYkmFLj hNeurH39F65MFPNNUDcTk9QNxDRgprqWmKt+TyxQvwMWEkvUecAsYDIwkZigDiZK4V3kA+yhJ2kV mCL6aPa6fsw/3hCCFcxaIdLK5M5YW/hN9i3hml1Z9DjLRNOhpYJOR6mq86vUyMkdbu1MDXd13JGe TpdIH+dKJIczM7zc7ii9suqIOa2KwqdmZb6TUZUbq1cJ7dZKBwUtR2AcTvAPwb+zffBOtiOeB3v7 gWx13IQthYuw6VhhTfySYfBZ5pG6CfgYyrr7N+MVgdza1eBGLQz7/2L8c72FsNT4QuxtjpZqWJPC ZeyJkbr2d5Fm9tZIW/tcpIP9ONLFFuQudk65u10J+FzuZw+Xh9lz5DZW60g7Uw8PNfaJa/Q2wkvt FVdTGxbajNlgXjzKv1El2ArqALqymkl/qk6h66qL6GbqarqD+hPdSz1IZ6gn6BHq7/QY9S49QX1F 11QZ+hWca75BhUgSNSG6KKN8u+RtXlL2eItHPvV8Hl7hHi1p7inS64QV0p2EPdLNhIsg30jPElDY 4y4UDrprhsPutkC3MOO+Gq7qrhX51r01csmdLKd4xsv9PC/knz2NFdO7R+nhTUK/eLOe9b9/m/7/ TntuV/r7URFx1QpU9hUJfOJzAvl9RCCn744/zXfYn+z7wR+DeRXzdQfqAPmBN+xM3wO2re8J+4mP BZ/c/oivlT/km+oXfMf8COon+9IDhXy1AtX+yX550ef/ctbM+T572BXylOD6eYqHjnkKBZO86YEe 3hT/Ni9mQz6RaesL0od9fqoUESYPwOaoIWGRf/tsao4via7s+4h57s3LzvMW81f0lgrc8ZQODvOU DWXF+/B9M+8ze1x72YbEavYQkSWzbY+UK0QLtJ18BrLue1uqawX7mFjLkuRaFpGr2Ti5gs1HzmM/ IaewlcjRbB1yINuU7Ml+TrZh+4LeiRwHTGd7kbPZoeA3HuRiYDvYTgJ3QX8L9WhqCLw3BrA21YdN B4oDnwLNwdYDGAb6ZKoN6I3YClRtVqaqszfI2uw6shGs0e3Z+uQANic5kWWhTY+JD/d1mfd3YrlK OHGhk/OVMMW5JOx0Com3nEkiFX0kxqJVpELR76XyUSFcLdo3XD56NXzC6S8VcWLiMPsU/6M1jrsC 891nCsGcxjF/O1gH1mmFmZh2gWqN+5IRbSS1W5tBd9TXMGFjL/uT8Zu/nfkgELbcob0Wzw2ybb4U 5M5+5hWYAtQJuj/Vgt5D/UUp9ASqJ52HOkOfJEsyfWH1j5IKPJev2P7EA3YPMYQNkgz08QRYnVV4 SyylO8I74Dh1hSoNNXfRDamseNlPKy60DI6DPcsDgQtVFpuH5orLQ0/FZ6GyUmnY043jfpducLnD Zfih4eV8nXA/Pjlcgf9LMvhfpRfcIuko119ayVWXMrkkqSX3t1iCOyIq3O/CtNAzngtR/BdBizsX KBlKDXQOdvZ/F1jEPvUfYRrA3uc0+4yq7F9Hn/Q3gz3RayYYHM3+FAz5O4ZG+S3unf8E1yMwjP8z kNW+7H644EkPKd7tware8sGB3kOB77y1Aie8J/3PvXVgLp1mi/nqsc18Z5mhvgZMZ99lpo6vNZvf d50VfC39t7yX/Zu9DQOZ3uOB2t5KQQxxLkO87JHw7tixfxn7BzxZma8mrGBLsCH/K3aUf6ZfCqQH vg+sDdQPJgfp0Pjg1tDDYF+uQigXPyt0jb8fmgbU5P8KiXyQO8HFualcVa4p141L5mZw90O7uA2h 21xGyM/3D6l8j1Ai7Mdy8R1DhfnWoTJ881BlvkmoLl831Jj/NNSKrxDqwI8MDeP3hL7mXdwIvijX m+/LNefXcWX4u1wKn8KH+Fb8K24hXJ3iH3Ie4TaXQ7jE1ReOcgOFXdwiYR33i7CUeyUs5lLExVwz cSU3QTzK7RZfcC9FlU+VivGNpFb8aOlrfqu0nn8gXeH1MC9UDpcScoeLCAhwgX5Lqi6ckBoJW6UW wgqpjTBdaiqMlKoKA6W4kCQxwhHxGd9ZvMmz4hV+qXCBLydc4a/B30H8Hd7mH/F7uWf8HC4gDOCS hM+4ckJRroVgcUMEFzdfuB7aK+wJ3RAWhigxI5QC488WT4UE0cO9EXLCWKrPHRCGcCuE1dxEuLOB QojvKpTh2wOZQi5+oKDyA4S33ADhBpT9wmUKP4HfUrjz+dxa4ICwkjsP16eBE9ALJ8D2qzAHemUG lE0FxgHfAMOBAWDvCz49wb8n5O7J3QIeAK/AniD25VixJyeItUEvzXnFglxE/JjLJebkaopxrpdo cZPEILdKfBzaLu4HdoTOAk8BTtofyiEdh3l1JdREehzqKpEwdyxusFSUGyg15dpLQ7gm0mKunnQQ uAu6yLeW8vMdpYZ8HymD7y8t5AdKP/OLoLfnSeWEKdIQ4Stps9BDeiK0kFLE6lJjsaw0QSwl7Qb5 VKwnvQMbLZWVeKm4JEl5gVTAlLL+8FIA/rolQnop0uDJg6aAtwOkQklekEXe16alqkBtKG8iXRa7 StvFr6QF4jxpjLhV6idelDqIb6QGoh6uLBYNFxI/C6eIQjhBROHnQix8S0gLn4dxdEAoFN4slA4v FaqFpwgNwplC2/AAoVu4vbAv/LsgRxqIrSPHxO8jVaT7kUOSJdcIl5bPhuvIzSM15MeRgnKmfD1y V54cqatUj+xWpEhedDm8Av0UjqmLw3MBB28Mz8NX4bz+NtxAcyJjtIqR7VpHOMOPjiTq8yL19O8i I/XpkU16j8hNPT0iGHXCc4yBUgVzieiyjgo/Wo/4xrbI/2HHuXJOgVBHp1CwnJMj8LO9xJ9iW/4h 1nT2gonZ/OZMZpRhM1f0lXS6XoL+QjtH7cEZFIP9VCt1KbkZ1SEZFCRrKaeJGfJa4mJkFoGBOuHv idHSOWK7+AC4TlwQrxAvQXLSYyJJIskikkZWlwqRLaQaZA+pMzlYGk6OlYYCXwB9gV7kRKkb0Jmc IrUhpwOzpZbkPKkpuQjYI50BTpKnpcPkdWkf+VjaTrrC68hg+AdSB9JALxTeRZYOnyGrhS+RNcK3 gYegvwDekuXDbqp0mKaKhjkqX1im0sIGFQOKhgtQucOfAu3APpj6JDyLqhTeQNUJH6E+C98EXlM1 wmG6aLgS8CVdKLyazhn+nY6FQ0wkXJJhw90ZMrwAOMUIYYKNhU32LynO/iolsYskzA6UCLaedIdJ l44wtLSGuSZOYraLg5hp4jGmuziTKSQ2Y1jRZm4Il+i9whR6qVCVniJ46ExhA/WV0BEwqEzgK8Gm hoAcCAwQVKoP0FOQqa6CCHBUJ8FPtRfeku2Fp2Qn4R7ZFRgADAFGA1OA2cB84QZwm5wBTAHGwfVo IFO4Sn4lXAL/38iBwpn3DBD6kgliN/KV0IZ8LjQlHwh1yLtCNfKWUJq8IRQlLwn5yPNCTvKEkEwe EDSQQfJ3wQt+b4g3wnOCFR8TqvicSBH/IvKLJPmJiMjy4gGiu7iBqCl+R+QSpxNecSJxQhhNzAe6 ChOJIsIsghG+J87yB4jlvItczhclV/F9yU38OnI//5Q8xeeh7vA9qHf8GkoS7lM5hDhdSqhNa0JT +mOhE11EGADX3wCz6RLCarqgsAvsJ+gcwm06Lrx6zzv+CX2Bv0Rv4vfSs/hF9CB+CN2Kb0pX5gvS efgwrfLPqLfcDuoFN5Z6wjWk7nKJ1G3uIXmb+wkYTt7lapBPOIt8yz0g/HwNsie3izwXKkwVCG2l xgeL0rcC2+gCgfzMCH/WdwMPq7DV2QZMG7YV05PtzQxhRzCj2bnMRHYTM509xcxmHzHz2AC7lI2z q9lS7Id/jxn0fp9Q3DXb3Vc+6s6jiJ5rSgdPJjrrSVGre7eop70VcVvfr/idr5o2ndilFSLz6J3J DH0xeUj/jQwbfqqlUYBaZzSnaHMw1dicTK03F1JhayHVx3pB+u3CVF6rONXdpKl9xmIybkTJWfpo Qtb/8E3Syvgi2grvRJzDy+C5ng6q7tmLlroVVM7dSnmZsFjekXA9MisBR6YlVAuvShgoXUtYIrZ3 w9vL05v/w5PJ/eJdHtrtuxTcSYSDu8gqga3UIP9SehE7iNnE/EQn+LdS6YE5ZLVgD6JdqJpvOFfO u4Zv63kgHHRXlIa4D4bnwz3/2672v+/jWf9LZpX/NOxnXjL/tvP/T39m1xgans0eC6f4h4bnsf+z HA3C+f0/hZ/6PwOZvXvz20PD5ayd0tfmU/GqYYuljXLCGr0dn65/yW3RJoTqaAuCr+BU+j1e5Re0 eYGh2jdBt94jNFKvzyEjP7/SkISy5gPhgnlY7Gl9J2XF+3D7s/e4N4z0SC6zf6S3uTWy1SRll1VV LmFNlftaN+TVVh7lkjVM8dmnlJidA31rFVZump/LtrkhUsmQIh31L8KjtOvS97isdFmdJqaovwqZ 6Br/MWrFn1OucoOUllyKciV0Um4e+lL+LfixXD/4Z+R4YGGkYqBdZLvfJZ8LLJafBusqDBdGKn8D mcJuVRW/x+/EH7Tj0h59fPi2kSfybyP7P/2afSJp7RXV2d7uquPdi7Z4GNTdU1Ip5oHWeiZGVM+6 cC7PeamBh5BmegqJTz0DhPbes/wtb0m+s28197cvzo0mFoY00gmtJGcEC1NCcAc1OFCU/sPfikLB vmSV0GhiCLfMt5v/3UuJpbz1pFOeH8KrPEg+6xmrZOX+8Lkp++kfC+PA1XCtwLGwEci2/elNC472 /hDMkrnf22TXXuxEquOfwtfUauF+6kUporaXNqNHYlPUT2TQG2GTMkTooHgEQxnGv5CH8e0iLYPn InlCNWQPd1g+ylVRpvHHlRZCU5QiPkB3xBHqCsnBbcNZcbNHXQmni1LOySkTDhcZY7PhuxaWclqF xOZmI2Gq0Y+/qH/LFdenhQ5ro4LN9WGhoNGTO2w05r82ywnlrNziE8uRRth6+JmdGCnolJBLQTz/ +9heV6a7A9/Zo3Cr3ZX5LD37KaUTCSIGArDK00QIEEAPiRJBifL7slcCJp4AtwQCeOi7JZz13RW2 +54Iy3yvhPE+SvzCp4qdfbnEZr7y4me+ZhAjLkhECahTXXCINkIiMUBIJcYJHxGLhHRiG3ACuCVk 5f7wmUZ730q/6x1fXVjI1xZW8fWELXwjYT/II2A7x1eE3Xsp4SZfQngEvITdvEeoLXx4rmU/09Ps RWk12yu8l30gzWPXSkPYPlITtohUhP1bVNgt4iPmC/Fnppi4gEkQezN7hQpMpvA1s1r4mTkveNiQ WJAtI7ZgB4mZ7G5xKUtIO9kq0q/sRCkrbnbLk4N/iLHgRjF3cIxYKdhW7BwsI84M2uLhYILohpNE HjhRtA4tFcaGMoU08P2n5e8a/Et/GO+jBlzVhSXiNb6ZGBfOC1HhhqAJrwRFCIlhIQX4RFSExqIp dIfyUWIRYaaY5f9PT79794HvCBP4W8IwPiRm8PmBxuIwfpA4mV8gLuF3izv4y+IF/qX4mg9IimDC +cqEM1UO6RGfF85j6VI/PgnOaFh6y3HSLo6GUwIBJ/MAnB5MKR+nwMnhnTiEuyzO59aLu7gR4lWu gZjA5xI/grNYQ/6JkJX73+8/e4Zsg/v4RZgmnheGirfg/p4IzcQEsbJIiYXEkBgTRfhXFN9AT9wS dNELFh0oJNpiNTEithVZ8QvxFfTJLYhxRlgg7vyv/fJfRqDnv33LqsCUF/MwjWGH10oUmWYixdQR 39JlxCd0bvE2HRPP0xHxIB0S19GCuItWxaO0Ll4C+106TXxF5wL//KIKu8QU5hOxMFNGzIr3ofeT x1XqfWbTNdTnDXfzfRZu5vshXNNHR8r4mkfy+zZF0nyCHPN1knXfXjnisxXBl6Hc8j6Rf/W2lPd6 j0d+8RaP/O5dGaZ8sXAx32xpqA9Lv/mWiKWIQkBbsQAxSXSI3TDb74kPfYp00ldW2ujrIS3wwYnJ d1zKyvt/j5Ls74pHxM5ifvEP6PkLYmPxmNhB3A09u14cIS4QJ4hjxGlwNRP6e6ZYU5wE/b8AvFeJ ucEjv7hRLCZuF8tAjcpAHXGf2Ez8GXyPiN3/f3oke12OO83E6s52MUv+3y3L7i0PvUf6izokXaN+ lfaDXEjtlAZTa6XG1DypODVSsqn2kkhVlPyUKXGUW5Kpe2IidUEsQB0Tq1A/i62o3WJ/aos4llov LqSWiBuoaeJyapW4BMoWUneAgLSESpe+p2pJW6ke0hFqonST+l7Kyvvh1vchDotjiXSpP3HsX2f5 f8bct+9rVHB1ow+LLeiTYm36gliVviaWox8BfwO0VI7GUiU6VapKF5Bq02WB6lJ9up7UiG4iNaVb S23ojlInuofUk+4vDaAHS0PokVImPVaaTU+UVgPbQD8KtktQdhd8XtFdJYppIUWYWpLNlJVE5g8Y r9dEHYiBnsLcEXMx92AOPBXzM3+LxZh3YhnGLVVgCKky40hlmCJSfqgbY9pLIaa/9OJ97CnSLnq2 tIheBLkXQTtmS91oOBFC/kb0aGjzV9D+gXAvPaQS0N58dAspDvcQh/uJ03kBU8pJB6SP4Z4L0vfE 0vRlsQb0R1P6mNiTPvb/mD/ZM3e1c0E57XRXHjgJyitnuPzK8chPnMGR686L8K9Ot/Ba54E0xekq 9XFeirNB7nX+lG45n4ep6L2wFe0YSYveB7rJkehD+YHTTsmK93+Pvux1+T6zR7rMbJWOMZulHcwG OCdukOYCY4AMoAPQAKgATGBaS4+Y/4ya/3M3Nfx9xJKuJWp/fYGaoc8EJgET1MH6GOBr9St9hDoS GK0PU8fqg9SJIL8D+wbw2QP+x/Ul6hX9B/VPfYf6TD+muozLKms8UgXjpRo23gEEhk0PFgwes4aC SQNjl+Hg13oqfqan48e68p5DoGex2nitdjJ2qHFjkPpYLwl53qIMfRsqqw9HhF4D7dKiqK/mQcna GqU/zlB2q80Vr/qpUgKVVXorhZWV8kfKzYhfSY2ckbuFh8t7pCfy1HBhZXCkudJT7qd0USYondAa pZl6R6mIKyFLO48ua0vgnv/tOf/3FfqRnaHAzkd5ZB+Ur9md5GN2UN5kr4nMtGtFMuyn4cb2pHBJ u1A4Zl+Uatq5w73tUeEJ9h/h5XbJyBZ7XuRn2yOfslvKl+298h3bVrLiBd/H9rlKJlwNN3zPxEjZ 91wNZ+cdS7xUqxCTVImIqfd8i9BJn4l+9k1WfvZRyklfX/me788ITbSOpBNXwwGiXeQpXP/h6yZf 9b2Qb8Oa/bfPgyRiCCpAeNXmxCA1K1727mGZlqHU1Borb3B+5XvsU9rjo3IS/la+ptaRF6iC3Fbd H0lRMyK3UJ7ISvDNblN+zzH1hvsL9Vt3TK3kPoBIdxt0KOGdMi1hgtI9wVbqJqyUyybkAzZFmifk lDMS5sjTEjhla0KGci3hjsK7a6NK7s3oG7eunnf3U7PiZa9jl9VNkdY4LmfJ7HztiAGoCVEK1SII VJH4WSlOjFUKEJ8qeQlRSSdOynmJb+UCRH25FIGA+nJ1YqrcHOx9oHw0+E0nvlYWEvuVeYQHjSVK oKx42Sv6VOOC8oVxU2lp3FGqgSxqXFPixjlFM44orLFb+UvfpFzXVymH9CXKZH2a0lwfoaTr/ZR3 WivlsPapMkfLr/TSVKWy9kKOaUflN3iOXAhkP+2tvFFLVF5qlZUiegdlINTbqS9USGMT5DmiZOXN bkMt5Sl47tKeyEO1g3JRbY78AA+Qp+OmcilcXr6j5pPHqHE5t5osn0c55aWooNwTlZdLoPoygzrJ p5Qh8izlW7mdsljOpayTX8jb4O+PcgVltXwc5kUjtFK+gdbJHdRt8lMVegU/kf/ChtJXqwt5P/SL l8d1+n0L27vqhp4pTsiD/ggyaFmQQJ8HPSgn8DxAoJ0BHo0N5ECtA41QqcAMlBRYjdyBzeg3/060 3r8XjQHZyr8ZFfOvRhH/fPScHYdOswPQr2xPdIDthHaybdBmthH6ka2NVrNV0VK2HJrHlkJT2BJo HFsE9QHfRmwfVAr8c7DtkcI2RQT4PmPKoWtMXnSKiaL9TBBtYp4pClsB+FSR2MZKgO2ueNixymtm lfKSOQLcV94xDOLZJPQxxK3IVkT12BqoCeRsAvkasXnhOopqszzwWqnH3lHasBeUiex9ZSdLoAdQ ZvlLoJr+Rmiovyva6B+A7vj7IDPQAtUKFIF7zwGSR+0DL5XBgWvK7MApZXNgv3IusEN5HtiihIOb lJxApeAWpVnwuNIreEEZH7ymrAxeUQ6CfhtsvtB+6OctSvHQGqVuaAnAKe1CttIjlF/JCH2qDA61 A4aBPkvpH1qvdAkdUVqHrilZz+fD69g/v1Mm5Ffmu79BWfKf3ad6WRXVVeoN1E+F56TOQG/Ql2gz aoP6oBroY1QE3VHiaKESRo2VHGiuUhrdVBqhOOqKOqFMtBotQg/QXpRLvYs6qxF1mVpBvfbPfHbJ XZT0yF2UJbNt3YwMZakxWcmS2XNgAgVvAaq1vo9065+Ri7XHRGVtNPEYJxJT8D5fEdzWd1YVfJ3V vd5XaJH3LhrtPYH6eNeiFt5xqLa3PSrnLYGKeMMo3XtTSfJuUUzvZKW6tzZa4X2ALKi3zHdBLU4U x6eJebglyWo3yKFaFUrWJ0Pe7FPsO3sGauFMVuLOAORxZqDs/qmBFur3lbL6LOU3WC3barmUP7EI q+VbWClfyA3UJ/JR9EQuh17IW5S7clV0F+bpC7mZ6leuqR8pLXAt5Xc8TKmj7VB+hjdYYb02xPvw vMs+L+UXX6HyYkStK+ZW24qV1X5iW3WoOFQdI85VJ4nbgQug/60OEhXcGWgm8vhT0Y0/Ee+pucRT qi5uUSnwfSIMVc8LndWdQgP1BndESeHPKe34+8pCnkEX+I9RWKiPKgpD0BBhKdos/IKeC7dQVu4P j6ns98gGYic6QDxTThMMukiYQF50jqiIjhON0CGiK9pDfIW2EjPQZmI1sBf9Mw58LdBV31C1m68N +nB/ZI+SJcwMtIA5iiYxCeoIJr/am2mrtmNmqo2ZI2oDxo0bM3lxF6YFnsCMw72Z6XA9HVdmJuLC zGCcwnTFKlMP+5niOIFx8As6gG/TL9Un9DH1Lb1E9TODVJVpoH7E5FZLMiG1LnMXdYFcXzNrUVbe f9tJ/fd9QrLcS/PIlbUrkYi2I3Iez4tMwcMiVXGPyDu1XeQHoJnaOyKqYyN70eiIXx0ZqQn6THVy 5Jr6XSQVb4p0xb9G1uI/I88xCW+SrHgf3olmn5oG2S/VBnY93MouAPC4sX1HrWlvV0vak9Rcdgc1 YhdTE2xRvWXdRSesveiFdQZF7Acol02pZewUta5dXm1lt1W72GPU3vYPaoZ9Sh0GMf/tyXj+25fF NwKDvxXG4Y+FnNox/jetOz9Sp/iPjancQYPnypq9Q7PMXcH95p+BTWb7QBfTHRDNVf7FRgd/3Mjt X66/YRP1vewcLZPVtRLsPHyZScel2JfqPPaC6vUfU1v5T6n7/JfV1MA9dWzgpfo88FRtGbymHg1u VMuGflDXhDaqFvez+g13WX3BvVSb8zzezzvQnlQ8RXBwgsjg/1k/blRHaJfVldp6dYH2tTpKa6zC jFfzaT71Db6EduLNaCCegYrgIehvtSfaqA5B79T5KC8+iJrgV2gwTlPn4QbqHjxMvYUXqCFto1pa y4qZPVt6kX1gBeqKa5CtcWmyHs5HVsRxsgC2yFQcJhUcJN2YJB+pLvKa2hd81ff1WBertces1geH tK5Y0FpjpFXHllYcJ2upOLcm4U80N66mvYSM7XH2irbFUxw38zB4kkfBOzylcHYbVuAHeAW+CPwC bADm4e9xJtAVrurhzbg43okdvBczYHuAP39fL4/LZZzG1/Vf8QH9AF4OjNZ/wV3gupZ+HhfQf8dY /xO/057jq5pL261Z2mLtE22M1lLrpY3QmmkrtWraSa2Y9kJL0wxd18rqIa2jHtEK68karX+iHQOf mdpQ8F+m5QTPvyDWHpyqT4H47XEpIBXggJdaR/wb9MNuYBkwHvgCbJ3h3sdoRfA6zcGXNYwDuoOL wOminV4VT9Y74p36OGj/Wpx1H//MZ1effxnX2StwB744fsil457As1AR3D9UFf8dbIG/CPbAruBA /FWgP6YD7fEkfynchy2Fl7Lp+CKbiiP+VFzNnwOP8ufFu/3F8Tt/WVwkUBH3AdYGSuFgMB13Dibh w0ET5wkpeDLwGmjKmfgnLgnLfDruwJfC/+dZ0OOq/75dcde8wAP8PPA7rhQ8jecEf8Evgjvxp6Gt +LvQBuzi1uL6wGrAz2/Ad7nT+CB3C8/nHuAvgfpAPiDIPcb3Q2/w8ZCgbQjl05qHKmu+0GfasuDn WvlgL+1WoJc2MvC5liNQR/vNn1sb438D97QB5wea+b/HI4Bl/rX4sH8rvuc/gLnACZwX2lQvcAv3 h/ZltfHf51z2arlM24BHaL/gZtp1XEx7g3VN1xJgzFzHLcE6QluLV2rz8DFtHH6qZcITHYd3wfUc bTPuq52H0f4Gx7RkGGt1tN/xIO0AeG/A2aflPjAzqoNPCXwAV8V7cCOQLfCvuD0+jzvi6zDSHwMu rQfMqB6QOcs/u11FaduM0mcMkh5u/EnlM/ZTV/S51Ei9N5WuV6B+00RqlHaGLKRNJR/gp6SllaU+ 00ZSc7Qd1G3tPlVc5+nJepx+phek6xsl6J+MrHgfHm8d32fO69oe7GI2C3Y32WArc3OgrNkD1sm8 gd+Mv/1TjX3+asZUv9fo7t+gV/N31Mv7G+pl/FX0Yv7Cen7/R3ouP9bT/LSe4n+hxfx/ACeB7VoZ kM38D7V+fkkf48+jL4B6G/2D9cP+hfpl/yH9qf+xHggIRtlANWNwYICxJ/CtEQwuNuoHlxoLQN4L TjUKh0YZg0M9jf2hloYiPMAX+M+0ufxhrTFfUpf5DfovnGX05YYbGvebsSFkmyVDdc2se/nwmpu9 E7inRjQFntUjkP/81qZFtHywcmTJD797N7+v0Qj2lVjvZlTUPzd66C2NWXodY49e3vhTz2cIhmXk M0ijjvEYPM7po6Ckm7FGr298pxc05ukIvJ/ps/Tj+jz9e325PlbfrHfRD+m19HN6Ff2+XlH3GmXB q6Se0yiuf2IU1msY6fpnRiLk4fSmxlOtknFZ+9g4qWnGMY00zmqP9cvaOf2etkf/W1uuE/pEPaD3 B6rrhp6qFwCtlv5Q663/pk3Xf9Z26Bu1P/XFmmBM1YoasAIa47XxoG8zFmgPjR80w9yuVTGPaf3M 29pCk9D3m6n6HbOWTlrpusfi9NfmU+2++Zt2wdyn7Td/0NaYM7Vp5igtw/xCa2V21iqYn2tPjM+1 qUZnraDRC1o2SMvQJ2mJ+jpYZ6/CGm3oNWEtTtZmAYf0nNpzPZ+GjNJaIaOBVsPo9r5F3YyNWi/j D5CG/uHnmr16GqZgcGZO461R2rhr1DcuGZ2Mw8aXxk/GeGOxMQf+XW18YewymhpHjTjIGsZwo69R yZhhsMZG45B+1BipX4Wef2i81Z5C9qfQkttGsva3UUfzmyOgX9ZpH0GfFDaxXtKsopc1B4Nco+cx r+tZuQu+b4fqeuPUMLzRooYQjRqxKGkUit7Uq0UP6C2jC/V+0cH6iGgTfXy0uD4paujlox31JdGn 2oLo39qc6FvArc+MEvrUKA3lAYADJEB+7z861kybFeulJURrGP987V+79l/GafZb9AT3h/YjZ+jj uOp6Sy5D/5hbqL8OHdD3hG7qI0Muo0IIGf5Q3DgaLGosDpY2+gYrGeWD1QwE3ApUMrYGShsTAx8b PQLIqBf4Sy8VOKRXDGzSqwe+02sFJur1AoP1JoEueutAE71roLo+MFBSHx0orM8L5NE3A6cD6fqD QKpOBhP1WNDQiwJ1gM5wPTSYrk8NltUPBrH+NvhCKxy6rPUPHda2hnZpr0PbtaLcdq0nt09byp3U su7jf/Yrw1izhtHbbGM0NwcYVczxRmFzsZFi/mjI5kHDbf5mPDRuG2eMJ8Z24xWMk6OGCOUFzL7G p2Z5o50ZhrpX9MHmcn2k2UUfZubRM2C8jzRlfYJZWJ9rNtGXwHP/3lyobzAPAH+CHjTmmh8bWXmz 1/SYtsuwYFZZMJZjWj4YRaSRW7uoF9PW6OW1kXodrYneTCugd9YCekvYkzTQ2unVYHZ+AvMhn/Za T9PiUK++oWtfQozFRla8f06INGk1oneYn9O9zZ70R+YQ+pKRSY83vqHLG8Pp1/oAeoPegu6hF6Xz 6E3p3nC9Vf+WJo1FdA1jHT0DuGGspPOYM+h+5pf0HrM2xMvuuw72eWeSPc/ZZLdwTtmOc9++bL+z Z9qS08BOckS7hHPUqud8Y/VxqlrzHI+111lv3nLamVRUNdOiR42a0aHGF9GCxqroY/1OdLmeI9ZR Pxa9r4+KDoAy2rSis8wHzsfWNmevNcSpaxdxLkOGFk5W3g+vu9n/y+TP2FRja+yqMTqWYjaJdTHT Y2tMd+yleTZa2loVzbRGRE9YbaO6XT7awfZGd9jbHN4Z4DRxCjrfO8/shOh6u2a0n704WtL+Oxqy 68VuWBtiZ6zNsYPWntg663hstnUlNsS6H2tjvYlVsryJOYEg6PfN+7El5thYDSs1dtdaF82wc0Zf 29Odrs5r+4RT006Lzra6R++YS6K5zMPRbsYf0frGO+gJOaYZOWKv9bKxi3qT2A69f2yhPjk2Vt8Q 669fhN55HBupvwGbK3EHyIv6X7G/wIaMP2MFjVux+kBf0GcY/7Oxf4OsYD4kM8wX5BrgJmBa98ja 1lUy0zpJbrZ2kQ+slaRuTyUr20vJJ9Y68lvrBzKHtZjcb35DNjY7ky+MT8hvDS9Z0NhKXNHbERP1 ycQafQ9xWn9M/KVbpGVUIysZfcm+xhxysfETecY4SXJmVt7/nA0ZJ489wPnU9jjd7WH2NNtn77aH WM9slxV3BputHbe5yBlq3HVYI390op4Aa+QJp6+xyLltDHTqmvWc/ebHTkGLcZZal23VXm9PgCiM k/0Fu5a+UO/4nsfwXsti4T9fVTC8bQNgw/DOzNKzfx9/hcJWC9TG6oMKWsMRY32DzpnfoiVAb3Mc KmsOR6I5AN0w2qMfjdpolPFMEYwoKmhURS2Nnmi88S3aZaxGL4y9KJd5HrUzb6G55hN0wXyFFCv7 viuoFczc6hEzRZ1r6mp3U1TLmj5VNp+j28YN9JNxAuJsQ22MRaiokYkEYynKCfEqGZfA9gQNNSh1 vqGqu4wU9aqRX3WbJdVEMytm9rx/TJHWTeqUeYFaaB6nupj7qWLmVspvfk9dMmZRK42R1JdGD6qO UZeKv5dfU0ONJWDfSv1mHKdo8xqV37xPtTOfUdPMv6gjIOFh/u/960p5l7EpwplN5bjRRs5n9JRL GF/KlYxv5PrGDLmlsVjuaayWhxrr5KnAUiPLP7vPJyi7jPxK3JisrAb+YzdAPyMXNQywG//Fnsu0 zaJWN1hrbTNLz76/DeZY85A5zLxp9jY9VjszyapllrOKme2tFPMby2+utB4aB62Txg1rtXEU5E9w PRvsQ6xEs4VV2CxhVTFNq7H52uxinjMHm1nxPrymbHmf+TPXAWKJeY64ad4kkqwHRHvrMbEC5APr OpHbPk10t7cSP9jziDt2fwI7/YlHdh9iv92RmGY3J9ra1Yn8dhHCZzvECctNzLeu+vpYW3xVrZm+ vFY/n2k18AWt/L7XpuC7b/7pvWIe8J4y53kPmQO8O8za3k1me+9c8yvvWLANM3d6M8zrgNc32Ez2 DTPL+0aabX1fm0N9Y81JvmnmYt8S8wffJnOL75C5z3fBPAYxf/O9NP+A+C8BmrhvvgP7U99+87Zv PZQtNA9D3e2+DHOlr4s509fcHOGrZXbzVTDH+D41l/kamrt9HcAP3nHgF4B+cIgtZl7ilFkRYjUk SKs/ccVsR6w3qxNjzXSii8kRn5r3fPkhv2HO8fnML3wPjQa+M0Yx3y7jc98+Y6rvsLHPd8l46Hth yARnFidymc2hzldQ9zviazOrr/9n30biMF+fKX2sd0p9K4g+tsKItEyYt1G03IyjfmYOVAFQgbtG HOZnQZhn5WAe10DFzEaog9kCTQb2mE3RfbM+zNNyqLSVFTN7z1+BeWHkYRqaFZhXxo73tiauHDiH 1RroihtZfXAmsA14ANe23QJXtivi7nYOPMH24AX2MXWZPVNdYncACgF+dZV9CW20V6P99nB01m6K HtkFUcAJo1TnkLIWmAj0Aeo5R5QizinFca4pjPNIeWR70GVbQ6fsIuhnuyvaYi9Fy+wbaKZtq1/b zdRekKeVfUqtbAdwLrsEDtmt8V2rBN5rFcBHrbz4vJUD37CSwGbi55aC31o8TrAZTNmvVb/9CPhD fWVdUO9aR9Rb1haQy9QH1jT1uTVMfWt1VxPsxqrPrgB6K9AzwHcSlC9RL4HvQaiz1rqsTrEeqV9a BG4D8atC/DjAgH7TNPF+MwkvMVPxSDMHbgeyiolxLpPAnCnhFCgvC7bmZjrOMAvgaWYJvAk4BTyD a95Kh/7+8DzNPq9uk2dbv8nbrBfy75ao+OxcSsyuopSxOyjN7K+VfvYaZYx9TpkLvbnMvqDssDcp Z+25yksoU5wMpYTTXWnttFNGO82V753Gyq9OXeWWYygnnNvyBudHeYozSu7h1JerOjllxyHlp/aV yH57R2SCPS/S2J4eSbMnRl5ZYyN7gXHWxEgja3okbn0XeWlujRwxz0UWmi55sLlSzmXOkGuZ38i9 zeHyLGCPOUq+Y46XeWuGXNBaLDeyVstfWln38uF5kP3uWmwcMZca9805xhXYzZ4yvwQ6AZ8Z52DH esXMB0QBwbhgusC3o57L/Er/1JyldzA3ww72nA7rvb7KRMYWs6ix32wKPkON4xDzyP9jfcxuwVNt mJ0P+ExrbMe0unaCVsh+gP32n/iE9QCPs15h2ClpLovStpgJcA58gCuYj/HXJgXnwxjYK2sFrV5a J2uONt/ap52xrmp++6lWwc6K++E+yP6G2NNaYva1pplfWmPN4dYw81urnznf6m6utjqY26zm5i9W Q/M8vC9uWBXMLN/sM+EaZYl5SIH3irIQWA/sN/crp8w9yk1zh/LM3KJ4/ldj5x0dRfX+/8DuZjOz lWTb7OzOzG0zWyIEaVIDQYoEEKWHIAFMqAIRMdQIBAi9NwGBCFKigIBEQCBIEOmdUARRmvT2RUCK /J7N7yyfc75/8P1wzus8z73z3Pe9d/a22d0syiZPBWWtR1aWe95SZoId6bEqn3qeyj09l+XOngNy mmcD8KXc1TNK7uPpI4/wpMnjPV3lSeBP83wqz/SMAMbLcz0zga/krzxL5ZVQ7yYguud19E5RNnvT 5JneLCXiR9cgTWonz5dGySEpTY7uxcvlu7IEqNAPVVkrE2WL7FN2y1blsByjnIUrl+Xz8k3YKx/I W4CVkBM9/zXlzagWEOATkJd3ITOPUDk+gP6Hq4Sucm+jc8BR8HdxFN3mbMjFP1bq8ueUj/kdSj6/ WFnJD1NK+DbKRf4t5W8+Rok1HZZ1pr/lF7xPecAnQ3435TA/WtnCf60s43dBmd+VPqARqTfaJxtv VE5wWUoC2Oje/rkLzuCu9riRS8VVXHcQc61FkqsHEl1+sCcU5pqiJLkaKw1cRiURLHaNUyTXPiAO YlNRkmsSqufaj1q5YnGmKwUPBb03f9stumZ0dO7F1ZzPsOAME70zg/zjmE8eOo6Rew4LveVoBIwC ioC7dKMjhuU6nCzFQRjnqMwOJ9RhcxKasI4JHzBvQgf2e3wX9nV8d/ZJfDXWId7IOsVfoJ/Fr6Pz 4sfSX+Lb03vxQepNeE5qJuwnTRLmkz4JqSQ/4RlemvAN3pbQCp9KeIWeJqxHsuNj1MqB0HTHn8oF x3fKIqdHGexso6Q75yn1neeUsBMhv7MPineuRy7nC6Q4U6APE3A69OW/2zufSI1oO/kVWSoXkrPy hyRGuYc9ylisKiIOKWsRUeoij3IUjvNZiqp4gHHAv0pIGYRU5Q7yKb2wUTmHL8tNyLeg0Rm0IprR +bhb5vEB+QzaLS9DW+R+6Fu5LvpKNqOZMAsnyd8pM+FUtlzuoPwqvwXw/8ezXWGZausYj4mwy3wT tonvzSbxM9jH/GbWgL/KEJ+gGvhG6m3uc/U09626i/tDTeC/125wU7R9XJb2I/eOtpozal9zp9TF 3FJ1IddfncfVU2dzdnUCd4l9w01kR7lqzMz/Rd/nF9CZfCt6jC9PedN6UtnUkTQ2PcbJpgm4hWkd bmM6ATzDrUx+0sJUH671IMmmfPKOqRBi9wPXyHtgP4L0J5A/zJRBxppqkskmG3AFTzBtxaNNs3CO qRfOMjUGHRW/Y9Jh0XQZveJ/Ref5tWgL/yWaw49B/flBqCnfBz3j+sCM/Ri149uhEXwDtIynqIQv hy7D7HrB/6g4TFOUkClLSTYlKzmmjUqBqRLaYVqLDpqq4oOmIvyzqS5ZbSomo031aBtTEY3cxzeP k/88L32mbPMlK498LRTRn/N6vjaSs5Qq8jAFwWprBp5Io5VLUo5ySPpE2Sx1U5ZIHZSJ0gdwim+h TAF/NbBLaqOchrzILxX9KzVU7HJDKN8YdD6AVTnrtbbJnEHizSagCMebM7HJ7MB6cwl6bBqErpoC 6Ijpd2WjabYy3dSizJZC+rEpjGzmIYia96O3zR5c09wXVzfvwAGzjdhA783jK7F8pGZHuaTYFJwU 2wuz2MbYEavi5wYdvmS4jPYYShCcrVG+YRLqbhiE3jVkIGpIRS/176Jz+rroR31NNF3/NuoLtACC +uooFvIv61LRTl1ntFbXAy3VDUIzdWNQvm4mGqFbhgbp1qM+uhLUQ3cMfay7jDJ0j9AQ3a8QV4gO 675EOv1MVFs/Bw3UL0Xr9GvRdf1O5DccQ6nQnu6GB2i44QWaY+DxGoMH7zEE8RlDMr5maIPvGAYA 06HdG/F+w1i43glPNFTF3Q0VcHXDIxRnOINK9SWoADQHgHYy1KHqF6EK4D/VrYQ2r4X6N6Mt0LZl usNoju4itPkRGqnjcQnYB7qnyKG34KC+Kq6tz8Qt9PNwN/1ePFp/D3+nN5Fb+niyyFATaELmG1qS qUAe+NmGd0l3Q13SFmgJfhNDW5JqyIa4HuSaIZUkxlIyIPYeXhe7Ed+KHYiJ8S3cwXgNTTEuRcXG zuiQMRX9bmyA7hjroucAF9cAuePeRQyoATSCdLu46uj9uHbgD0L14uagpLhNcP0YxN1Bhjge3zdi fNpYGxcb2+BdwB5je6ATPmT8CB81dsMnjZlwPRP/ZuyFLwFXgScQd9RYgL823sPZxrqkpjGPvIzd Q7bHcnRobCNaNTaX3jCso4sMF2iG4S+qGe7SW/qHdKP+Fh2mv0JT9KXUov+ZntetooW68XSkLpN2 1qXQWjqR+nWPSDndIXK7/BJyrvwgcqJ8E3K0vIucLn8FXy+/ERt0B7Ffdx1X0plIA93b5H1dOumo yyc9dOvJEN0ZMlX3iqzUSfQY6L3SfUST9ANpN/14Ok8/lx7Uf0X1hgJaFxhkWEALDdPoU8NQWi82 DdqdRDfGPid/xRYTp3EkaQj96md8hmcbi+DeDMPrjQPwCmNfPB+YCP5wYw7uZxyNuxgn4w+MC3BD 4ze4pnEjbmnci+sbb+GQ0UasxorkXmxLsje2HymInUhyYpeR5rHbCI49SZ4brpH7hmPwOu8hZwwl ZD+wGfwVhkNkDuTnGU6SfkA6+BmQ192wn/QA4HkR8kuAYhg/m4EfgDXACvK2YRF5rJ9KtuoHkdH6 dNJCX5d49AK5pruHN+l+wZN0C3CGrhfuqGuD39fVxk11GDfQxeK6ujuouu4UsA3V0i1FdXX5qKmu D8y/zjD/PoQ5mgrz9V30q64mOqOrhK7p/OiOLg7d1N1WLup+UR7ppijJ+oXKWP13ykH9PiXecFv5 0OBCUw3vohLDCHTfsBm5Y1+gyFry331rd7a7HEl3n8OaexX+x5WDj7iS8bcuHZ4MTxcDXWNQpqsu SnM9VtJc3ykRG0l/DvnTXCVonesVKnXVwDp3X1zZXYC7u0/g+aDXtEwbwz5/G9bkP5WvpdPKIOmg 0kzap/jA3vUfVXb7zylf+W8rOX4Dau2n6IaUin6SmqIZ0ruou1QXVQOMwAX/u6jI/z6a5u+M+vsH Qewc1Nc/BomQruL3Qvq2MhT0vvXvUi74dyjx0i6lJdQxDuoslq4qkTZEz64Luc7ofFxn1IY7rTTj rgOPlRacAXWAs2YW50WfwblzNJw/p3A10TyuKYrE/+ebYanID8+594RP0S5gttAH9RI6wzNxKqog VEd/eRDa5rGhuZ5/lZ1gb0LaJ1RCzYQGZb80tlpoh04LHVE5b+eyb5hE9KLapaZMqjcHaSXzNdLS vIT0MbclI81xZKp5K55v7gWIeIb5MMozj0GLzKdQoRnjQvNAvNL8M54De8xwczrJMC8jNc03iAl0 InrRPbTAvw0dgPtVUxqDIv7r97/kQjRRmoM4eQ6K+G/eoxqXlUIxh/kJ+BT/DT7D/4zP8xfAPgZs 5Bivkf18fbKT70g28dlkJZ9PloI/lQ+TIfxL3JE/gmtBuQQ+F9/gOuEdXG08nZNxN47HRXGP0K+w Tl6O24x4rhBV45bBq7EM7v4ydBDS5fj1qBK/GXXkt6FjUP+bx3X0k6UN/gJc5D+It/sf4t1+gez1 1ydH/D2AqcB6SJ8hW/3PSYFfogv8jM7yJ9LJ/iQ61l+FDvXXoAP9tWlPfwrt6m9E0/zNaWt/e7AY 0tdIT/8a0tefDbYm6eovR1r59+Ia/nnY4YeV25eC9/vewmt8Ip7js+AhvlfwZPoA1fVdQ4rvItL7 zqAr4jH0i7gfPRN3ord9m1E/YIVvJ7rog93CfxO95+fxQH9VPNefiSP9eP2axQVx37j9qC/csYgf /QbEVO9lNNJ7B33qfYEyvLH4fW8FXNcr4rBXxX5vVWzzNsblvO3xM6EXvi5o5JygkIOCQLYK8WQ1 MBsYDQwAugAtgNqAKvyJZaEIE2Eyrixk4sZCY9xNUPE4wYJXC0/RUeEmeiZcRjbvRYS851F1oCnQ DugBeZ+WtesyyvdeQzPBRs/nTaTLqKF0DdWR7sA8f4RC0lOkSK+QU9JhE/DS/wI99D9Ct/yXUTOI jY6++YZzON9wBWcbruMMwy2cClQHXzH8iW2GUvxSfxDf0v+ML+g34lL9d/iI/hu8V78Y74BTwo/6 6XidfgJepR+NF+tz8Tz9MDwZyIW8NnoR5+gxXqBPgthkKN8KtLphvyEH14XTTLrhGzzc8DNeBPVH n901KZEKUnOql3rSu/5cetw/ixb5C2AsfQvjpwjGynZa27+bikCKfwOMpQUwvobSdTCOjsA4u+WP pTHSb8QqFRKnNITES03IBn8Q/+FvhWOkXCxI63BI+hNXkwRSU/oQmEiqSSWksvSUhKSk1/N7MZ6A r+MgLsVtcAH40c8hREsKfquMc1gsIwVH3zEJwrgVoQ2HfEn0mO8pOeYrBiaS/b62pMSnkB989/Ay 3894qm8Wzvb1wi1hTPf2tcITfd3wCt9AXOKbgH/zFeD7vh041n8Oxv0zjGGOJYJudEx+z+WTedwy MphbT1pw24jMFZO7ccVkCzAKaA644/aQq8Zj5LmxBPz1pFbcItI1biKZFDcE4nqQv+LSiYdrSxoD n3EZpBNXnyRzGmi5yIs4EzkVpyffxpUjY4A08KtAnjkuniSAleIe40DcOVwjrgg3jZuFO8cNxJ/H fYTnxrWBFacTPh83DP8AbXzzunelrDcDYkrFcuScOIgcFG+QdWJrOlbcTluJPmYRB7MS7z7Wz+tW E7xp6kZhpjpFWKn2EraoDYVfVVk4rr7wnFVPec6rm4CZ4H/qOaW28xxQx3h2qms9Rep5z0qVF75U qwqT1C7CUHWc0FVdLTRVDwqJ6nXBrG4VEkBTUjtAWhVqqQ88TdVtntZQvrP6vqer6gWuutPU5p5K UEd5iDnJZgtL2L9CFsvwErbee5w+8uZQWeRokphPgmJvooqpRBbDxCGaCC/ewy+8J/Ad7w58xrsO l3i/wyu9G/FO7yp8DPzL3iL8yLsX68Q/cQXxGRZFF2i8TaqCRrKYQVLEQlJbvAOaSVQn9qXnvQV0 rbeUDvEaWQNvZRbnTWcnhDz2P0CCdzh72/sJ+xDy+nkbsqleja31Wtl+70N603uWxoq7aVAsoO+J ObSb2JwOEyU6QbxPZonFZJ44FcggE8SKJAdej1ixF8ZiX5wsDsDtxWF4gDgWTxBn4cViAd4ownOn eBAfEa/gyGv35j0j+m7MCHkv/ly+h/vI8aSz/DZpLrclNeRBBMlziEFeT25I+8k+6RJZDXNwiXSD zJdOAtuAJcBIIAOoDyhkhqQnE6XreKF0C6+RHuJi6SXeJ8WRkzCff5c0clWqSW5LLckjKPNEygb9 DOKWPyQBuT6pJVckTWU/aS3HkTT5MW4n/4mbQtsqyRtBpxc+KfXFN6QB+F8pB9vl0RjJk3EVeR7E fIPT5HXQ/h040pfo+y0FlgK8wHIQz7I8xuMtCsm1pJIBlmzykWU+ec9STN6yXCQWS3l62SzRWLAy pGtA/ntwvT3EdYP4XlBuAJTPAZ2hoBfRjL6nVuTai2PcGtkCNrpWx1vPYaM1juitdUmMNRtYQf4B 3YcWO71uqUePW3rSjZbJdLJlOR1qmUZTLH/Qp2aBLTXXZ/XNXdgF02A2zDSbyabN7DB/m03ia6kd +aXqlzxSH/A/sY9M3VmpycfamkvpIfM0WgM0p4H+EUtvcgvWu0j90TVyhbUfmWi9jgvLyCbRc1em rRzJtLnIRzaNtLPVJM1tqaSerSOpYetNEm3DSdA2A1hBkmzFkF5BmC2fYLgmQpzbVhGsC9J6uP4M N7I9xj1BL6p9S8yk98QU+lgU6UvxEdH7jhGTr5DYfPkk3pcB1IR0PHkpXsfxPhvx+6oR6ksH8ogC cQLE23zPoZxEn5X9vyCZ9PVnufxTksBL1MZbgKfExl8ESiBvBTAR/N7EzKcSA1+RPOPiSRxPiZev SQJ8S1KF707q8kPIu/xUkgrxqXwx8BuJaEb1P7OvIL/aJLrbVh64BP4ecsBWSI7bppKztkHkD1s6 uWWrT/6B+2a0xxPF7iKV7X5Sxx4mDe11STP7h6SFvTtpYx9C0u0TSZZ9EYloRvf/VF8j2g/6ng19 HuLrSEb6hpM83xKSD/tQvu8ipF+RQT6R9oD9qSXEvv7LTqyREM4mERvN2+ytSVZ680nERtt/0t2I /uhOowvdPekwd1+aDraOO5P63B/RF6729IKrFd0OFIAvuuaTRq71pL9rP5nrukR2up6SWy4LFdwS behOotnu2vRr0DsNRMfTUhRLH6AVZD+6RpaB/+Y9JHoireR9Sv4UatMJQi59S9hOD3se0p4ehZXz NGQL3W1ZRXcHttvVjKW5CKvnUljQ5WQOl4mVd/1DHzn/otecx+kZ53a637mK/uScRQudueBPpved C6AXq2gj1wb6uWs7XeXaTUtdB6jRfYBWA7q4d9PZ7iK6z/0VfeLOpczTnrb2JNGRHgtd67lPLnsu Eo/wG2kjXCO9hEPkC6EEToTFcDIsITsgfVo4Q24Ll0g57x3ihT68Dfx332W8Zj1EJBthN6zHSPTe rXE/JdU9x8gTsBE/Ol/u2vLYXVsH9rctxF7YYpjRXkqd9nVUs4+nyfZM2sGeQgfbMV1oj6XD7EHa xd6cNrb3pxXts6jPXkR5+wUaY9dD+YplOhG9qHaIK6LVuFW0DrcAmAzkQhrKcl2pyrWmPq4RrcDV pjouiTq5KpSAX5F7D2LaQ2wmTeZywI6n70D5iE5EL9qfhaC3C8rtgriF3LTX+UcFwjZ7k2hT7256 AvzoZyAa7NRWd2v1H1dz9Q9XI3Wvq5a6wVVJ/crF1PEut/q5i1MzXU9gFFxiB1w32Dvu39nX7n3M 7FnNPvV8wU55WrKqghN2+OP0njAN9BvROO9cukv4g34mKIwIHdhxzxQ2xPMTY56r7KjbrA5zV1Ej 9Ubvxwl7e/qLPZf+YF9Ov7YfodPtj+Ge+lhvexOWbs9mH9gXshb2fcBz1sF+lHWxL2HdIT/LXh9i 4lm2/Qr9wr4Vys2ia+wDaUQv+ox9ybecrvFNoyuAZb7JwFha6Mul630D6WZfX1riy4RzZ1f6G3AJ /Eh8tGyqr4jagHSIT4dy6b7xwDSa4ZsL9itgObCKdvStox/6NsDaUPR6bdgbO5mmxd6le2Onvc6b ZptMR9icbJpt2v8xR2m5SInpMX0qnA+MqPAikF9BDs6skBKcWyEz+GWFyWB/BC4Ep1bQhyZV0EJj KqSGntkvhX6y1wy1sW8NHra1Cdaw6YKLrJsCeuvHgVyLIWC3TNEOme+q28xIFS1mVbU0VZMsY9R6 lp3qe5YXaprlHa2vJVsbZVmtLbac0362mAO3LNUDVyyuwAXLE63Uclrba/lB22qZrn0HcYstLbRZ lpA21mLUhlr+UEdZdgMr1VzLJHWopb860NJa7WuppfayIIBTB1hus6GWk2yspYo61zJXLbI8VC+A hsn6jdbQ+kzLs6YG9ljnBMy284F2NjGYZuODXW0vAn1tfwc+tz0IjAHmAsuBDba7ge22m4FfITbT tjJgt2UEDlkTArOtP2q9rW20JtabakXrCFWxmlWndT6LtxJgNhOsBsjvr7a0nlIHW6tphdbp2jXr dS1oqx4YaBsBetsCx4ELwC3gbyDGvi1gtG8JVAAE+6aAYl8b0OwrA2dtnwZm2mpBW59oku177Y41 S9tldWrLrNvVidaPQZ9Ts61rWB7YJZDeBfl34Dq29dI+sv2gFUC5u7YqgWR7RmChfURgjb1/oJm9 CtR5W1tlW6j1tCVrVWznVc42UL0EGvugHz9YNVZoLaLrrXXYIWsxe26tpdayrVXH2HzaWds47R37 VW2hvUGgXIWZgcjYefO6OLdsXL4XU0nexRrJ+1hX+SgbKp9mc4EN8m/sMNi/IC9G2cWcyg9MVRYy nzKRWZU89kL+gt0Ezsp5bLc8DuLHsaXANMgbIQ9ifeTeLE3uwprKH7BackNWSa7MmKwwr2xldvkl LS/fok+kC9QsxzAk+1g9uSbrLLdko+TubKX8CdQ9mP0jD2dEGc5aKIPYGsXJFivV2ASlLRusZLNu yhTWTFnNKirF0LbT7G/5BjslP2dFslndIJdXl8pP2Hj5PuspX2UNoC9e+RB7JG1mR6WF7HtpMJsv tWSrpd10iXQFiGErJB/kV2O7IP+0lMVuS8OZQZ4N5dawyP2JPmc/kaqonFxFvSE1UvdIzdUVwDip gZolVVKbSW61svQv80m/M5NUzGKgrhgpj730fwK2LVCH6SUNrjmZU9IzIj2k1aS/aDO4Dw2hDQ0l wppJTVhb6ROWJc1gX0g/QDtPsx+kJ+wkaEfqjj4zx4onWay4h/HiT8wjrmGquITVEKew98ThrL3Y m2WKbVkvsQ5YwnLAThf1bJboBBtiE8T6bBhc7wtxncQvWGNxNksSVzNRLGYR3ei6fNavZ8f9TnbA T9hefzWgIdAWyAIGAxPh2kJgDfjfs63+Fexb/ww21z+IjYe4XCiT6/eBb2Sr/DEsohd9PyDD6mTZ ZeSxjDKcLHpeGuqvovb0J6qt/UxN8Utqkj9BlfycavH/y5777rMbvkvsN99Jdsi3i63xtWTFvu7g D2YXfbPZHd/37JXvELP7rzIG8fWgbBroRDSj/crmumgduDpaY66CVoe7rL7DbVDrcCPUZK6p2oxL UDtwl1gW9z37jMtjXcC2gfQHnF39gGugtuEGqp245Wo37rjam9Np2Vxl7TPQi7Z9sskWyDIlBFJM 5gA2lQvEmu5rD/hz2mV+l3aG/1o7xY8G2027yCdr001V1BxTT3WA6Uv1M9NhNdcUA3mVtcWmLtpq 0xTtO9NP2jemq5BnC0TbnmLpH3BYGgTumM2B/ebT2lrzYm2+OUubaA5pI2F1H25eC/RX88xVgM/V fHOROsf8t7rMXE3bbM6GHWC1dtP8pxZrSQiolncDEb2o9kj+e20MP0HLh/ZNhfZ9yfu0lfw/6ib+ rPorv0W9yH+lPuVHqR5TH7Bj1POQ/pXfXnZ9Jf9CjcTPhHKT+CzQmKBF9KKvd3XzTLVlGSGtehkz 1f/8avMWtdSUrEVsNK+PeZw2x3xd62eeoL357xyVshLWmFJxsVYqfgN8r50TfwR2AL8ARyHvtHZC PKcdEf/UfhGva9PLiMQv1qK7faY4IvDAG6FP4Kk3I6ATOwcqiB0DMpAEJAMtgE7ih4FMsWkgEh89 RT0TdMF/BQ8QDD4T3gk+FhoH7wltgteFj4K/C72CR4UBwV1CTnCjMCy4WBgdnCKMDY4GO0zIDX4G +Z/A9SwhM9gJ4lsI7YO1oWwz0Ogk1IZrVSE2GJwt4OBqQQ7ugHpOCBWCVwUL1BUbjL56yz3PgtOA z4HOnpfBRkCip1woAfjX/Sx4330veMN9IXjV/UvQ4NkaDHi+Dzb1FAR7euYFx3imB7/0TA5+65kV 3OBZBewNRvT+u8/FLzmvB5NcvwQbuM4FLzlvB9/8er3+TSd3YWiJe1PoC/fmULp7W+gdQAD/H9f6 0FnXitBO16LQOteMUIErD/y80F+u4SGrexDE9Ql1cWeERrvToXx66EdI73LnhSJ60VU63jky5HLO AJaF4p3rQzZnccjkPBTSO38L/eO4GXroeBS67ngVuuDgwvUcT0P1HA+Am8Al4DfgDHAsVNuxP1TD URKq6igOveXYHEpxrA+1dxSG+jqWhEY55ofmOaaG1jnyQ7sdeaA1ErRHQn15oei44FzzQ5xrc8jg OhZ67rwUuuN8EDrjfB7a4ywfXgPMB8Y5X4WynU9D/ZyPQj2cd0LdnTdDGRCbDm1Nd54EDgF7gGJg M8TBPYM+zXAWhpY5V4TWO5eEdjkXhU4C15zzQ0+ckTrnh6L3eaaHC0/y2MNjPO7wCI8Y/hTo6ZHC ncG2BpoCdYHqcL0B5DcFIvlpkO4K5fp4LFAmFsqWD48HOxf0ortQpiMnnOvIDS9wjApvdQwNn4P0 Y8fAcLxzYFhzDg3XdE4O13euCtdxloap80JYD1xxXAjvdpSGCxwHwqMcW8OZjuXhVo7x4RRHL3gt UiCdFI7oRudlkeur8LdAATDXVRAe71oeHuFaFe7v+i6cCaSB3xzyG7imQUyv8BbwoyMzJ7403Cq+ IJxTRmk4ukpvS3gZ3pygT9yUYEpcm2BNXJkQn7g0wZm4CJgDTAXygZFAk4TScDugR8Lx8KCEI+H8 hAPhOcAyYC3kbUq4EN6WcCtcnBCTGK23gataIudyJjYoo1pidFU7nNASNLskRmz09VngmJ24wDEj cZ5jSuJ0x7jE8Y4vEnMdgxOHOrITcxw9wHaBdNvEyY6WibOABY4PEhdDusCRDvQAsiE9HMgDpgCz E////20b8/of/l9z93//DpwuRlcW9/8A3qTCHWh3AAB= ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image049.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhTABZAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBL AFcAgwAAAAAGQAD/WdEAd9GENN+lav+zs//R0f///wECAwECAwECAwECAwECAwECAwECAwT/EMhJ q700aMy7/2CmBURZhmiqSmbrltsqr2/tjnP+2fyt/5WeEHYC/oZIEiFglCmR0GIT9Yz2ntNQ1Qpl Zjkabtfk/Vq24ivZXAmnxzC2xG1Fd8tfOtdue8ayIzdRfDVKf02BZAEFBYSCSYqAdBqNikOOljB4 P24jlUSYdYqbM4kjVSSpb1ekTgVEry1hi0urZC2NrSq0mjensbY1jZyMvTcHp3p9dcM5i6cvAQfT nsrRQpPNpdC+08ipn2o8es/O3LUa3tSelYSOermuiYrq3r+52OMu2inPWyT11CVjBOzaOFT8tAQy tCRgPUMEiciqtYwMo10LQTl0CI6RqokH/2Ul7GBK48aN7D5mEuYHB4hkLk7K/LYI38oXHkfpajMP xkyOyWaBLJRT004R/0b8XJfOntASBW8QhHjogrWg0mQ25fjKkCObS+KBSep0q9ag6yha02STUtUJ V7MuFYgVppKot3J5fTuHIVRpaOU+BFz3m0hlYfTCGAmg55K6pwJm1YDgVGWnauP6u9tK84jKAgII QIYyAILTyehSjPUv7MKEk4ymM536p1nVbhRb8ueaZ7RcTCMLnot7r6/NLvui8Ue8edrHj5+ie0aA X8nHwJ0TX5hY1V7uSCW6Ha59ZqdZ3lNhRfqxdvmlCNunj44Hmvpq722rpO5Vkd76ndDXSP9+5qkU FmsS0beJfQKSR2BZ0OkUoHqwZfTfbXM5CKFjdRllVUa/aPjNSRq6Fd1x9yWDwTwXPrQdeeOdw8cs JKGHlj3OCVYNTAridMpYKUZGDU3JDGAkhkzhAxli9wGJ3X90LanUYCYiF6MgyX14T3ZOneYlakJS 6ZFbuVxYCF9wBeURlZANUJp9Qd0ky1F1cTnNACMYEIABfAaAJ4l2wXkOOh4B+dqAAuHJ56J+uglo oIn9ZSB1NVY5pTeK9tmoiJD1aCU4hhj6aaJGlvrnmxfWCRkwumD1CpT2mIpkcFIueeISK/ZHi3vB ncVdTZDaZZOhFikoIlDcpPRpsvzleuvmrva9SJhslLSDFVTF7GRKkOfBN9skA32XSE5gGHXiedH5 Ohli/5XJ465jnWscdLPeWK0JjVw4JjRj1riYUGPOWatccQJLoV5KMpZBhN8p6WphtHa4WU40kkSf UQiHG2KYRHY6sX0f2ChldPtiFWXA1F4ZR8jkdEjykoNFeLHLaJ4xMFu1lgXuJ7X2o2Jj2w5cK1g7 /jcFtL8KXY14Dx+1AtLLKi0yDj8fvTEqUtfVmBxpFv1s1i45jQjN3ArNtUI8Grvk2T6nPXBfbD99 3tpixx2vghnYjQiuG/StNxA/5v23HHX/EAEAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image050.wmz content-transfer-encoding: base64 content-type: image/x-wmz H4sIAAAAAAACC42aB3RWRbew33PmlOnlhK6hd6khIIg0IVJCL0pRkSIgYhAEQURAQDp+wEdVepFi VIqA9CJNSqhSpIMQEIOAFKUk/z7vve/nv9bvz73Jetbes8+ePeXM7DOTlRMHdn0eif58n21PkEFC bVxrKwIK6hREIk6kgR3aHABZOOKCZFFLqHF7T/B9trDSQ9uNRsnKyooUjHqXtiIRH+Rj8K4QicUo bVnRiIVRIesk6WvdJe9YgnawStE2Vj3a3OpCG1mf0gbWAppkbae1rQuAxWpa+Vk1qxbQnlW1hgBz WGVrE6tk1eAp1jq+3CotsqxZormN5HK7i8yBdshPUB51C6Wot5z16qzj6FfcZH3UHa+beHv1j55v XvZrmE3+W4bjz8zr+DuTin82T/AT05DkDmaRCsFtkhQk0b5BOTo0aEinB23od8Fr9CjI2wCLe4Pm i3uXFosbB2ykheN+hXIuljOuNmNxKeyvYDK7FHzPdgTHWXrwDL8dvM1/Czbw9MAXvwYviMygo3g2 bpioGjdHtInbLN6Juwhw2TyujgziJsrCcfNlmbjNwFlZLO6RzBOHFYvLqTKDwur3oLy6EFRTaUGS 2hjUVUuAWcFENTg4rFoGWBcIqurfTIpeZ2brCea47m3iTDOTYMqZeoabtua67mq2655mpu5lPgCa AsV0D2Ppt80p1dmsUh3NeKALUFN1NXlUT3NFtjBfy+dNX5nL1JQPtJYHdbqYrfeILnqdKKxTRbpa JBapWaKTGiGKqm6iiaor+quiYq6yxS51hmeoNTxOj+eJuiNvpZ/n72vCJ+kz7Cv9FduhP2KndTLL 0M+wLH2NcpNGHbOaZukZ9LH+mD7UHYAk+kCXAAS9p2+Te/onckevIxl6LrmmR5LL+l1ySrckB3U1 skU/wSEL9DH/jtrpF9Qr/KZ6mv+x/sj/Sr/uH9NV/Ifa+PnNFa+62eI1NdO89ibF62mSvI9MHm+U +d2dYHa408wMd6ZJceeZl4DswHVnjtnofG4mOpNMJ2esqewMMsZpay6i2uYb9LwZiEqb+ii/yY+I ybIv6wx7id5rr9LfANNAH2bP0Cn2SN3Wfl/XtjvoYnYr/YxdQnu2pTOs0+qotVKtt8apJVYHNdOq pGZYSG2y0uWP1iG53doov7aWycnWVNnfGiw7WN1kS6u+bGA9C9wUza2t4jVriuhg9RDtrTqikZVX lLD+5PmsI8A3vLA1npe3evDqViPeyCrL21iSd7AyWIp1nPWF3TTA+pINsf7FRlr92USrC1tgvco2 WU3YDqsK228VZGkWZset2/ScdZpes3bRh9ZqGmcvoc/Yw2lB+w1a1q5MX7Sz00b2XdLRPkkG2dvI HHsFWW1/R3YDp+xvyTV7GblnzycO+oLEoX+TIugzUgflJm+hhXgsSsBr0Fb/F9TUz+lc9ho6fb3h DvY2O7PdR04Ft7K7zxngdnK2uA8R8qagel5p9C9vt73eW2hf8YbYcX5bu7qfaPfwpf25/6u1x99t 3fO/tIriMVZr/J41FrextuIG1n1czSpHqlrvAEtIUjQPxTJV1v6/M5UdlbcgY+WJhBmLRRbQ/PZs yux59LH1Nb1jbYF5OEovWNfoSesxTbMYzFVZIPSj0Too0hNfsVpgYocyZruO69mU1LNDWTxqCyLP ibwopyiOHvHS6AxPQBt4IprOn0d9+IuoBa+BEvnLaDXrjo6xxugJS0Al+TOoHSdoAs+yd/In9p/c R2GMXNF4NHLGT0D3/JLI4CKoNM6LGuIcqDs2aDTmaDGwC0sU+vw98iv/V47+r5HbkY1WGO1MZAu9 jmZQ1xlJiwINnX/Rns4MOsWZSTc6k+l5pz/NdIbQwB1JC7uTaUV3Hk1yl9OW7hbayU2jvd3TdKh7 h37sMjbALcL6uS8CrYAUKI9iH7vz2GB3AxvuHmej3VvsM5fwf7tF+HS3Bp/rtuOL3D78a3csv+Iu 5Dm9nbyed5339ZSY51UU+7124oE3XOT3F4tG/j7xoX9dLPWRPONnlwYXkPVxUTkK5F5cRhYnNeVo 0lxeJ91kAzpYLqNTJWNfy3fYDvkjQ2oMi1dfsmJqByusroBOuFSleKZsyjNkH35BTuFfyGP8PbmC NwRZVeYVReVbQshUcVP8IQ6IinKZ6Cc/EWtlS3FXFhLl1S3eTW3gs9Uwfli9zC3t87J6N2urh7Eh uhUbqkuyMTqLTtNH6QL9JV2u+9P1kOc2aU2/1z+S2XowGaorkw76Nq6ul+Hs+i2crgrhteqyP1wt 9BupHn6gEv2fpONPlce9ZnK5R+W/vB/E+14/key9Kcp7NURhL7fI593gBb1NvIQ3iZf1uvJErxZP 9orwph7hSV4GS/SOsw7eJPapV4/N8x7T1d4yuttrQ495Lr3gfUsyvHbE8xuS/P5L5EW/MmntJ5AP /NJkkv8cWeEXJweBG6BTXI4UxRVJHVyNvInrkIG4MZmC25BvcSeyAb9BDoB+Brcg13F9cggXIqnY J8PxfdwaX8fP4Yv4iX8GH/FP4FT/CJ7iH8Mf+T/jzv5FnOzfwAn+fZzLt0mWR8kVz5DL3h583BuI d3hl8ffeZX+5N81f7zX1j3vMl36aV9xf4tX3x3k9/Pe9CX57b4Vfzzvgl/Eu+sK74V9xbXzWzYGP ukXxLrciXuvWwkvcFni62w2PcwfhoW4q7uaewR1cRTq5L5F33d6kn7uADHAPkffcR6SZe4FUdDEt 4xaj+dyqlLr16E2nOT3ktKGpTgc61nmbdnNeg33zNpBCD6LOdBVqQ6eh12gvKH+EBtAJaAhdjIbS rWgkPYEm0qtoAb2Jwr329HzEo3vciVwSx1BjsRQdEN+jUC8ZtcdFXgD9BXERZRNX0U1+He3lN9FC /gf6hD9Eb3LXqcGzOfl5cYeALMltpzE86wN+s/hFtJOfgTqnIBedQGGcWFsz/WzOVj/iHANCPZZn xvvtnCy/uPOnX9q54T/vXPTrOEf8xs52v7Wzwn/TmQOEPkWj/iZSxa/hJIBPcSC/X9fJAXDAgvID r46TEeUF545X0XnslXMIxM3hl3OK+AlOWYgf1o/1KT8f7kzgNZzSIEM91qeJ5AeHksFOXjLcKUdG O0lkgvMKmeJ0I3OdfmSZM5x850R9/jsfL8Ohf7oTyljs92Qed5n4waksf3ZCPWaf4mc69f10GFOm E+ox+y0/cI/51D0DMtRjsW+L0a4rp7uhzBu1iUgub6MrvZ/cTPc3N8NF3kk3p3cUZBqU09yj8LvR Pesuc391F4DPEjf0j7VzQXb2+svv3NMypxfqsXntoffDGWeSX1K39h+reP+guuzNU196H6suXmdV 0GurzrpjVOCtVg28U2qk91Dt8HJpz0/UL0O9MX5Yv2Y0Vt7IWlne3ybj/S2S+KvlXW+JvOwdl1ne HVnQt1RTH6thPlMbQN4BSmKm3sS1VTlaWP1AsGpBMuRFfFj2xCvlE3+yHOO/L3P5DeVXXhu5yesi 07z3IN7HEHc0xJ8KzxbJYn7YZmyMXyrPH6pOezPUQy/Uq0ft8ZHusMr6wiob4Jzz+zkHATjBOz5u 7LTAFZ35OJtzE99CFclO1JdMQcvI6+gIyKnkB9SCXEWc2M5W/KzTB3yL4IbOKb87vMXusJq7Od/A Kt3kt3H2+82cM8BV0G/5YXuJ0bZzReL1fSzhTGm0Ijl0IZJLVyRFdA2SAOfN6qDXBxJ1ffK8fpPU 1gNIU/0Z2a4WYwvqPVBH8A31DT6nRuGDqiPepF7Ey1VuvADmb4ba74exY3NfRL+Jq+h2OFl3xK/r PriHHoE/1NPxp3oOngRyph6IU4Hteg0+pW/hm7o0sU03ks0sIkXNJfK8KUDrmg7UN3noQX2EzNQj SC/4hiTrq7iknoK5roEz1DXf0nEwlkI4XifisM0c0fZJ5EOYv0HIJRPQHrwYjcBbUTLegEbhpWgn noSe4PB5bG03NnPwK2YNDuU/3/Vi54hXojVKRH4SRclZUZGkizrkumhGLol2ZJuoS+aCbQA8ayly k9JCEVf45Ay3yQoeIaOA14FEDscCzslVlo1sYnnJ5+w58gF7gfRg1UhHkK+ziqQtK01SmE9GsZt4 KfsZH2QH8Z9sD87Pt+JkvgH34WvwQuAIlCPiAH5OnMctxS08WLhkmchJwv6Nifa1dmQVf4Ws4t3J Bj6Q7OGjyQn+GbnIx5IbfAT5g39CnvABxBd9iRK9SW6gkOgHrCUjgNHiAPlE/EJ6i7/IG8KlbwlK 3xUB7Sny0N6iBO0kKtOWohp9SVSlFUQlWkhUoDkBDjZfNKM3eRt6hHega3g3+jl/jw7i/WlHPpjW 4cNpcT6aEj6OZrBx9DCwmo2kM9lgOoz1pm+zLrQ5a0ZfZq/RSqwNLcWa0GIsib7IStB6TNCm7CZ5 lR2B+VoL8zSXfMrGki/ZYLKT9YR57U58GG9JoDF/l/QCJvG3SDgPfaJzUhky5RdkHV4H3/EjJB1f JxGSSXKT7LQMeY6+QJJoNdKBFiDvUkQG0HQ8nO7C4+hiPJmOxlNpN/wFrQsUB3w8g173p9I9/mSa 6o+j4/2RtJc/mLby+9LX/YY02U+iVfyXaHG/Js3hV6OeX5U+8CrQDK8EveLlATLJA+8+4f59Eu/f Jjn8ZaSkn0qq+ytIK38t6QEM8b+D80kqmefPIqn+CDindCJ7/QHkKuguHgHnlOGkLv6EdAfG4tEk HNvTv7vlorOQI1LW20Gre9toPW8lberNpq9642hb7wvgW9B3ge0sTfIe0CqeYCW8giyXl8jS4azL vEwa731Gi3nP0rLefFLWSyelYFSlvME0jBlrPZLV8B/2UP5o6zKSyMvRRF6JluWVYS1Ups/wClTy 56jPC1CbZwdcavjPJC+/DiCal+ejYZ2njy327SSoHF1tZ5Kt9iNy2L5PrgIPAYIewY3NpXEoJw19 Yv7r4EzjO5kk4mB6H2WH80sB+gsqQ39GVekBVJf+gJrRqM9Tx5YQjZYzUgM3pA1xA9oOJ8F6qUZ7 4wp0IC5Kh+M8sIYoHYsz4V01o4Pwa/CsA+0ItMBv0DpQrohfpYVwS5oNnmf5mXAWzQl6ObDVpWHc WA8uZV37h/EH0R74kcOwWz6A3TKPZZLVzKXbWU66n5WhoT3m8wvM8EEO+ZVnQlbIhEyVCZkhQkP7 P83y3+OMzVqWXkJv6hn0jB5N9+gBdJXuQufoZnSCrkqH6AL0Q+3S0OfpfY7dS/fAbkmNUpUu9SvQ hX4ZOtMvQUcBc/zCdJVfgG4FPfR7ev9iX+Axdjn6gV2AjolS7n/oR2xUl3AJeglm/BKuRM/D2/sZ 3uKuKJXoPniLP+F8NPR5eh9iJ5o+qAz7ECE2Hl2gqWgXPYJW0j/RF7SAM5zWdbrRTk4Sbey8Qys7 E2leZyWNOIfoRfQb3Yw89jmKZ2H92Hhe9d6j7b0k2gVkqMe+YDPc4bSvm8hCWTlqyxM5GYyjF4LZ wNf0ZLCRHgr20R+Dk3RXkA7yL7AxlhYUZNuCKmxl0ITNCjqw0cH7rHcwhLULRrKkYAzrEPRnfYP2 bHhQnU0M8rAvgrt0UZBGvw2W0Y0QP2yjVLS9bJFz9j56z15NH9qH6DX7ND1mX6Bb7Ut0KcjJ9lk6 yD5Ou8Kz5uBX24YMY6+nPextYN9FJ9k/0oVgX22n0b1AGCv2F4WHNmMZdkF2yi7DtttV2FK7Ohtj 12QpQHOgkl0buEsb2Y8hvseG2IJ9budiy+14the4DHoYo0w0XvbIGZ2PndGl2DldiZ3SNdlBXZtt Albo6myxTmQzdTE2RedhE7RgozSCG+5jWM9/0Zkgl+pMWOMI/DHbozU7onOxMF5s5dw2DdhF4Ajw g6nHvjO12SJTnU0xldhoU4oNMvlY6BM7Qb+AarMXUBOWiOCLj15jhVB7lgN1YAR1Zll2F3bPTmE2 PDOoASsS9a3NYvNyz05jG+xV7BqQAy1nddBXrBeax2ahSWwnGsJuoi4sm9OA3YdYJ9DHbA2azKag JawnWs/qo90sP0pjYYzC0Xg6MtxdxYa629lI90c2zj3MJrrH2SJgpbufbXQ3sR3u16ySW4snuQ6w m9V1x7FubhOW5KaxsG6sXxcsi+8HfrTuscPWZXbSOswuWFvYFetrdtmax45b09gm4LA1Gcoz2R3r K/bY2sQs+zDLsq6wu9YDFsaoF41XEE5nu3lHs5P3NBt4P/MVH2hm8kFmPB9hBvEJpg+fb3rx6WYU /wzsI8wqeL4XfM9BnVu8hXFEDZNN5DZPODUXOTdbeQ7wKwr1Ekw9IJ4XMndYgslg9Y0D/s/wV8zz IFvwxiaFN4R26pulPOxDLGu2DAhvGcTxZkE8bxgUAxJ4UtRGeGw/nlPx/LBK4KGMZbeP7FY8xW7P O9odeXOgFuhl7bY83m4BR/qm/IHViD+2Enjo90+n0L/zVGwlY9qLPyIf8ttkGL9CxsO3cho/RObw HWQhXwssITP5VDKETySd+SzSiG8ktfg+8iI/CaST6vw+qc0tmswxbcUZnMvCeLHYBVkrnp/14Jp9 xLPoMH6NDuGnQaYB20FfSz/ky8H/a9oVaAvlRnwHfZkfprX4Bfoi/51WgXovcsZq8VysHg/jPT1f ymjLbuSGrsX/iNKD34hSi8e+qzOUL5AaIZjqI3Kpt0Rh1VokqmRRXdUS9VRF0UgVEQ1UNtEU/Fqp P3lbdZW3V8f422o7f1+t4Z+qpXyGWsj3qpl8OZS/gWfL1S0exv37BrqCd9a7eWt9kSfrP3kVzUUx nV/E6YoiS9URGaqFeKBqCEeXBJsRBfVDnqAv89r6INTZxMP6sb3Q1d7PX7VP8Hr2OV7FvsiLAdkB C8p3rDP8ArDf2srPWduhvJt74P+MfYSXso/B+jjGW4Eexojl/7pOX7nZSRbtnDYy1J++Tj6I1qoS yc9HiGf4YuHzreIGOyL2sl/EUnZfTGJUjmLF5STWTA5ifWVXNlEms8WyLFsnNdslM+ghuZ/+JL+k J+VQ4DXQK9GjUtM0+SvZJ3eQXXIu+UEOBBqQVFmAjJaIvCHTcWm5Dz8RqfiIGI5TRQv8b/Em7id6 4+5iBO4q5uAeYh3uI37CA8VtPEhQ0k9UI2+Jd0lrMZc0E4dIskA0Ge4RjUVn2kJMpa3FbvqmeEC7 imKsp2jL+okxbJDYxIaJDDZChON7+tqKvY8lwVKxINgqZgU/i38Ht8XIwJX9gtyyW1BctgwqympB NVkjeFa+FDwSLwXnRd3gB9EkSBVvBNNF32CUmB4MEmGM/7QW+fYf5v3laGsFIskw16XYTUGYK6/Q nHITLSon09LybVpBVqXlYB6Ly7ukkPyJ5JVrSU75BeFyMLFlF/KHaELOw5zsFG3IGriPpYqpZCnc xxaLkyD/AvLQxXDnmi9eo6liCF0hFgA/Ar8Dmq0R5dlWEbb/vzsnJZgjoq7ZLNqZvSLUY7fou0Ed eTsoJB8FEcnizouccZtFwbiLIk+cLXFcIRk+j+W84e5O0de9LkIZO+Mn20dEbfsXkWj/IeLtR4LZ 98UDa6+w7L1CArmAIkBZoApQ2z4gwjrNo/WLRUbp62KIvik+1PeBJ6C7crH+QxwA203AmD9ERfNI vGJsORCYb56IDw2XDc2zMq95Tt7UFeVW/YKcpCvLrvo5WUsHMkFnk0V0bplDPyuJLiAfq0IyQxWV F1RxeRhYra6L7eq8OKjOiFMgr6ir4pa6CXv+vrD0I0GgH2G/YvliszNZ33ea6nyup6u561Ubt5vq 6+ZRM9w0ucsdIZFXR2a40+VhN10udyupce5g1cHdpcq7Uj9ymuuw/n/eUrXZT7mvLaED5RI6XU6k c+UAulh2pstkA6ACAOtBIrpI/kbmynQyVV6AvXiSDJaHSF95hfSWmSBz0n7gO0A2gTgpdLAcB4Qx n75Gno22ziOpeqOcqX+Q4/Ue+ZHeJ7sDrUGvDSQA8UAu3U2m6oEy9I2diXaZPXKz2Sw3mJUgFwHT 5XUzUKabz+RFKJ8w62ToE1uLvlNUdXfmQn77TYZ6bJ73BRvlvuCQ3Bacl98Gv8m5wV05ERge/C4H BL/I94KTwB7Yzxvl0GAlPEsFn2Xgu0xuhnJYP7ZWd8hUeVSmy1DGcoNBJ+U9O12esO9KuDnKyTZS vYCmQHn7kYwDO7NPypL2Lplsb5Zv29vkKNCX2mlyr/2TzLB/lmGM/8xmVtZT7me5oef3zV35p7ku EfReBekyd5S7/5/3ETvXt9ZdVLJOUfV1f2AkMFX10OtVW70N9G2qit6iSkI5Xq9UUi9Tll6g7qnZ 6oEaqR6qFPVYNVeOrqSMflYV1BT8I6q1Rqo7lDvqCqqVbqTCNmLzki2oqoKggaJBG/XEdFM3TV91 xgxVe8xotcZMVPPNVNXb/EuNANt0k6IWm1fVOlNT7TNl1HlTWN03RVUYI/YeM9RM6N0YPUml6F6q gX4VelFT3VVl1S4Vr2Yopt4BOVWVV1tUA3VFdVZMD1XlYRSt9G7VX4f1Y2eq1W6SXu7W1Pm89SqX l6a0d0kh74F64DKd7sbrk24pvcutokO/StE6uSM5jKWNya6zdCl9XVfVB3UVvUKX15N0Yd1HZ9et NAML0vHa0o7G0F68PgZ92A59XKVOqi/VNrVfHYf5vKSK6F9VC/AYpn9Xa/QddVU/UGH82CnqQ/Sr ehP9pWohpougPNpHJfRVO1HDPUbPAfmRXVj3srPr9rbUjWykk+07sOYuqGn2abUBOAe6jdJVEfS7 agyE8WLr4Ay6pvegW/o7dEfPATke3dAD0WXdHZ3WrdFBXR9t0e3QN7oXmq3Hosl6IRqjt6Ih+jz6 QD9CKTqb01n3c7Lr3k553Q3yVzsnRdd3xusKzhKd29kOPqd02Ebsva12v4d5XKDXu5P1DvdTfdj9 QJ91e+gMt73+y22ukZekH7uv6rtuF/2r219fcsfA/M/Qae6Xepu7XIf1Y/uPed/r393LOpSxfd9c HdNl1RbdQO3XoR5rt5DZonObw5qbC/qJvgG/9/Qp/Vjv0ZZZo4lZqONMKsjvwbZT39En9BV4r6fB 9zC85906rB97Hw3dB7q565kmbpxp4OY3L7nFTGU3wTznVjH53OomcGubCPCbU92cdZ43l5yC5qYT bzKdXIa6xuR0uSkM9Su4lqnpPtZhvGzR2Dgy30k2852OprvTAqhuBjgvmtEgpzovm/DZf/1/UeQ/ P7H/L0L/nRv+31yBon7/ByHgh0TcJAAA ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image051.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhVQBOAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAYABgBK AEMAggAAAAD/TDMAAP8Ar/89nv/MAP/M5eL/6AP/CLrc/kvIKCu8OOtbu/dbKIZfWY5oCphewapw xs5fbDd03t237lu81I9VKIKCoqHJdUKSlEqnTGmgGXfSx3JmqHaupqz2q/NGxRSo+YweMgVrthTq BgPn9G5cHvzp/11wdHg5gIaHP05lh4x6iX2LjYxWWD00kph7LXcxhZmYM28CllyfoEScKpemmZtN qqWspxJ2lUKxspIVtbZJAqIeuZ+7L7fAHcKttDMokcmTy8S9Gj7PjbtMLnYj2qsVph9/ZNjTHN1q 13CA6mai20/H4dbQvy2iG0OO37ry+vVf9zCoKcGPYKBo41IxQKgkALJJB/ppSjgKQh4zARyyWyfx 8GCJeCscXNQ3z+OQhb/exFtWMh0bhisftjS05QOTNAxZzHSZwwVOSvt20jyp4AcYofR0FDUqE6k4 Hz/9DFMnQRZROht1Wbv6T6rTp11pHVuK7uuabNKOrCj7dRBZKoiqxR2EtWrcAXjz4m0K1seVtUA7 gtW7NytHe9qKoHVjgqfBuVgBjxwqgIBlvv4+8qrEOChkz5Q1x7u5dLMr0M/q3mEqOFdPm7ZYtwY3 KpS9VLIfW30LO4xIxZsX6x4WFZviGmNi0ihKG8fpnAJv50B5SiTRKcenO7cbx+IjanxQqvWOqqIv iuVIFbvlu415wBgSAAA7 ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image052.wmz content-transfer-encoding: base64 content-type: image/x-wmz H4sIAAAAAAACC42cCbxPVb/w93/tvaa99/8YQsdQhGSOzEOUk4NTpsyRmcccIkQImck8FBKhkJRk lpkyZJ5lCiVDRCjyfv//e0/3fe/T2735fK21ftP6rWGvtfc5nufI7m3vOfH/3o4mJPxkY7Ver0Yc Ku6IJx3HcyrpmMwDN2IcSRmImCRWC0VCwtvRmE5EInEbFRExX+d3IeNRHz586OSMawpFHCcW6n7M O3Pb/4xZCL8lSHK79SJ9deCc0AlOSZPZmWAKO9dMFSfZdnam2mnOj3a3U9IPI/38OpG1/uzIPrjo L4/84e+MpAvORPIEtyOlggRRPcglmgblRNegthgUtBcTg0FiajBJzAo+EfOC9WJxcEB8FVwQG4Pf xXdB6J4KHnN/Dgq4D4IybpqwuZs7HOaWCD93XwyPuk3Ch263MI83OKzuTQtf9xaGs7w14RbKxd6M cKI3NnzT6xe29LqE1bwmYRHvxTDRK49PgfCimznc56YnRiP8PggzyXPh1/LxaCf1UjSbbhfdrV+P DjQtokVtsej39mI4zD8RrvT3hVf9bWH24MuwVjA3fDsYG34WdAuPBy+HD4IC4WP8XQLKQHl4DpKg CqSE9+LUCH/D+ib8SP0sssOwi/pWWI38s6Be+CFMhdHwTtAqfDPoEHYNuoRtoAFUh0r0XC7oHRYP BsPksAgUgnyQJ874MGecsWQ8EobC4DBrnAFhYpx+YQaIUveRu9g89EeGd/3x4S1/cnjDn8GI54aX /YXhRf/z8JC/Mtzub4rPxEL/dDjDvxqO9e+EA/0/w+7QnPqL/kXKLmEjeBlq+t3Cqn7P8Dm/d/is 3y8s6Q8In/YHh3nhCfjNrgm32p/CcTZttK4tGE20laOHTNPoFPN6tL4ZHn3UfBg9oTdE5+jD0Q76 UrSwvh29qZyEr5ROeEP5CaVUQsIdmZCwEvrJ9AnlpZsQkTejO7zD0YneV9Gm3rvRfF676F23QnS7 myE6wf2JXbQpLONOCzO5HcLr4rlwr0gfLhU/BuPYeb3EO0FLUTeoK7IGKeK8X06c9otCLnHSTyeO +loc8u9G9vjXItv88+z0k5HP/WOR2f7+yDB/e6S7vyrS3P8o8rI/IVLFfytSxu8Yyeu/GsnEUxHx a0Yu2Gcj123eyF6bNrLU/u6Ms+ecrvYbp7b90ilqP3DS2TE8VQOcnaaHs8D0dqbAEOrdTTenhens 1DQdnGdNWyevaeU8ChJ+0a2cC3AEdutmziZYoRs6n+h6zge6tjNJpzgjdRVngC7tNNGFnRI6l5Og cziXVDZnncrsTIFO1CurXM7jKr9zR+Zyrsr8zreyqDNflnYGyySnuUxxyst6TmbZzLnndXNOeYOd jd77zscwz5vmfOhNgvEwJs4smIpsHEzEZrQ3x3nb+8R53fvUae8tdRp7XzrVvRVOBW+NU8Tb5OT0 tjkZvIPORfecs9b9xRnr/um0dtNGSrpPREK3WOSseCmyQrSLjBPDI53FlEgzMTtSWyyJJIlVkeJi SySP2BNJFMcivjgfuR+5wR9XXI4kiJORbGjyYFFULI9UFAsiKWJmpKGYEGkrRkV6iIGRoeKtyCQi fyLqR1aLqpEDomzkR1EwEnEfj2Qhg2dcGanq3nGauz85M9y9ziF3hRNlRNW8Ac4gr62z2ktxfvNK OM8wa91kRudLmeCck4GTVmmnrPKcNspxJsI6uKTuP0yv7z8szzHbAWLnaeqJu29I8b9OXBEvf+Hk zevETt70Tl2vY6Su9xp0j9SK80akOlTz+kSSvbcileIMjJfJcdkb0B39a9h1xD7m3zGSHI/3hDNU fxEZqddGxugtkfF6T2SaPhT5QJ+MzNHnI5/oy5Gl+kZkhb4bWaNdsUanE5t0LrFbFxVHdEVxTtcW P+lm4opuD73EBT1IHNQjsOkhvkQ+XyeLadiO1ImiL/7diNdW74800asi9fRs+rsfifU/JZ5LNaef zCaGyfxisCwE+MlyYqwsLcbL4mJynKJiGroZ2MyQecR8GC+/x/aA6Ce3it5yGcyBcbT7iwGyM7rG kALlRDdZF2pDddETWU+ZDElQDkpDcdGBeivkTbBtItuKRrIHDBX15CTxMrFflEvFc3I1bBTl5Tew V5SRR0QJ8nhGXhCF5RVRQP4qcsvfxGPyARwROcjrKXJ6RnbFrzpxCtFHOvK8HRkrj0Xmy7WRhXIn HKJ+JjJXXorMkDcik+Vd9C5z4jOWdCI2PzPic/WSk4v5LM06VWSdquhrkRr6NnP6MNJQ+6KZziha sU5tdSHRWZdm3pPEANZhgC4nBlMfqauLMbqhGK9bikms3TTWa5ruS30QshEwDpsR2A5i3XqJHror MdqKDvi0wrcJMRoStzYxa1DWoF0beW309YjZUHem7EG7r0jR/UVF4lQkTnnilCZOUfZGYWyfYv/k 0CkiG/6ZiZOReIX1j8gPIF+P7BORXk8VGn+PmI5uDMnUC4kE9tQ1tTZyT22IOOxdrXdGAvZWgj4W Sc+cZGSvZWZOcjAnubQWhePzltHZ4T2M7PDuw224Bpciu7zzcDLynXcI9kQOezsjx73tsAf2wzE4 g/wSXI4c8G5gdxufWJyHkUrx2Nl58rdHnmI9H5PXIunlw4iRGcUDL7+46ZUTP3u1xVmvpTjg9RA7 vKFil9cf+lLvIbZ6XcU6r71Yjf4rrzHUpZ4iNnpJ2BQXh7084pSXUfzoaXGdfu+RhydP0sf+SA72 Tazf1PE9YpJEaMoJYYqK33Ue8avOxrOZjmfTFd/zHJ9gXo7oM5GDzNUJ9s85fSlyhWf8V57FO8zT n+wdabILawqJtKa0eMQki9Sz4pRqKA6ruuI7yh2qsdiimomNqq1YpzqLVaoX9BdfqUHiCzVCfIb8 I9VVfKxaikX4fKaSkBdHnwe7RPwSxE71MHJM3Y5cUtciP6u7kWvKZU19yCh+VrnEJVVI/KBKizP4 nlLVRaz/1HE+a4qLpyEv43yCXLOYPOJR8n7EJDL+BPLXjON+5E/2QKxMa1z0WjxufPEk+oImoyiG bUl8ypr8IhYvNXZGO074dqhwbV9x13QW10xjcclUF2dMRXGIvvbgs9OkE1uIuYfyGO3zyK8x77dN irhvGuLblhi9RDriZLSTROoeKeJlcgt5acBAxM3n/SYKedfhgijiHRfFvb2ilPeNqOBthKWikve+ SPZGiOpeL1HXayuaso/aeBVFV6+Q6OVlE4M8nzKX6ISsPXunDXYtvXHYLRYNiFPLO0uMByLWb+r4 vvIS2GOJYpmXXXzG/lzsFRXzvNLiQ2K85yWLqV51MY49OJp4sXIifU5F/h76WezHD+l7Hn0upv/P 2Jdfeen+mjvB2gmVTfwpc0F+KCr+4Ez9g3P2DmfuLc7fX2RD8ZNsJq5SXqV9lfP2KjZXOX9530Cf C7ts+CSKWLzU2AvMFTHFHBejzDdioFkh+phZ4g0zQnQ3PcRrrFFH9n471qEF6/oaa9qH9RjCuo0y LcUE00tMN+PETDNPzDbrxUfmgIjFyxaPHTprOL/XyF1iJWf7SjmP+iToL76W7cVm8txG/rs5t/eR 19fYtov7PeO8o4qKd1SyeJvn4S32+5tqqHhdvS9eU0tFO7VVtFFHRFN1RbyiIu4r6oFoAHWgFrwE 1aAyVEBfVkm3lAohjVtMZYIs8ATkdYuoAvAMZIEHopS6IMqqb0Ql+qmmJhGrLzFbEjuZshCyopTZ aGej72yiBbSBTio7ueUSb/Acvqnyk3chERtD6hynsGeTbA9R2nYWRdnDhWxjkcfWFrks57StKBJt cfZzfvZ1dup5RHZbCH1x7CqK4jYZv9qiIj5J+CbbriKFZ6hIPHYmZ5BtKHrZ9qIruva2mWiLXUtb VzSz1UVjmwTloLhoSMyGxG4Gbemrsy2KT3EoJ3pg14tc+tJPf3wHEePxePyosxrZCmRzsJ0Hn8Bi W1osxW8Z+S3Ddxk5rsB/BX3G7FPfPWa4pcV0N0lMdquLsW5dMcxtLAa6LUU/t73o43aFXtT7iyHu UPR9YYQY5U7Fbh6yZei2YnNAdHfPwnXRxX1Amcbt4xq3nxtxB9Ie4v4KV/C5gO/3xDgiJrh76fMb ygO0z8IVdL9jI90h+A90sxAjt9vFzeu2dgtAbvdV92m3vvus+7L7In8auVXdju7z9PKsO9Yt4852 S7qfw2asFsBY9xm3O+2X0ZfELgs+D0RNcqjv7hKNyL05Y2jtvi86umPIu7/oGR9vW8bfkDyqk1uS mOGW+2uPLHcHieXMwXK3B3QWK7Fd6zYTX2O/3a0tvnVTxB58DuGzj3JfvF0bGqNrCe2x64F9X/z6 i1i8F+Kxczg5eA/LxHtbGt61DO9ORoauJ59zjezjBnKJm0ZedNPLrF4mWcszsoj3wEvn/eZdda97 e9wfvYXuWW+Ye9xr7R7wnnN3eY+5Wzn7lnlXuF+Pc9du5f5dJo57s8QP3hju0r7iHveux/OdnrMp h/yvMe4VI8QBMUgcEX2hhzgu2ovvRUtxQTQWP4ra4rpIEb+JJBFxK0KyeIDsd9FQ/CqaoWuLTWdx Nu4X8x8kYvHCeGzPKeQ15DxOgroiXv/P5+OSOcId8qx7xuR195tH3J3mAXfMBbHB7BJrzTKYKlaZ /tBWLDe1kTcW26nvNF3FfuSHON+OcSaeNIthPXfSLu6t43/tcZfz/CHr9Qfz/gf79647CeaIW+5S WA/fwHFkP6I/LlzuIsU95DNn6bxPRAbuokTulqzeIJGd95aczF12byqyreh/wy6363ovu3+wa2+w By+7p92LbtQ77VbwTrrFvaPcdofc7N4+NwMoVuwPdw+W+9zz7iH3KH/2sGtPutv5+1t3Ia0JyPsh aY3Fi8QrifVj7i2ejbs8JzfI8yrPzGWepYs8Sxd5ls4zhvPuRlgtTrO3T7uL2Xe/st8uwAHYCEuR zWJfjhMn2X8X2Yu32MOu1+yv9b/Knrson3bPySwgqV/nzjrO3bSRe2wx99r7wnLWp+XMz0CZQc2i vkxEOfOVOo7+OnbS/QX/q8S5Kl/46/4dwby+w5y9462GZWIEczuaPck3MnftGO7ZQdyxfcXHzPE8 3hM/5P7nu5q7dxYsRr+M+3g9tlvx2SVi8VL31hPMQ1XG9DTrl5u6H5e7zlQxVYwTn4hYmXrnzWLH fkN7q5gjNonFYr1YDd/AAThL64pYxo5ejN0sdnjauJ9ycvvvi9z+PPGYP1U8ESfWfv+vvj7j/vtM red97/2/5vNdNdB9V3V3R6vmUJP6s5DXnagecadw983kjvyQefuYO+3jeHmF98cH8Ij7kcoNZdwP 1YvYveq+p7rgN9BNfS9t7/3O+04mt7H3jFvXe9Gt7v3LreYNcZO9Gey8lW4pdlsh77Kb0xNeHi8D 5IMKUAvaeDm9Xl52b7SX1ZvlJXrLsNjCqTILekFdyIdMoDvJ7l1OnLHs5I5uEe8Ftynvbu05Y1LH eU9tdu+pz93bai5McG+S503yvUbe18j/GuO4xrhvcr/fjJdlsHsRn1fd+8zPfTXEdfQEmAvLaW92 E+KxpVOAJ+GZODc412Oc/GtPzSCb6YxyMkwguwluHrKMZZodskIGSAdRdFHs0mGfARIhKzOVHXJC HijkxeKl/kTi4a6L/9fPgP/jJxIi/tPm3O4HzMBC2dSbK1t6M2R7b7Ls6o2Vr3vD5JveANnf6w1d oJXs5TWS73gvy9Hei3Kc9xw8A7lpp5cjPA/dTW+Q94P3jnfYG8e5/p6XQ87zqshl+G8k7gFvpfzR OyEj8k/5mMyqnpOlVBVZVr0on1cvy8qqkXxJNZd1VCvZQHWQTVU32Ub1lu3UANkJYmUbaKH6yVeg Abo68BL1asgrq2HE6UfMnrKg6iJzEiMDSPhDdpBX4bTsIvfBJtgmu8ndsE/2lAdlb3kUTsh+2AyQ 5+CiHCx/kuOpfwCf0l4pf8HrTzyi6gT5X5T51C/096esoJSqoKwqq6KqFBSBfJATsiLPAGnBYivV H8S4Je/AVbhI1NNwEL5Fsole11D/Gt0mMv9WCrWbHg8ymqP0ekI+qU4zwnOyWJzTcAKOyiLYFFT7 yCrGbuy+RbaNDLfJSvAS7QbQAl07bF/H503831E/yeEwGt6FiTAF3oOZ8CEj/Yi+XlFJrEoJKAA5 iJVe1lKG2X/gVVLXvbLqB6+UOuwVU7u8auqU11Td9Dqhfwvb0aoM8V6WH7Maq1itnWqy/EEthLnw AcyQZ5CdUePlKTVWHmM1D6vBcj8rup9VPgynqJ9B9gO6n7G5hv1t/O4Tw9PzZQJk1GtkNv0pfCAz 6/G0B8j0uhu6VjLQ9aAK7TLoC8sclDlo59Ivy6d0c5lfd5CFdW8YDGNhBsyXSfpz2UR/KXvAGOrz 9UK5HvkRuEJfwqyUj5jd8nHIC8XgWahq9sk68Ko5KtuZ0/I1c1G+YW7BHyDUG8aq7iYtZIWctPOp PqagessUU0NMKTUKJsAU2tNNETUT/UzzpJptHoes6iOTQS3Af5F5VH2B/yr0W/Dfg/0hU1YdM8+r k+YlygbIWkAbtd+0g07wGjYxXoc34E1ivUHMN4n9FrxNfQgMRz6aPt5VS+ALM1EtN1Noz0T3Ifl8 SI4zyXUKOb9L7sMZy9uqIzFaQE3iPU/cp+nnCfpLS/+CPH7RbdQ52Ks7qU36dbUGlsInMAfeh0kw Rr+hhsIA/abqrd9SI/UQdKPVp/pd/N5VR+CKnqj+hEfMe+pJ8ilpFtHfVyqvWUef61QWeIR2aL5Q Et2f+iN1R39IDh+qKnqRStKrVEW9RZXQO1V+vV/l0IdVRn1MJegzKtCX4KZKrx0d8MfR6fU9WjfR xjRnlMbS1d/BDtob8bynamBVWhfW+XWKzqU7wBj4VOfQu+GKzqytSdBPmnuqIBSDsuY+8+ToqsbV NY3WdUygXzHp9asmo25hsumX4mRGn1FXRv48/mWhJPViyAqiK2hy6LwmF3HzQ1EoAeV1FlNRpzVJ WsLvOln/Cj/B92R3EL7RNfQmXY/cmukTui26DvqO7ox9Z/0oPAnF4Hmoabrp+pQtTFvd2rTSHU0T /ZqprbubFP0G8d8wpXUf+u5DDu/CbFgO281T+iS5XSPHh4wlo82h89hcupzNr0vbolAaykMSsmRd 0dbQSba2Trb1dHXbUNe1TSib6BRIss2waaaL21a6kG2r81tm2HbW2W0P6Evcvsj76qJ2ADaDsB0K Y4g5Ht9p8AHMh0+I/ykspf4l+hXYrSGH9bAC3y+JsZRYnxLzE/qYr7PZOToR/4z2fZ3OTtLHzBx9 3sxnXJ/ou+ZLxrZea7tVJ9i92B0hnyPkd5B4u4l/kH6+pz9m37IK9k+wJtk+YlLs46a6zWsa2mJQ Fp43de0Lprativwl9DWxqwOvQAtk7Ux7O8S0tMNMYzsKu2EmiXZpO9AUgjyQi3Ye+y7tmdgvIMYi WIL/F9guNxXtKlMOSkNRKAT545zB95jJZg+ZjHa/SQDX7jH3zU5zAy6b7ea82WDOmFXmpFkLG2Az 7e2wE90ec8kcwu4YnDTXkF5Gcv4/WzHNnniUS3heIspls5zIy+lhg3lIBJeeFVkoe9n49gbcNens Q5NoXZsLitIuaq+R8SVGeNJkxz6b3Um2W7BbBV9QX4BsFfrtpjjZJ2PTENvOxB1E3Kn2tplntV1m s9vVNo/daPPbrZS74AC9fI/8rM1mf4Tr1H9F/5tNtJn80raAn8u+4BeyjfzitjvtUZRz/aJ2rZ/f HkJ3w89mbZBo80CFoJCtFuSx1YNctm6Q3TYOstmW0Aleh/7I3kE3DpuplBORTcRvapAR0tn3Ah+0 nRW4dl7w0Hwc3DeLKVdTbgnumgPBDXM2uGSuByfNg2C/CcKdJnO4wTwVrjIlwo9MpnC6eSycQnuK KUy9RDjTlA9nmyR0KZQv024UTjDNw4HUO5oBYTtobfqFLeBV0zusD3WgJrwEVZFXxqayGQxDYSSM RT4efYzJ2E7GZxq+09DND0uaL8MnzbbwUXMwtOZceEffCn/SInpCZ4ju1jmj63Wx6Ke6QvR9XTU6 UjeI9tYtom11p2g9/Ua0ih4SLaEnRp/SH0az6S+iWq+K3lQbosfU9ugWtTO6SO2PTlTHom+qU9EW 6ky0mvohWgQywB35Q/SEvBT9GubKn6OD4V/wIu3C8lQ0k9wfvedtj57y1kW3eouii72Z0YneqOib 3hvRll6baDWvQbSIVzma6JWNnnYzRBe6P4U93TVhVXdkmMVtFF4XucNvxPVgnvgqGCHeDHqICkFn YYOW4qjfUMz1q4vufpJ4zi8t0vj5xfc2l1hsE0Uvm04kW1cUt3cjrr0d2WNuR2ZCO3M/UtI8jEij xV6dID7Q6URnKK8ziqd0osgIjs4mLqlsYj+sg49VopgIb0E7lUfUUW3Fu/CmailaqMbiJVVXFFO1 RVaVIoSK/Zw2SRyUyWKNrC3my4ZioWwsPpctabcV38rO6LqKc7IH38l9+QYexDfyCL6Nx/BtPI76 OGKME3/IceKWHEOsMeKiHCFOw1HYxzf1PnSb5FDxJb5zZX8xPv57vP6iC+0mUANdeSgs59HXnDhH 5SzYSn+b+EZfT4z15LMa/xVirFwmekITuVQkQQHq6bF7Sh4gzo/iZfm7+Jd8xO0nC7gj+UafJl91 58o+7nw5HRbSnutOpj5eToBhMBB6IusCreFV2vXdsfLFuP9gWcYdwPd+b5nX7SafcDvw/d+K+E1k 6L4sjfsiPAdl4Bl4CnJAJvRpwMg0riMzufe8LO4D7zHaj7npIQcUIF4ZSCJ2Dfp4mb7q0W8Z2Z3y X24V2dwtTy6FZU33MVmVeM8T41n3ZzjuPe/u8Kq6X3k1Keu7p7xG7nWvuevJjvTdndh98B1C3LHk O93tKWfAXMaxgLlZwpg+Z2zL3WFyLeP8mnIz7e3oMngHZaK3D76VWb1t8DWslNm9L+FTmZPvw3ze fFkEsvJd6PMteIsxnGdMh8hvO7msdFd7S9yp3gK3qzeX7/fPKb92J/Ldvto7jf4Gc+J6T9FHFVnI 6yCT+cZsSux//p156s85zoqA1fbkLnHP42mDs94uccDbK7Z4B8RX3hHxsXdczIJx3lnBKvznz1L2 x38T+J23P85xLzVeMplU4Ou0nPeYLOVlgjRgaDvIf/MqeNe9St6PcNaL2aaP+2mnoQ1kQ5sG0kMm WReqx9tpZOp3/OZwvPw6HCZXhv3k52EXOT9sJT8IG8kZYQ05OXxOjg9LQAHIIadRzqA9F/nC8EXs 68kvw+b4diFGb7k5HCy3Ee+5eOzHnd/5gvldN4Im0BxayTv6X9BB/hqni/wFrlC/gO4cdifwOaJr yIN86RzUz8m9ugQUpp4b3VPYFMC2sPxJP4NfCfzLEycJqhC3hoz1mTqfg51GcrxTQo5xXpZDqaf+ TuwT+ptDv9P40hqve8qh0Be6QQdoBvWgBqRgV4Wck8gvifySiJ9EP0n0l0R+SXyVVSGP2uTRDDog 6w1DYTy8j90c7OczD7F+U3NzbRd537SSro3RReaPyx9xRjqD5UhnGIwk57FysDNeDogzWfaNM032 dsgXBsTpjU2MftjHGIBvjMF/7dbYv7T795+npP70zMixMr38QMbKv9/f5eOW2Zy+zk+yR5yLsluc c7JznNOyA3R2TiA7ij7GQdhHrrthG2yCr2ENuX9N3ptgG3wLu+Eg8qNwGs7JWF+pe7Qgd2jO6M8q bXSnEtHP1K1woroYvq6Ohg3U7rCU2hw+qtaEd9iHR9l/t+TRMC36gupOWE2paDuVITpcPR79WD0Z 3aEKRi+pIsRL/RnXzshVuSeOUDvjXJV/928R3b/mrWrcM6ez0s2nVrql1GS3rOruVlA13crqabeW SuM2Vb+KTuoId9xq7ro5YhF30g7upEVqKnfdPO66Fdx9u0QDdSH++7iyKotbUD3j5lRV3UfVC5Q1 oZH7uGrtZlVdkPVxM6ghblo1wY2qGbAAltOO5fBPZ5LrpP6sv4bj6BQn0BWd26q8c0qVdnbAZ/Ae 7behnaro1FFJTllVxckJpVSKUwvawFswBRbBBlXDOQw/q9rE/Oe5St3tpXU1VV4/z/fr8ypWzxCX G2etqaNW8b2/iO/+JfAFLDe1kNVSMV1q9vdULXVf1VH3VAN1W72ibsZpqq6pFuoS/ABnVBt1Co5R P4XuFDZn4Ad8LsHPcI0Yt+NxYvFqqdQdVli34Fu6jXpKt1O5IAff+dkgs36NL+TX+IJ+jS/o1/l6 7sRXcztoQ7sN8hbYtMC2BT4t8I3FaaFi8b6Nx27lZNTDiTEa3sV+IkzB9z2YSZyZxPxQOZT31Xvk NoUcp5DvFPKewhimMJ731GH1odqvPqa+ivpO9R1/b8FiFaNahNdMIrxLpHfo5S2yeFN1I9tuZNuD LHvoV1RvXUv11ZWhLBSEnMgexSZDnB46LUTBggIBf8oe+g/ZWd/hXLsjW+lbsgnUgxqQjKwilMam BPaF8X2KGDmIl5nYCfpxcnqS3Aoy46XIsxJUZuUqk3dlRlmZMVRmlSozskqMqRKjrMDoKjDGptCJ Ub7JKIczyinMwUf8/YUarTaqIVi9zfwMYb5GE3E4kYfTy3DmcTg9DlceaEiA9PE1GP4/PCupZ8L5 yFvqUpyP1Pk4b6nU3/keDQO9G7aFH6tvw89gFWfQFvhO7QuPwRl1MPwZboOjY/b//Ix0iEcu5szy ntLvwVQvPxSGorRLQGk9Cz70yut5lIuRfQbLqK9GttGrqLd6SXqXl6y/81L0YTjg9dA7vG7oOut1 XgfsWkET/ZVXD78a+NfQH8Msr7aeSIx36PN1L5tu6SXoWp6jy3k3VR7vksrgHVMP3e/UVXcDfKV8 7zOVE4p7X6lkb4Oq6+1XLb0fVFfvturvaT3ay6xj4/i7n+T/1zyXjI84s1PfbFD1zRbYATvhO1UH asJLZr+qCpWpPw/Poi8bZwdsgQ2wDvkq9KuwW4X9KvzW4b+OOLHYG1TqnT/FnFHTzQ9qprmkZptr aoG5yalzDxy9yLig9QIT6NkmQU+nPgH5KHNfDTS3VR9su+PTEd92xGltjlHuV69Bd+gDb5nD2B5T Q8wpNRybd2ECxPr95/VPvYd/4Dn4jl0cK8tHYrIZTh/3puro3levuq6u6SboZ93M+mk3l37CLawf cUtr4ybrB6Kh/k10oOxAu4NOA1nczjo3FIBn4Fl4HnlVt5V+zK2Bfwr6FPTJ6JPRJ+kX3Ir6Rbe8 ftktoXmn143cp/S/KHvCEDe/Hku/0+l/rptef+4Gei18C0fdjPo8uV2mfgsegs8+ygDZvfQ6n5dR F2dfVGB/JbPParF3G7Nf27D/Xvca6v7szdHs0ans2XleX/bnUBjDHp3EXp/GPn2fvf8Bz8EH2MzR 42AEDIqXa/Bfr3t5m3Qn7xti7ib2Xl3XO6Kreyd0Je8c/f6kS3m/kMcV8rmi04ELt9wr+iKcdH/S e9wLerN7Tq90TzCmc8jO6avU/3APMpatOtFboXN6n+gi5FLOG6+rkWM1rzfj6k3MvjrqDdB33UHM w1BijSTOGOZpDHM2UvdB1oV6a3cS8/o+czyHtfiEeV+q87orWI81rNkmLd1v9BWxlLUbydoO1SHx pDuAde2rfxW90fXWF+B72kfEAL1XDNW7KHeJHtQ7Q1vkTfRxUU+fFTWwTcKnvL4uShCjMHsjl87k ZmPdM9J3Ajlo9pSjX3XvscfY5ey1f35uU2/LDCqFEz6ZGyMJKnLil4fSnP4loCj1wpAf3VMQKwtj XxRKQGluhvJQEZIgGVL0353M//WMpPZ8J0zjq+gOmzY6yGaNlrY5o9fMk9GPoD6EJmd0k3482kM/ Gs2vi0W76WrRNbpOVJpXonVMg+hs81L0sqmAXz78MxDnD+L93dP57+9PibYeZ0MT/ZFpCPWgNtRA lqJnmmRI4tyoCOWhNGdJeb0ctsB+OAPX4C5om6TT2RQdi/l3M/7v467MDFVWNaC2rqTqQUNdIU4T 7vMmuhQUo10EXUFsCmJbBJ8izG4xKAVloQJUgsr/nxn/97WeZHvrcTDG9tBDbTfd33bWfW1b3cO2 0l1tE92ZMbS3NSiTkaXoXtT729p6EPIR6MfYZvi3hc56EjEm2b76r3+7x0r9Gcbopv8IecsIecsI 20IzfSvkTSPkTSOsQTsFfQ3sakM9aKhFtBm0grbQGbrpWLx/PmtTe74i9vIc7eWZOaK3iu/1CnFB Lxa/6Dnijp4qftdjxJ96EGVfZEPFT3qcOKffx26eOKGX4rNaHMTvoD4AsTixeHPisWvynjzBvBf/ LdMU8yF3Tuy3Th/F+Qj5bDOR+nDkb6F/A7vXoB20QPYK+ga8CdfhLfgl3oCrqe2mktpjyqpDppQ6 aYqo8+ZJddk8rm6YR9VtyvvmqCxkD8r8kAdy2aMyuz0hEyGjPS3T2XMywV6Uvv1JKvsL35p/8N0p 8LXqmklLvKzEzan2m3xqJ/E30NcqU4E38QrckZXIpxJ5VeI+q6SGwUDkb5DLa6YYd2A+yAlZuROz qlfJqT68BC9AWZNBFaOPp01B9SS+T/JWX5AxlmSsVU0b9YrpxJ36Onfn2/HfyE0w/3z+7I3PcFtn V8CbQjAMlpsdwRmzLvDtZ0FROyuoa0cEvWzX4H1bN1hvSwXfw4/wqy0ePLBFAs/PF4R+zuARP2uQ xc8QPOGnC/L6fvC0v8AvA1ngd7vA/94u9NfbJf4su9IfZLf77e1Rv7a94Zez0aCQTQzy2JxBNpsv SGcLBS5xb5viwSU4BsxisAG+MIWCJSZfsMjkibMAPoLZMB2mwAR4F7t38RtlygVDTIXgLZMc9DHV gzdMraC7aRC8ZppStkHWCf3r2PbCvxfxejH+XvTVK9gDJ+GSeZNcBsGI4IYZHVyDS2YcczQuOAR7 YDOsNRPxnUiMicQaR9+jg4HQHb/W5p3gFcqX4Hl0xczUoKSZBfOCsmZx8KxZhvwrWBdUNVux2xHU MbvwSf151UN/GOMpCc9DVeaiJmN8hbG2MNmDdiaRMUUZn6LPmO0/P7OJ8ai+k9+2M9khW5zW1Fub XLaFyQP5oVCcduafz7VO8WjFnRXOcvOls9mscDaYNbCe+ibY5mw338BuZ6fZ6+yHQ+agc4zyMuV9 873Dk8RtcMfJY0WkuA0jlewjkbrQlnpf+6fT1f7qtLRXnLr2gpNsv3fK2SMOT6iTze52Euw25yH9 3aC/S3CS+n5y2G6WksMn5DTfWQSzqU8hv1HwLvoJMB1mYj8bPoJFsAS+gFX/wxym/kuq7HYB8xb7 bdNHJjH+G6dYe4Fx4u+b/Z1PdHW7VDe0K3Rbu4nzfTdn/RHO8XOc21f0LPu7nmelWWrTmtX2EXjU rLBZ4HF40iyzeaEg+qehGJSFZ80u+5rZChdsHXMFrsNv8MDWN55f3xj/FZPGf9U84rcwmfx28Bq0 No/Rzo28AJSk/iyyKuhr+h1NI2hNvQv0QT4MJmAzGxZiv5yYm4m9x69jjvo1zXn/JbMP1sIC2hOg H/yLdn3/eeIWM2X8LOZpyOJbcrqjf7UX9Fl7UO9lLtbbL/ViO19PtdO428Zw3w1mnvrq2tyJ1bnf UuK/8a0NVZCV1nVtYfS5ILNubNPrZjYBtG5pHbiv2trbcE21t5fgB+qn4AfV0v6sGtubqi766vae qgSlsS8EeSAb/unQ+fg+5HvkNt8X1/juOM83yDG+jfaYjWoz30GrzBfcI/vhGneJ1ptNDn3MlOAd JEW73MmJ3MWF4r9ljq35Pz8zqU9gdXvfJMW5ZJIhxV6Ga6a6vQG34a6J2fzzXkx9o6oVpNjqcSrZ WkE5KAr5Oblz2Qacro2DjLZpkGBbBsq255RtzynfnhO3fZAI2SG/bYNPm6A0NhWxT8Y3xab+JLWp p2xTz4cESGcbQwOoC7WgOlRDVw2bathWh1pQFxpA47j/f8RI/UY/rIraw6zHYVXR7lcp9jvWaCdr tYU1W6ea2VWs4Res5yLV2b6nutrR8Bbt19F1wq4FPq+oZFuLda1EnXc2WxByQlZiZMAuyh5Q8Kds y13d1t6Cq7Ild3dd2ilWKG4h8sjKfniS/VBMZSRWAjEZq1L049o3YTj1ichmoluk0tmvVKLdqLKT b34bG8fd+JjedO66z/gX3Sr+SfdVf5/b0//WHetvd+fCWjhE+ypyFZx0s0PO4LSbB/IF591CwUW4 7BaB4sFVtxSUgwroiwSHsP3WTRdsdh/6K4nxuXvSX+h+688m7mR3iT/Mne2PcqfDBBhFe7A/xB3o 93P7+H3c7n53t4vfxf2X39Ftjr4R1IQXsHsWu5LYPeP3dAtgkxeb3H5r9zG/uZuFeiZ8M6HPgt1j +DzhT0A/A+bCQtrL0S3HZrn7CKSBEAw5ev4SN4JNxF8Ac2nPhhnopsNk7CbAWBgFw5ANxG4UTIYZ 7gM71/3NLnR/tZ+7V+xK94L92j1ut7tH7B53rz3k7oD19qi7AhbDHJhqT7rj7Gl3hL3svmPvwkO3 r1VeV+t7bW3Ua2zTebVtBi/FZvUq2jxeOVvEK20recXZq7mgIvu2MXu4l63gjUO3GJutNtE7i//v xMrkx9Y49XZeYsrZCXEK2SncnNNhJsym/REsMEXtIlPcLjGlbcw29Z25OXuwhmxsy8hmNgd70siu 9qbX1x73BtldsJH6Oq+93eol2wPk+AP5/eYVxa6ozQwFZHFbXpazL8pkW4+9HIv3v/vZdffIVPsa dIxMsu0i42zryAjbIvKOfTXS374S6QWdbf1Ie1sn0pJ6bXR1sWmMbTN82uLbGXrZ7th3x+8NYrxB vH8+p1Lna6dpZnealnZ7nLZ2C6wyje1a2ABbYDvsjNPM/r+/Z/mvnypq0dn6cQZZHaez/ftvz9Tf tywx41iJSazIJFZmKis0lZWaxIpNYuXGsYJjYAS8A4OgP/RF1wubXtj2wKcHvj2I0Qv6Ei9Gf1Z2 ELwDI2CMjfWVutKfu6vZvetho10SZys7eqtdAHNhdpyNdgZMx2469jPY0bNhLiyAhbAEPo+z2taP x87HW1TEv8ENe5sb/TY3+Q3T0b9mBvvnzQz/GLf2Hm7stdzWi8xd/wtz0V/Frb2BW3uLmevvNKOg JzavUr7gb+fNYANvCqt4e1jCm8QC3ihm82Yxk7eM6eYs83Cc+dgLW6mvZh6W8e6zjFVbwUqttvvN RnuMt5Mz2J3n7eSS+dXG8vvf/SziaPi73Rf+Ctft7vBHuED9ezhiD4Z7YYc9Gm6E1fZEuB422tPI TqM7gc0JbE/gczS8Ar/aWLx//v4ZHu+5kpNO1PfTiZf9jHFq+olxXvSzQy7IQzs/NoVEI2juFxWt oaNfXHT3S4uelANpj6KcDLNhISyHr7Hfhv+3xNtDH9/6Pmix2XfRPYyshOX+/cgSWODfjcz2b0dm +NciE/zLkVH++chA/0ykp38y0sU/FmntH4o0gprUX0BWhrIk7Wf8/ZGn/Z2RAv72SF5/SyS3vyHy BGTx10YyQRrkITYhPmn8S8iuob+N/X1iuOIFcqrpx+bgv/9GM/W3TWV5kyvJm9yz7LFY/e9PmdR1 7BaKoGd4w+8ZnvR7h9/6A8KV/uBwrj8snOCPDQf648OO/rSwkf9BWMWfQTmD9gzk08LJsNCfHK7F Zp8/MjyP7y0/Fu+fT5bU/31Mbd3Tb6u7+L31v/wxurU/B1bAXrgAv0Na3nKfNM39vLyp5uVtt6Dp 7j/NG+/TZiAMg7EwGWbAXP8J3oDTgqD+q15AnCX+Qb3S36a/Jva3/ny9z5+mj9KvCorqPMFtVSFY pfjaVHWDUqpxcEs2DT6XLYNusk1QQnYNMslOwW9em+C41zjY6FUP5nnlgtFevuB1LzFo4NmggnfX z+ld9bN6F/0M3nk46afzDgH7x9tG+2tY6yd6y2GJX9db6ReQzf3mME3yxiHr+1H1sl9Z1fTfVi/6 qyivqfp+Lt3cr8f8/PfTdEN87po6rRhXM73cb8LYGuq12H7t19ab/Rp6m5/COKvoPX6SPuRX1Cep n0d+Ol6W1xf9EpBfX6aPy35mSKDtwT11nr5P+5fUUf+MOuQfhu+ob1Enyeu8/5m66H+krvoz1Q1/ IgxXD/03lQ06qXTBKypDUE0lBsUgJ0ThD5kh+AmOwjb4EubKxGA8DIAutJvIdEENKYLn5C2/hHzI 3Kggt7RBZkgDHtxjnq/DD1461iExOOBlCHZR3+FFg62eYl0e+utYh9XeDX+Zd9n/jLVY7J32v/M2 +ze9hf5jcrpfRY7ye8qB/lzZhznv6QvV3S8GbVRPxtDRf5f6x6qPv1H1Y9yDmYdhvtaj/Gx6AvM1 nTmd68fm/O9vrNQvhCtaBFfYWVe0hSikA2ZBJwbn4sT0IugSty/h7NUVgr26crBbVwu+0dWDbbBe 1wpWwJfwKXyi6wbzdYNgpO4adNCjgxp6XlBYrw4S9HfBNfVDsFPdDD5WTvi2CsJXVPqwskoTFqT+ qPLCP6UT/iQfBPvkvWCN/I3ZvxmMhJ7QSB6nPBVMpvxcHsbmQHBV7mTldgQF1RZWc2PQDt6h/bFa F+xQy4Kf1cdBoN8L8uvhQYruRT5tyCuWXwVyLxTExvPXGe4M/Jtnv2B85Bn4kigSHFbFoVSwH75T 5RhJOXopF2yBjbAOVqFbh91G2ILPDtgJ38H+eIwiwTH4371JlQt0mDPIFGYP0oAOswYO3AuyBjfh 5yB78EOQMzgb5AuOB8QOilOWCk7B2aBc8GNQAZsK2FYIfoMH4ISxmP983uWO956WN6mfg53merA9 zk34De4FW8yDYG2ce/Ab3ITrwQbst5gfsfkxiPn+8xhzxHtJcHYFSeEO2AobYV3wXLg6TnkoAyWQ lUBXBpvy2D4Xxnz+4/+byvnrv5z/bRz//i9o3Ljd/wHJBPskKEsAAE== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image053.gif content-transfer-encoding: base64 content-type: image/gif R0lGODlhPQA/AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA8 AD4AggAAAAAZZtGENP/M5v///wECAwECAwECAwP/CLrcviHKKZ+9GNPNQ/4g1I1TaD5kSp2n6pZs 9s5VjNJ4ZDN57+0qgYA0fNlyw6QwICymWEHmUuJs0kyjpFQ6LTpxoVTV++2UOSAilTnxZlVpc6TK OYM1Ud8ML7br0RcvdH8jFj1+hD8OiYw1iyoDjXCPcpGSLpQdlgGbHJ2EDSkDkZ2fEZYDU3o8I6Ok pJyao4ysnq63rq24qyK2uLucr7+5Pb0bxMG7s8PAd62xzNG3p7M4Agq6ydLT1ad/2L6/1OKxFKaC 4Mfk2tPl1KAAssgSwpvk7WDyy8Tb0dY/4ZT1Y4YEoLqBCOe5GJJuQsJcA0mYYhjv4EN2w+RtoBjw o6K0bBQ4lnkoLqPEiYosRqQ3TqE5d2sYfPFXreQ+l/RcXqvVsl1CduHqZMJYb+U7c9023Oh58+cy dSQMESSp7I6FqbsIaN1KACmsPRoyduJKVivTKx+IWipr1uE6MYrCEhRlEuwHqtzePgmBtyjOQmH6 dfzLBoaJvnUnsUCML+oObIw7VIz7GABiyRUrO8CLWTOGi0o9pzGqQzQWtfNMH9krOgEAOw== ------=_NextPart_01C996F2.E308DA30 content-location: file:///C:/D24831F9/LongDivisionFamily_files/slide0003_image054.wmz content-transfer-encoding: base64 content-type: image/x-wmz H4sIAAAAAAACC+28d5QURd/33TMdqjpVV3fPzE5OO9PTPbuLIEkQXCQKSFokuQiCJEGQjCAIAiJR kCRJcHERZBVBuIgSJINLWiQJgiBJEC6QJPmt3uvmOs+5zv285/nj+ec9773nfE5VV4eq7qr61e9b VbPH9u2cQ5X+GbH2OVd5OzYqz0GRCP00SlEs9QFtpzEE2gHJMUWJTjvFjknO9jlGzL7pgZMtfcrT p0+peOnVOQ6KAiR8RK4ePnz4fz0jx+GghpAzCXoDdVBebi6WH5hD5VpWS3mKlSWfsh5LZnqf1Dc9 Q9qQfl16nPZK1bMOiIOyholLsuLikaz1wsOsOoI7eyefyK7KZ2evgPHsapDLPg3OZE0FS7LyQJes OAhmPeD2pU9yg9KbuXC6iNtrTef6W8O4uNWBO2HW4D4z3Vx78xxbwVzCes0eLDLLs9i8z4TMbUw5 cwLT1GzJ9DPDzDzzIr3dXEFfNQfTulWbrmBJdGPrkLO99Zmzq9Xe2dG676hgfe+4aH7kGGn2crjN To6iVCdHk1QXB071cNw1hjkOGwWO741DjmmG7hxgvO7MN1Y66xkeuqzxIR02btGa8S7jNG4xD5PD 2JtJkfsjOZ87m6wAziSLwalkZ/hLkuJ/Sc4llBdOJfcQ2otnktfEs8mB0vnkY+mP5GD5z+RN+Xqy HbqZ3IZuJSPKrWQP5e/kt4QrhBR+mOxEKMSPk5cxZaRVp/GuKhgrVMX4W9WM2prPmKDFjFOaaWTp ZYwh+gvGQT3XSLjqGcNcTYzjrjZGBfdbxnR3D+Oee4CR7xlqbPOMMXIyPjXmZswyZO9CY7h3qXHb u8ro5dtkXPPtNHr59xs3/EeMVYHzRs/gbcMfElPrQ4lUo3CN1M/hdqlXIsNSayNfpjzRnanO0Sup xVHdPBV90XTGOpnB2CTTiK01Y7HfTSXGW39Gn7c2RFtbg6MfWGa0wNob2Wq1jly0ToSfWg3CgfTS UMX03WC99AvBlunOgc7pEf7u6Ym+d9Mfe99NtyGMzuiW3uB5M/3Y3TzdyF07/ZXr+TR0BdJDdDZ9 S/vDGqTts5zaCmuGOtWqrPa3TuIW1nhcxXoJB6x7yiNzjfK7OVzZazZSlptBZZ55E401f0LvmUvQ O+Y41MHsgdqazQhVUXszht42ZdTPfCiPN8/LBeZBebtpt/N/94Rc5797grM0vEF6hN3HEvRGh+T5 M+N5z3Bvcw/t6+MZ5hvruef7zNPP/7nnqX+qZ2FgsOetYFPPzlA1z6Pwyx4m2tRzJtrVMy32oceK T/XMj3/ueRJf4Hk7s9DzKHOZ5+vEFk9+ssSjGFc9Sw0hw0plZQxINc74MjUk41BqUcaT1L6M58yb GZ1M2TvfjHl/Ny3v81bC29rye9+3BO8c62bGCutIxm5rVcYJa0LGReutjBtWxYy/LWfGY2uf56k1 g/Cm57GV9DywLrv/tpa5b1j93H9YL7mPWbx7o3XSVWB96xplfexqb3VwVbFquEhBXX+Z0FVs3taL zHP6ZPOw/p65R+9gbtdbmD/qeeYafbb5ub7XHKpfNlvqd8wy+gOT1e+Zl7Q7Zon2l7lOk6xpWtzq rD1n5WiVrb/VKtYWtYI1RTWtrqpuPa96rTtYt9ZiYA3D18xX8AHTi4vM28oI86SSZ+5XKpmbFa/5 rXIvNVM5lBqiLEm1VYalXlRapTKU7NRNRKV+QseNhWiNMQTNNJqgQUYmest4KDcxDsr1jEI51xhM eFWuboQJt6RcY4dU21gg1TMGSq8aTaUmRo7U0kBSG+Oe2M74TXzLOCB2NnaJ3YythEPintRJ8aR5 RSy0JGLtklLHdBVpcbqh9DDdQno1q6n0RVY16UKWV4pknxRrZReJ07MHioeza4iOHChGc/YL2Tkz hVROO0HPMYQr2cf5aM5MvlZOPv96TibfPucmfD1nC6yVMwUmc/Lh/exi8Ht2RzA/OwCqZ9/hdmb9 xr1KKElf47qnHxHriMAxKwT6W2nAWBXACLMCuJ3KBl1SAXDYeMTVM45yLY0vubeMXlw3oxzhT7ab sYR9y+jAtjEy2CbGL0w9YylhDPOa0Z3pbDRjxhiVmTWGj7lLrFu91DF6fGoHfSi1mtbNxXQLcw79 mTmW3mv2p++YLYhVrUzHLQ/9vHXDWcUqdtayCpz1rfecTa2mzuZWknDf0dza72hqLXE0tkY66lvt HbWs6o6XrbijsgUdz1vHKd5aR200F1F55ufUodQXVPXUt9QXxnYypJ2jOiavUJnJC9TVxHFqY2I7 NSOxlOqT+IRqmuhLPZfIp8RELrUnsyLVK7M69ST+KjUs3o26HvuEahlbR62OXqE80YijfyTPcSL8 kaNWeI1jfeg3R80Q7/w1mHSOC1ZyNg/WdWYFWzlBsI/zfGCSc0dgmfObwAHnlMBfzv4BL50fyKVr B7rSZmAKLQVW0zf8Z+hDfiez3J/JTPLXZDr5hzCMfykz3lfCPPHeZfK9Lva7jLLsLU8DtoKnA9vH 3ZsV3R+zX7gWseVdO9lt+p9sM93PndUacT21kdxTdSM3VX3EpdVqYBceBd7Be4Ebq3CP8gb8WPka NlIGwyZKY5inmPA1xUk4C15TtoA8ZQFopHwAaiqtQXklG0QUBrDKfu48ms2tQ624iUjjmqHNrIL6 srvl6uwY2cXWlymWl+8zB6QnzFRJZltLMTYg1WBPix3Y+eJItr24hPWLP7GHhSvsxwLHlRe83Bm+ PFedz+NWwl5cNTiRKwbLudbgBHea40ATrhr4gm0B2rD9gYudCo4xy8HnzCHQnbkFqjIeKDCV4Sn6 HbiALoT96WOwNS3xdemqfGW6HZ+kh/ASPY7/3TmXL3T+wL/tvMRXcQYF5GwiXHCME35w/CB86vhT 6OCAYh3Hc6LlaC9Cx3TxCkX6H+WRllCvSx9TX0ndqFvSq1RtuTw1TQ5TZ2WFKoNYahCiqB8QTT1B MtVACVPjlbLUdqUOdVvJp/y4N1UDj6Pa4y+ogXgdNRkfpr7GV6iNmHMcxXHHNVzdwautHGm1n6O5 OtnxmbrLcUJ96lC0F5252nvObtp65wTtgXOpVo3epo2iL2k76LBOMV30ssy3ejvmrj6BqeRax3Ry /cGMcMXY8a4G7GzXSPZb10/sLleC+901nmPct7mUuxNo5D4F+rmbw3nu3XCruzp/zb2U1z2KUNnT Tcj3rBEGe24LhZ5O4jLPSbHQ01wa69krdfdUlht65shVPdflap4y6GVPE1TZMwhlej5HwLMTnXbf RCvdQWWEu45S191b4d1zlV2u7cpI1yWlhkvE9/U0XqXXwb319ris3gd/rC/HB/VrWHYl1RquFmoP 1yh1omuFusR1St3sAlpTd019pbuJ6467nNvruepOesZ6kh4lw+sZnWGPd89Gxn/9PfMR/zUyOqm6 pb5iAWVbiv70A3MK/bu5kPhkK+n55jb6PbOErmOepZF5iy5OSUyPVCbjT+Uyh418Zq4xlOlrLGLa GMeYV0stlW2xbMtlWzDbktkWzbZstoWzLZ1t8WzLZ1tA2xLaFtG2jLaFtC1lNuhq1QXLzTxyvimo nqoFJhqVwdlkCtRNhsCGhAe8nGDAz5lXuF6ZxZw3s4jbEx/PfRzvxNWL1+BwfB5XJr6fKxe/wAXj p7mHsV3cvtiX3NzYCK5vrD33Wmwel0/SqsdOc4+jV7hvCA2jF7gbkZNcQWQ/1zWylascWc/dCRdx S8Kfcq+He3B0uBy3KvQr2zPUmy0bymCDobtMjdATZlzIxd4OlWV7hauzl8MxtkWkhPk6MovZFcln LkbCzNPIGdoXXUDnRN+gq0WjdN3oZWf96DJn3eh7zqrRV5xmNOTko/cdZyMnHcsjuxx9Iusdqcj3 jt/Dyx2fERoQS3gvtNUxN3Tc8ULotmN