MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01C7F325.7464EFA0" 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_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving

This presentation contains content that your browser may not be able to = show properly. This presentation was optimized for more recent versions of Micro= soft Internet Explorer.

If you would like to proceed anyway, click here.

 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/master05.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii"
Click to edit Master title style
Click to edit Master text styles
Second level
Third level
Fourth level
Fifth level
‹date/time›= ;
‹footer›
‹#›
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/master05.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_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///wAAAAAAAAAA AejPeQ0EAAAANAIAAAQAAAAHAQMAoScAAEELIADMAHgAoAAAAAAA0ALAAwAAAAAoAAAAoAAAAHgA 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////AIVfX1+FX19fX19fhV9fhYWFhYVfhYWFX4WFhYWF hYVfX4WFhV9fX4WFX4WFX4WFX1+FhYWFhV+FhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYVfX19fX4VfX4VfX19fhV9fX19fX19fX1+FhV9fhV+FhYWFhV+FhYVf hV+FhYVfhYWFhYVfhYWFhYWFhYVfhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYVfhYWFhYWFhYWFX4WFhYWFhYWFhYWFhYWFhYWF hYWFhYWFX1+FX19fX19fX1+FX4VfX1+FX4VfX4VfhV+FX1+FX1+FX1+FhV+FhYWFX1+FhV+FhV+F hYVfhV+FhYVfhYWFX4WFX4WFX4WFX4WFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhV+FX19f X4WFX4VfBASFX4VfX19fhV+FX19fX4VfX4VfX1+FX1+FX18EBF+FX4WFX4WFhV+FhYWFhV+FhYVf hYWFhYWFhYWFhYWFhYVfhYWFX4WFX4WFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYVfhV+FhYVfX4VfhYUEBARf hYWFX4WFX4WFhYVfhV9fhYWFX4WFX4WFBASFX4VfX4WFX1+FX4VfhYWFhV+FhYWFX1+FX4WFhV+F X4WFhYVfhYWFhYWFhV+FhYWFX4WFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhV+FX19fhV+FX1+FX4UEBF+FX1+FX4VfX19f hV+FhV9fhV+FX4VfhYWFX4WFhYVfX4WFhYWFhV9fhYVfhYVfhYWFhYWFX4WFhYWFhV+FhYWFhYVf hYWFhV+FhYWFhYVfhYWFhYVfhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYVfX4VfhV+FX4WFX4VfhQQEhV+FhV+FhYWFhYVfhYVfhYWFX4WF hYVfhYVfX1+FhYWFX1+FX4WFhYVfhYWFX4WFhV+FhYWFhYWFhYWFhYWFX4WFhYWFhYWFhV+FhV+F hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWhhYWF hYWFhYWFhYWFhYVfhV+FX1+FX19fhV+FBAQEX1+FX4VfX1+FX4VfhYWFX4WFX4WFX4VfhYWFhV+F X4WFhYVfhV+FhYVfhYWFX4WFhYWFhV+FhV+FhV+FhYWFhYWFhYWFhYWFhYWFhYWFhV+FhYWFX4WF hYVfhYWFhYWFX4WFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFX1+F X19fhV+FX4WFhYVfX4WFX4VfhV9fhYVfhV+FX4VfX19fhV+FX4WFhV+FhV+FX4WFhYVfhYWFX4WF hV+FhYWFhYVfhYWFhYWFhYWFhV+FX4VfhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYVfhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWhhYWFhYVfX4WFX4VfhV9fX19f hYVfX4WFX4WFXwQEBASFX4WFX4WFhYVfhYVfX4WFX4VfhYWFX1+FX4VfhYWFX4WFhYVfhV+FhYVf hYVfhV+FhYWFhYWFhYWFX4WFX4WFhYWFhYWFhYWFhYWFhYWFhYWFhV+FhYWFhYWFhYWFhYWFhYWF X4WFhYWFhYWFhYWFhYWFhYWFhYWFhYWhhYWFhYWFoYVfhV+FX4VfX4WFX4WFX4VfhV+FX4VfhV8E BAQEhV9fhV+FhV9fhV+FhYWFX4VfhYVfhYWFhV+FhYVfhYWFX4WFhV+FhV+FhYVfhYWFhYVfhYWF hV+FhYWFhYWFhYWFhYWFhV+FhYWFhV+FhYVfhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhaGFhYWFhYWFhYWFhYWmhV+FX4VfhYVfX4VfX4VfhV+FX4VfhV+FBAQEBF+FX4WFX1+F X4WFX19fX4VfhYWFX4VfX1+FhV+FX4VfhYVfX4WFhYWFhYWFhYWFX4WFX4WFX4WFhYWFhV+FhYVf hV+FX4WFhYWFhYWFhYWFhYWFhYWFhYWFhV+FhYWFhV+FhYWFhYWFhYWFhYWFhYWFX4WFhYWFhYWF hYWFhYWFhYWFol+FX1+FX4VfX4VfhV+FhV+FX1+FX4VfhQQEBASFX4VfX4WFhV+FX4WFhYWFhV9f hV+FhYWFhYWFhYWFhV+FhYWFX4WFX4VfhV9fhYWFhYWFhYWFhYVfhYWFhYWFhYWFhYWFhYWFX4WF hYVfhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhV9f hV+FX4VfX4WFX4VfX19fhYWFX1+FX18EBAQEX4WFhV+FX4VfhV+FX4VfhV+FhV+FX4VfhV+FX1+F X4WFX4VfhYVfhYVfhYWFhYVfhYVfhYVfhYWFhYWFX4WFX4WFhYWFX4WFhYWFhYWFhYWFhV+FhYWF hYWFhYWFhYWFhYWFX4WFhYWFhYWFhYWFhYWFhYWFhV+FhYWFhYWFhYWFhYWFX19fhV+FhV9fhV+F X4WFhV9fX4WFX4WFX18EBF9fhV9fhV9fhYWFX4VfX4VfhYWFX4WFX4VfhYWFhV+FhYWFhV+FX4WF hYWFhYWFhYWFhYWFhYWFhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFX19fX1+FX4VfX4VfX1+FhV9fhV+F X4WFXwQEhV+FhV+FhYVfX4VfhYWFhYVfX4VfhV+FhV9fhYWFhV9fhYWFhYWFhV+FX4VfhYVfhYWF X4VfhYWFhYWFhYWFhV+FhYWFhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYVfX1+FX4WFX4VfhYVfhYVfX1+FX4VfX1+FX4VfBAQEhV+F X19fhYWFhYWFX19fhYWFhYWFhV+FhV+FX4WFhV+FhV+FX4VfhYWFX4WFhYVfX4WFhYWFX4WFX4WF X4WFhYWFhYWFhYWFhYWFhYWFhYWFX4WFhYWFhYWFhYWFhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFX4VfhV9fX19fhV9fX19fhV+FX1+FX4WFX1+FX19fBARfhV+FhV+FX19fhV+F hYVfX4VfhV9fhYVfhV+FX4WFX4WFhYWFhYWFhYWFX4WFhYWFhV+FhV+FhYWFhYWFhYVfhV+FhYWF hV+FhYWFhYVfhYWFhV+FhV+FhYWFhYWFhYWFhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYVfX4VfhV+FhV9fhV+FX4VfhV+FX4VfX1+FhYWFhV8EBIWFX4WFX4WFhV+FX4VfhV+FX4WFhV9f hV+FhYVfhYVfhV+FhV9fhV+FhYWFX4WFhV+FhYWFhYWFX4WFhV+FhYWFhYWFhYWFhYWFX4WFhYWF hYWFhYWFhYWFhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWFX4WFhYWFX4WFhYWFhYVfhV9fX4VfX1+F X4VfhV9fX1+FX19fhYWFX19fX4VfXwQEBIVfX4VfhV+FhYVfhV+FhYVfhYWFhYWFhYVfhYWFhYVf X4WFhYWFX4VfhYWFX4WFhV+FhYVfhYWFX4VfhV+FX4VfhV+FXwQEBAQEBAQEBASFhV9fX1+FX1+F X4WFX1+FX4WFhYWFX4WFhYWFX4WFhYWFhYWFhYWFhYWFhYWFPF9fX188X19fX19fXzxfX188X19f X19fX19fX19fX19fX19fX19fX19fX19fhV+FX19fhV9fX19fX19fX19fhV9fX4VfhV9fX4VfX4Vf X4WFX1+FX19fhYVfhV+FX4VfX4VfX4VfhV8EBAQEBAQEBAQEX1+FhYWFhYWFhYWFhV+FhYWFhYWF hYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhV9fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19f X19fX19fX19fX19fX19fX1+FX19fhV9fX4VfhV9fX4VfhV9fhV9fX4VfhYVfX1+FX1+FX4WFX19f hYVfhYVfhYWFhYWFhV+FhYVfhYWFhYWFhYWFhYWFX4WFX4WFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWFhYWFhYWFhYWFhYVfX19fX19fPF9fX19fX19fX19fX188X19fX19fX19fX19fhV9fX1+FX19f X4VfX19fX19fX19fX19fX1+FhV+FhV9fhV+FhYVfhV+FhYVfhYWFhYWFX4WFhYWFhYWFhYWFhV+F X4WFhYWFhYWFhV+FX4WFhYVfhYWFhYWFhYWFhYWFhV+FhV+FhYWFX4WFhYWFhYWFhYWFhYVfhYWF hYWFX19fXzxfX19fX19fX19fX19fX19fX19fX19fX19fX19fhV+FX18EBF+FhV+FX1+FX4VfhYWF X4WFhYWFX4WFhV+FhYWFX4VfhYWFhV+FX4WFX4VfhYWFX4VfhYVfhYVfhYWFhYWFhV+FhYWFhYWF hYWFhYWFhYWFhYWFhYWFhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFx188X19fX4Vf X19fX1+FhV9fhV9fhV+FX1+FX4VfX1+FX4VfhYWFXwQEX4VfhV+FX4WFX1+FhV+FX1+FhV8AAACF XwAAAACFAIVfAAAAhQAAhV+FAACFhQCFhYWFAIUAhQCFXwAAAIWFhYVfhYVfhYWFhYVfhYWFhYVf hYWFhYWFhYWFhYWFhYVfhYWFhYVfhYWFhYWFhYWFhYWmhYaihYWFX4VfhV9fhV+FX4VfX19fX1+F X1+FX1+FX4VfhYVfhV9fhV9fhV+FBAQEX4VfhYVfhYWFhV9fhYWFX4X///+FAP////8A/wCF//// AP//AIWF//9fhf8AhYVf/wD/hf8AX////4UAhV+FhYWFhYVfhYWFhYWFX4WFhYVfhYVfhYWFhV+F hYWFhYWFhYWFhYWFhYWFhYWFhqGGoYWFhYWFX19fX1+FX19fX4VfX4VfhYVfX4VfX1+FX1+FX19f hV+FX4WFX4VfX4VfBARfhV+FX1+FX1+FhYVfhV//AIWF/wD/hQD/AP8A/wBf/wD//wCF/wAAAF// AF+Fhf//AP//AP+FhQD/AIWFhYWFX4WFhYWFhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWF hYWihqGGoqaFhYWFhYWFhV+FX4VfhV9fhV9fX4VfX19fhYVfX4VfhV+FX4VfhV+FX4VfX4VfhV+F hV8EBF+FX4WFX4WFX4WFX4WF/wBf//9fhf///wD/AP8Ahf8A//8Ahf///wCF/wCFhYX//wD//wCF AP///4WFhYWFX4WFhYWFX4WFhYWFhYWFhYWFhYWFX4WFhYWFhYWFhYWFhV+FooaFpoWmhYWFhYWF hYVfhYVfX19fX19fhV9fX4VfX1+FX19fX4VfX19fhV+FX4VfhYVfhV+FX4VfhV+FX4WFBIVfhV9f hYVfhYWFX/8AhV9fAF8AAP8A/wD/hQD/AP//hV//hf+FX/8AAIWF//8A//8A//9fhV8AX4VfhYWF hV+FX4WFhYVfhYWFX4WFhYWFhYWFhYWFhV+FhYWFhaaGpqGmhYWFhYWFhYWFhYWFhYWFX4VfhV+F X19fhV9fX4VfhV+FhYVfhYWFX4WFX4WFX4VfhYVfhV+FX4VfhYWFXwQEX4WFhV9fX4VfhYX/hQAA /4X/////hf//hf///wD/hV+Fhf9fhYX//4Vfhf//AP//AP+FAAD/hYWFhYWFhYWFhYWFhYWFhYWF hYWFX4WFX4WFhV+FhYWFhYWmooaihYWFhV+FhYWFhYWFhYWFhYUEhV+FX4WFX1+FhV+FhV9fhV9f X4VfhV9fX19fX4VfX4VfX19fX19fX4VfhV9fX4WFBASFX1+FhYWFX4VfX////1+FhV+FhV+FhYVf hf+FX4WFX4WFhYWFhYWFhYX//1///4Vf////hYWFX4VfhV+FX4WFhV+FhYWFhYWFhYWFhYWFhYWF pqKFpqKmooWFhYWFhYWFhYWFX4WFhYVfhQSFhYWFX4WFX1+FX4VfX1+FX4WFX4VfX19fhV+FhYVf hV9fhYVfX4WFhYWFX4WFX4VfX18EBASFX1+FX4WFX4WFhYVfhV+FhV+FhV9fhYVfX4WFhYVfX4WF X4VfhV+FhYWFhV+FhYWFX4VfhYWFhYWFhYWFX4WFhYWFX4VfhYWFhYWFxIWFoYaFoqbEhYWFhYWF hV+FhV+FhYWFhYWFBIWFhYWFX4VfX19fX1+FX1+FX19fX19fX4VfhV+FX19fX4VfhV9fhYVfX19f X19fhV9fhV+FhV8EBIVfhV+FX4VfX4VfhV+FhV9fhYWFhYVfhYWFX4VfhYVfhV+FhYWFX4WFX4WF hYVfhYWFhYWFX4WFhV+FhYWFhV+FhYWFhYVfhaKmhYWmhoWFpoWFX4WFhYWFhYWFX4WFhYWFhYUE BIWFhYVfhV9fX4VfhV9fX19fX1+FX4VfhV9fX19fX1+FX4VfX1+FX19fhV+FX4WFX4WFhV+FX1+F hQQEhYVfhV+FhV+FX4WFX1+FhV9fhV+FhYVfX4VfhYWFhYVfhYVfhYWFhYWFX4WFX4WFhV+FhYWF hYWFhV+FhYWFhV+FooWFhaaFpoWihaKFhYWFhYWFhYWFhYVfX4WFhYWFhYUEhYWFhYWFhYVfX19f X1+FX4VfhV9fX4VfX19fhV+FX4VfX4VfX4WFX4VfhV9fhV9fhV9fX1+FX4VfX1+FBAQEhYVfhQBf AF8AhYUAhQAAX4WFAF+FhQCFAIUAXwAAAACFAABfAAAAAAAAAACFAACFXwCFhV+FhYWFhV+FhaaF hYWmooWFooWGhYWFhYVfhYWFhV8EBIVfhYWFX4WFX4WFhYWFX4WFhYWFX4VfX19fX19fX19fX19f X1+FX19fX1+FX4VfhV9fX19fhV+FhV9fhV+FX4VfX4VfhYVfhYWFBARfX/8A/4X/AIX/AP//XwCF /4VfX/8A/4X/AP////8A//8A//////////8A//8AX/8AX4WFhYWFX4WFpoWhooWmooWmX4WFhYVf hYWFhYWFBAQEBIWFhYWFhYWFX1+FhYWFhYWFhYWFX19fX4VfX4VfX4VfhV+FX1+FX1+FX4VfX19f X19fhYVfhV9fX1+FX1+FX1+FhYVfhV9fhV9fX4UEBIX//wD//wCF/wD/hf9fhV+FhYX//wD//wD/ hQD/AP//AIX/AIX/hQD/AP//AIX/AIWFhYWFhYWFhYWipoWihYWFhYWFhYWFhYWFhQQEBAQEhYVf hYWFhV+FX4WFhYWFhYWFhYWFhYVfX19fX19fX19fX19fX19fX19fX4VfhV+FX1+FX4VfX4VfhYVf X4VfX4WFX19fhV+FX4WFX4WFXwQE//8A//8AX/8AX/8AX4VfhV9f//8A//8AX////wD//wBf/18A X////wD//wCF/wCFhYWFhYWFhYWFhYWFhV+FhYWFhYWFhYWFX18EBF+FhYWFhYWFhV+FhYWFhYWF hYWFhYWFhYWmhV9fX4VfX4VfhV9fX4VfhV9fhV9fX19fX4VfhV9fX1+FX19fhV9fhYVfX1+FhV+F hV+FX1+FX19fhf//AP//AIX/AP//AACFX1+FX///AP//AIUAAP8A//+FhQD/AAAAAP8A//+Fhf8A hYWFhaGFhYWihYWFhYWFhYVfhYVfX4VfX4WFhYWFhYVfhYVfhV9fhYWFhYVfhYWFX4WFX4WFhV9f X19fX19fX19fX19fX1+FX19fX4VfhV9fX19fhYVfX4WFX4VfhV9fhV+FX19fX4VfX4VfhV+FhV// /wD//wBf//+F//9fhQQEBAT//wD//wD/////hf9fhf//////////hf+FhYX/AIWFhYWFhYWFhYVf hYVfhYWFhYWFhYWFX4WFhYVfhYWFX1+FX4WFhYWFhYWFhYWFhYWFhYWFhYVfhV9fX4VfX1+FX4Vf X1+FX19fhV9fX1+FX1+FX19fhV9fX19fhV9fX4WFX1+FhV9fhV+FX19fhV9f//9f//9fhYVfhV9f hV9fhV9f//8E//+FX1+FhV+FX4VfhYWFhYWFhYWFhYWF/4WFhYWFhYVfhYWFhV+FhV+FX4VfX19f hYWFhV+FhYVfhYWFX4WFhYWFhYWFhYWFhYWFhYWFhYWFX19fhV9fX19fX19fX19fX19fX4VfX4Vf X19fhV9fX19fhYWFX19fhYVfX1+FX1+FX4VfX4WFX4VfhV+FX19fX1+FX19fhV9fX4WFX4VfX19f hYVfhV+FX4WFhYWFhYWFhYWFhYWFhYWFhYVfhYWFhYWFX4WFhYVfhV+FX4WFhV+FhYWFhV9fhV9f hYWFhV+FhYWFhYWFhYWFhYWFhYWFhV9fX19fX19fhV9fX4VfhV+FX19fX4VfX1+FX19fhV+FX19f X1+FX19fX4WFX4VfhV9fX19fX19fX19fX1+FX4VfhV+FhV+FhYVfX1+FhYWFX4VfhYWFhYWFhYWF hYWFhYWFhYWFhV+FX4VfhYVfhV+FX4VfhV+FX4VfhYWFhV+FhYWFX4WFhV+FhYWFhYWFhYVfhYWF X4WFhYWFhYWFhYVfX4VfX4VfX19fX19fX19fX1+FX19fX4VfX4VfhV9fX4VfhV+FX19fhV9fX1+F X19fX4WFX1+FhV+FX4WFX1+FX1+FX1+FX19fhYVfhV+FX4WFhYWFX4WFhYWFhYWFhYWFhYVfhYWF hYWFhYWFhYWFhV+FhV+FX4WFX4WFhYWFhYVfhYVfX4WFhV+FhV+FhYWFhYWFhYWFhYWFhYWFhYWF X19fX19fX4VfX1+FX19fX19fX4VfX19fX19fX1+FX1+FX19fX1+FX19fX4VfX19fhV9fX1+FX19f X4VfX4VfX4VfhV9fhV+FhYVfhYWFhYWFhYWFhYWFhYWFhYWFhYWFhV+FX4VfhV+FX4WFX4WFX1+F X4VfX4VfhYWFhV+FhYVfhV9fhYWFhYWFhYWFhV+FhYVfhYWFhYWFhYWFhYWFhV9fX19fX19fX4Vf X19fX4VfX19fX1+FX1+FX19fX19fX4VfX19fX1+FX19fX1+FX19fhV+FX1+FX19fX19fhV+FX18E BF+FX1+FhYVfhYWFX4WFhYWFhYWFhYVfhYWFhYVfhV+FhYWFhV+FX4VfX1+FhV9fhYWFhYWFX4WF X19fhYVfhV+FhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYVfX19fX4VfX19fX4VfX19fX19fhV9f X19fX19fhV9fhV9fX1+FX19fX19fX19fX19fX19fX19fX4VfhYVfhV9fX4WFXwSFhYWFhYWFhYWF hYWFhYWFhYWFhYVfX4WFX4WFX4WFhV+FX1+FX1+FX4WFX4WFhYWFX4WFhYVfX4WFhV9fhYWFhYVf hYVfhYWFhYWFhYWFhYWFhYWFhYWFhV+FX19fX19fX19fX19fX1+FX19fX19fX19fhV9fX19fX19f X19fX19fhV9fX4VfhV9fhV9fhV+FX19fX19fhV+FX4VfhYWFhV+FhV+FhYWFhYWFhYWFhYWFX4Vf hYWFX4WFhYWFX4VfhYVfhV9fhV+FhYWFX4VfhYWFX4VfhYVfX1+FhYWFhYWFhYWFhYWFhYWFhV+F hYWFhYWFhYWFhYWFhV9fX19fX19fhV9fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19f X19fX19fX19fX1+FhYWFX4VfhYWFhYWFhYWFhYWFhYWFX4WFX4VfhYVfhYVfhYVfhYWFhV+FhYVf X19fX4VfhYWFX4VfhYWFX4VfX4VfhV9fhV+FhYVfhYVfhYWFhYWFX4WFX4WFhYWFhYWFhYWFhYWF hYVfhV9fX19fPF9fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX4WFhYVfhV+F X19fX4WFhYVfX4WFX4WFX4WFhV+FhYWFX1+FhV9fhYWFX1+FX4VfhV+FX19fhV+FhYVfhV+FhYWF hYVfhV+FhYVfX4VfhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhYWFhV+FhV+FX19fX19fX19f X188X19fX19fX19fX19fX19fX19fX19fX19fX19fX4VfX19fX4VfX19fX4VfX4WFX4WFX4VfhYWF X4WFhYWFhYWFhV+FX4WFX1+FhYVfhYWFhV+FX19fX4VfhV9fX19fX4WFhV+FX4WFX4VfX19fhV+F X4WFhYVfhYWFhV+FhV+FhV+FhYWFhYWFhYWFhYWFhYWFhYWFhV9fX19fPF9fX19fX19fX19fX19f X19fX19fX19fX19fX19fX19fhV+FX19fhV+FX19fhV+FhYWFX4WFhYWFhYWFhYWFhYVfhYWFXwQE X19fhYWFX1+FX4VfhV9fhV+FhV+FX1+FhYWFhYVfhYVfhYVfhV9fhV+FX4WFhYWFhV+FhYVfhYWF hYWFhV+FhYVfhYWFhYWFhYWFhYWFhYUEhYVfXzxfX19fX188X19fX188X19fX19fX19fX19fX188 X1+FX19fX19fX1+FhV9fhYVfhV+FX4WFX4WFX4VfhYWFX4WFX4WFX4VfhYVfhYWFhV9fhYWFX4WF X4VfhV9fX19fhV+FX4VfX4WFX4WFX4VfX4VfX4VfhV+FX4VfhYWFhYWFhYWFhYWFhYWFhYVfhYWF hV+FhYWFhYWFhV8EhV8EPF9fX188X19fX19fX19fX19fX19fX19fX19fX19fX19fX19fhV+FX4Vf X1+FhV+FhV+FhYVfhYWFX4WFX4VfhYWFhYVfhV+FXwQEhV9fBASFhV9fX4VfX19fX19fhV+FX4WF hV+FhYVfhYWFX19fhV9fhV9fhV+FhYWFhYVfhYVfhYWFX4VfhYVfhYWFhYWFhYWFhYWFhV+FhYUE hYUEBF9fX19fX19fX19fX188X19fX188X19fX19fhV9fX4VfX4VfX19fX1+FBF+FX19fhV+FhV9f hV9fhYWFhYWFhYWFX19fhV9fX4VfhV+FX4UEBIVfX4VfX1+FX4VfhV+FhYWFX4VfhV+FX4VfX4WF X1+FhV+FhYWFhYWFhYWFX4VfhYVfhYWFhYVfhYWFhYWFhYWFhYWFhYWFhYWFBIWFBARfXzxfX188 X19fPF9fX19fXzxfX19fX19fX19fX19fX19fX4VfX4WFXwSFhYWFhYWFX1+FhYWFhYVfX4VfX4Vf X1+FhV+FhYVfhV+FhYVfX19fX1+FX1+FX19fX4VfhV9fX4WFhV+FhV+FX19fhV+FX19fhV+FhYVf X4VfhYWFhYWFhYWFhYWFhYWFhV+FhYWFhYWFhV+FhYWFBF+FBAQEX19fX19fX19fX19fPF9fX19f X19fX4VfX19fX4VfX1+FX19fX4WFX4UEX19fhV9fX4WFX4VfhV+FX4VfX4VfX4WFX19fX19fhV+F X19fX1+FX4VfX4VfX4VfhYVfX4WFhYWFX4WFX1+FX1+FX19fX4WFhYWFhV+FhYWFhV+FhV+FhV+F X1+FX4WFX4WFhYWFhYWFhYWFhYWFX4WFhV9fhTxfXzxfXzxfPF9fX19fX19fX4VfX19fX1+FX1+F X4VfX4VfhYVfX1+FBF+FhV+FhYWFX4WFhYVfX1+FX4VfhV9fX1+FX4VfhV9fX19fhV9fX19fX19f hYVfX19fhYVfX4VfhV9fX19fX1+FX1+FhV+FhV+FhYVfhYWFX4WFX4WFX4VfhYWFhYWFhYWFhV+F hYWFhV+FhYWFX4WFX4VfhV9fX19fX19fX19fX4VfX19fX19fX19fX1+FX19fhV9fX4VfhV9fhYWF XwSFhV+FhV9fhV+FX19fX1+FX4VfX4VfhYVfhYVfX19fX4VfX19fX4VfhV+FBARfhYWFhV+FhYWF X1+FX4WFX4VfhV9fX4WFhYWFhV+FhYVfhV+FhYWFX4WFhYWFhYWFhYWFhYWFhYWFhYWFhYWFX4WF hYWFX4WFX188X19fX19fX19fX19fX4VfX19fX1+FX1+FX4VfhYVfX1+FhV9fhV8EX1+FX4WFX4Vf X19fhV9fX19fhV9fhV+FX19fX19fhV9fX4VfhV9fX19fX4UEBF9fX1+FX4VfX4VfX19fX1+FX1+F hYWFX4WFhV+FhV+FhYWFhV9fhYWFX4VfhV+FhV+FhV+FhYWFX4WFhYVfhYVfhYVfhV9fhV9fX19f X19fX19fX19fX19fX19fX4VfX4VfhV9fX19fhV+FX1+FX4WFBIVfhV9fX19fX1+FX1+FX1+FX4Vf hV9fX1+FX1+FX19fX19fX1+FhYVfhYVfhQQEhYVfhV9fX19fX1+FX4VfX4VfX4WFhYWFX4WFhYVf hYVfhYWFhYVfhYWFhYWFhYWFhYWFhYVfhYWFhYWFhV+FhYVfX4VfhYVfX19fX19fX19fX1+FX4Vf X4VfhV9fX19fX19fhV+FX19fX4VfhV9fX19fX19fhV9fX1+FX19fX1+FX19fhV9fX19fX19fX19f hV+FX4WFX19fhV+FX1+FBAQEX19fX1+FX4VfX4VfhYWFhYWFX4VfX4WFX1+FhYVfhYVfhYWFX4WF X4WFX4WFX4WFhYWFhYWFhV+FhV+FX4VfX4VfhYVfX19fX19fX19fX19fX19fX19fX4VfhYVfhYVf X4VfX1+FhV+FX19fhV9fhV9fX19fX19fX4VfhV9fhV9fX19fX19fX19fX19fX19fX4VfX1+FX19f X4WFX1+FX1+FX4VfX19fhV+FX4WFX1+FX4WFhYWFX4WFX1+FX4VfhYVfhV+FhYVfX4WFhYWFhV+F X4WFX4WFhYWFhYWFX4WFX4WFhV9fX19fhV9fX4VfX1+FX4WFX19fX19fX19fhV+FX4WFX19fX19f X19fX19fX19fhV+FX19fX1+FX19fX1+FX19fX4VfX4VfX4VfhYVfhV+FhV+FhYVfX19fX19fX19f X4VfX4WFhYVfhYWFhYVfX4VfX4VfhYWFhV+FhV+FX4WFhV+FhYWFX4WFhYWFhYWFX4WFhV9fX4Vf hYVfX4WFhYVfX19fX19fX19fX4VfX19fX1+FX4VfX4VfX4VfX19fX19fX19fX19fX19fhV9fX19f X4VfX19fX19fX19fX19fX19fX19fX19fhV9fX4VfhV9fhV9fX1+FX1+FX19fX19fhV+FX4WFhV+F hV9fhV+FhYWFhV+FX4VfhYWFhYWFhYWFhYWFhYWFhV+FhV+FhYWFhYVfhYWFhV9fhYWFhV+FX4Vf hV+FX4VfX19fX4VfX4VfX4VfX4VfX19fX4VfX19fhV88X19fX4VfX19fhV9fX19fXzxfX19fX19f X19fX19fX4VfX4VfX4VfhV9fhV9fhV+FX4VfX1+FX1+FX4UEhV+FhYWFX1+FhV+FhYWFX1+FX4WF hV+FhYWFX4WFX4WFhV+FX4WFX4VfhYWFX4VfhV9fhYVfhV9fhV+FX4WFhV9fX19fX19fX1+FX19f X19fX19fX4VfX4VfX19fX1+FX19fX19fX19fX4VfX19fhV9fX19fX19fX19fX19fX4VfX19fhV9f hYVfX4VfhV+FhV9fX19fX19fX19fX1+FBASFhYVfhYWFhV+FX1+FX4WFX4WFX4VfhV9fhYVfhYWF X4WFhYWFhYWFhYVfhYWFhV+FhYWFhV+FhV+FhYWFhYVfX19fhV9fX4VfX19fX4VfhV9fhV9fX19f X19fX19fX19fX19fX1+FX19fX19fPF9fX19fX19fX19fX19fXwBfX1+FX1+FX19fX4VfX1+FX19f X1+FX1+FX1+FX4VfX4WFhV+FX4VfX1+FhYVfhYVfhYVfX4VfhYWFX4WFhYVfhYWFhV+FX4VfhV+F X4WFhYVfhV+FX1+FX1+FX4VfhV+FX1+FX19fX19fX1+FX19fX1+FX19fX19fX188XzxfX19fX4Vf X4VfX19fX19fX19fX19fX19fX19fX19fX/8AX4VfX1+FX1+FX4VfX4VfX4VfX4VfX19fX19fhV9f hV9fX1+FBIVfhYWFX19fhV9fhYVfhYWFX4VfhV+FhV+FhYWFhV+FhYWFhYWFhYWFhV+FX4WFX4Vf hV+FhYWFhYWFhV9fX1+FX4VfhV9fX4VfX4VfX19fX19fX19fX19fX19fX19fX19fX19fX19fX19f AAAAAF9fAABfXwAAAIX/AF8AAF9fhQAAAIVfhV9fAABfXwAAAF9fhV+FXwAAAACFhYUAAAAEhQCF X4UAX4WFhQAAAIWFX4VfhYWFhYWFhV+FX4WFhYWFX1+FhV+FhYVfX4VfhYVfhV+FX4WFX4WFhYWF X19fX19fX19fhV9fX19fX19fX19fPF88X19fX1+FX19fX19fX19fXzxfX188/////18A//9fX/// /18A/wD//18AX////18AX19f//9fX////18AX19fX/////9fAF////9fAP8AhV//AF+FX////18A X1+FhYVfhV+FhYWFX4WFhV9fhYWFX4WFhV+FX4WFhV9fX1+FX1+FhYWFhV+FX1+FX1+FX1+FXzxf X19fX19fX188X19fX19fX19fX19fXzxfX19fPF9fX19f/19fX1//AP8Ahf8AhV//X///X1//AP+F X1//X19fX/8AX/8AX1//AF+FX/9fX4WF/wD/AIVf/wD/AAQE/18Ahf8AX1//hYWFX4VfhYWFX4Vf hYWFhV+FhYVfhYWFX1+FX4WFX4VfhYVfX4WFhYWFhYWFhV9fX19fX19fX19fX19fXzxfPF9fX19f X19fX19fX19fX19fX188X19fX19fPF9fX18A/1//AF//AAAAAAD/AF+F/wBfXwD/X4VfX1//AF// AF9f/wBfX4VfhYWFAP+F/wBfhf8A/wBf/wD/AF//AAAAAABfhV+FhYVfhV+FhV+FX4WFhYVfhV+F hYVfhV+FX4WFhV+FX4WFhYWFhV+FX4WFX19fX19fPF9fX188X19fX19fX19fX19fX19fX19fPF9f XzxfX19fPF9fX19fXwD//19f/wBf//////8A/wAAX/8AX///X18AX19f/wBf/wBfhf8AhYWFX4UA //9fX/8AhV//AP8AX/8E/4UA//////8AX4WFhYWFhV+FhYVfhV+FX1+FX4WFhV+FX1+FhYWFX19f hV+FhV+FX4WFhYVfX19fX19fX19fX188X19fX188X19fX19fX188PF88X19fPF9fX19fX19fXzxf X///X1+FX/8AAP9fAAD/X///XwD/X/9fAAD/X19fX/8AAP9fAAD/BF9fhV///1+FhV//XwAA/4X/ AP8AXwT/AP+FAAD/X4WFX1+FX4WFhV+FX4WFhYWFhYVfhYVfX4VfhYVfX4WFX1+FX4WFhYWFX4WF hTxfX188X19fPDxfPF9fX19fX19fX19fPF9fX19fX19fPF9fXzxfPF88X19fX/8AX4VfX////19f ////X4X/X///X19f////X19fhf///19f////hQQEBF//AIVfX18AX////19f/wD/X4WF/wSF//// hV+FhYVfhV9fhV9fhYVfhV+FX1+FhV9fhV+FX4VfhV9fX4VfhV+FhYVfhYWFhV9fPF9fXzw8X19f X19fX19fX19fX19fX19fPF9fPF9fX19fPF9fX19fX19fX1//hQAAAP9f/wBfX19fX19fX19fX19f X19fX19fX19f/wCFX4VfhV9fX4Vf/18AAAD/X4VfX4Vfhf8AX4VfhV8EBARfhV+FhV+FhV+FhYWF hV9fhYWFX4WFhYWFX4VfX4WFhV+FX4VfX4WFhV+FhYWFX4WFX19fPF9fXzxfX19fX19fPF88X188 Xzw8X188X19fPF88X19fX19fX19fX19fX/////9fhf+FX19fXzxfX19fX19fX19fX19fX19fhf9f X1+FX4VfhYVfX4X/////hV9fhV9fhV//hV+FX1+FX4UEBIVfX18EX4VfhV+FX4WFhYVfX4VfhV9f X19fhYWFX4VfhV+FX4VfhYWFhV+FhYWFhTw8X19fPF9fX19fX19fX19fX19fX19fX19fX19fPF9f X19fXzxfX19fX19fhV9fX1+FX19fX1+FX19fX188X19fX19fX19fX19fhV9fhYVfX4WFX19fX4Vf X4VfX19fhV9fhV9fhV+FX4VfhV+FXwSFhYVfhQSFhV+FX4VfX4VfhYVfhYWFX4WFhV+FhV9fX19f hV+FhV+FX4WFhV+FX4VfX19fX19fX19fPF88X188XzxfPF9fPF9fPF88X19fX19fPF9fX19fX19f X19fX19fX19fX19fX19fX19fX19fX19fX19fX1+FX4VfhV9fhYVfX1+FX4VfX4VfX4WFX4WFX4Vf hV+FX1+FX4VfX1+FBARfhV+FBIWFX4WFhV+FX4VfhV9fX19fX4WFX1+FX4WFX1+FhYWFhYWFX4WF hYWFX19fX19fX188X19fPF88PF9fX19fX19fPF9fX19fXzxfX19fX19fX19fhV9fX19fX19fX19f PF9fXzxfX19fX19fX19fX1+FX1+FX1+FX1+FX4VfX4VfhV+FX19fX19fX1+FX4VfX1+FX1+FX4WF hYVfhV+FX18EX4VfX4VfhYVfhYWFX4VfhV+FX1+FX1+FX1+FhV9fhYWFhYVfhYVfhV88X19fX188 XzxfX19fX19fPF88PF88X19fXzxfPF9fX19fX19fX19fX19fX19fX4VfXzxfX19fX19fX19fXzxf X19fhV+FX1+FX4WFX19fX19fX4VfX19fX4VfX4VfhYVfX4VfX4WFX4VfhV+FX19fX4VfX4VfhV+F hV+FX4VfX4VfX19fhYWFhYWFX4VfX19fhV+FhYVfhYVfhYVfhYVfX188PDxfX19fPF88XzxfXzxf X19fX19fPF9fX19fX19fX19fX19fX19fX19fX19fPF9fX19fX19fX19fX19fX19fX1+FX1+FX19f X1+FX4WFX4VfX4VfhV9fhV9fX19fhV9fhV+FX4VfhV9fhV+FX4VfhV+FBIVfhV+FX4VfhYWFX4WF X19fhV9fX19fhV+FhYVfhV+FhV+FhYVfhYVfXzxfX19fPDxfPF9fX19fPF9fXzxfXzxfPF9fX19f X19fX19fX19fX19fX19fX19fX19fX19fPF9fX19fX19fX4VfX4VfhV9fX1+FX4VfX19fX1+FX4Vf X1+FX4VfX4WFX19fhV9fX19fhV+FhV9fX4VfhV+FhQQEX4VfX4WFhV+FX19fX1+FhV+FX4WFX4Vf X19fhV+FhYVfhV+FhYWFBF9fXzxfX19fXzxfX188X19fPF9fX188X19fXwBfX19fX19fAF9fX19f XwAAADxfXzwAXzxfX19fAAAAXwBfX19fX18AX1+FX4WFX19fXwBfhV9fX18AAABfX1+FAIUAAACF hV9fAIWFX4UAAABfhYVfAIVfX4UABARfhQBfX4UAAAAAX1+FhQBfX19fX19fX4WFhYWFhYWFhYWF X4WFhQQ8PDxfPF88X19fXzxfX188PF88XzxfX19fX/8AX19fX19f/wBfX19fX////zwAX1//AF9f X19f////X/8AX19fX1//AIVfX4VfX19fX/8AX19fhV////+FAIVf/wD///+FAF+F/wBfX4X///+F AF9f/wBfhYX/AIUEhf8AhV//////XwBfhf9fX4VfX4VfX1+FX1+FX4VfhV+FX4WFXwQEX19fX19f PF88X188X188X19fX19fX19fX1//XwA8X19fX/9fAF9fX/88X1//XwBf/wBfPF9f/19fX///AF9f X4Vf/wCFX19fX19fhV//AIVfX1//X4Vf/18AX///X4Vf/18AX/8ABIX/X4Vf/4UAhf8AX19f/wBf X4X/AIX/X19fX/8AX4VfX19fhV9fhV+FhYVfhYWFhYWFhV+FhYUEBF9fPF88X188XzxfXzxfX19f X19fX19fPF//AP8AX19fX/8A/wBfX/8AX188X/8AX/8AX19f/wBfX19f/wBfhV9fX/8AX19fX4Vf X19f/wBfX1//AF9fX4X/AF//AF9fX1//AF//AAT/AIVfX4X/X4X/AF+Fhf8AhYWF/wAEhV+FX4X/ AIWFX4VfX1+FX19fhV+FhYWFX4VfhYWFhYUEBARfPF9fXzxfX19fPF9fX188X188X19fX19f/wD/ AF9fX1//AP8APF//AF88X1//ADz/AF9fX/8AX19fhf8AX19fhV//AIVfhV9fhV9fX/8AX19f/wCF X4Vf/wBf/wCFhYVf/wCF/wBf/wAAAAAAAABf/wBfhV//AF9fX/8ABF9fAAAA/4VfX4VfX4VfX19f hYVfX4VfX4VfhYVfX4VfBAQEX19fPF9fPF88X188XzxfX19fX19fX19fX/8A/18AX19f/zz/AF9f /wBfX188/wBf/wBfPF//AF9fX1//AF9fX19f/wAAAAAAAABfX4X/AF9fX/8AhV9fX/8AX/8AX19f X/8AX/8AX/////////8Ahf8AX1+F/wBfhYX/AIVf/////19fhV9fX19fX1+FhV+FhYWFhYWFhYWF hYWFBAQEBDw8XzxfX188X19fX19fX19fPF9fXzxfX1//PF//AF9f/wBf/18AX/8AXzxfX/8AX/8A X19f/wBfX1+F/wBfhV9fhf////////+FAF9f/wBfX1//AF9fX4X/AIX/AIVfX4X/AIX/AF//AIVf X1//AF//AIVfX/8AhV+F/wBf/wBfBIVfhV9fhV+FX1+FX1+FhV+FX19fhYVfX4WFXwQEBARfX19f XzxfXzxfPF9fPF9fX19fX19fXzz/AF9f/wBfPP8AX1//AF//XwBfXzz/X1//AABfX/9fAF9fX/8A X19fX1//AIVfX4Vf/18AX/8AAIVf/18AhV9f/19f/wAAX4Vf/4Vf/wCF/18AX4Vf/1+F/wAAX1// AABfhf8AX/8AXwQEBABfX19fX4VfX4WFX4VfX4WFX1+FhV+FXwQEBAQEPF88XzxfX19fX19fX19f PF9fX188X19f/wA8PP88AF//X188/wBfPP88AAD/PF9f//9fAABf/18AAP//AF9fhV9f/wBfX19f X1//AF///18AAF//XwAA/4VfX///XwAA/19fX/8AX1//XwAA/1+FX///XwAA//+FAAD/X1//XwAA AP+FX19fAF9fX4VfhV+FhYWFhYWFhV+FhYWFBAQEhTxfX19fPF9fX19fXzxfX19fXzxfX19fX/8A X188/wD/ADw8X/8AX19f////X19fX/9f//9fX1////9f/wBfX19fX/8AX1+FX19f/wBf/1///4Vf X////4VfX4X/AP///1+FX1//AF9fX////4VfhV//X////4WF////X4VfX/////9fX19f/19fX1+F X4VfhV+FX1+FX1+FhYVfX4UEBIVfX188X19fXzxfPF9fX19fX19fX188Xzz/XzxfX/8A/wBfX1// XwBfPF9fX19fX19fX19fhV9fhV9fX/8AX19fX1//AF9fX19fX/+FX19fX19fX19fhV9fX19f/wBf X19fX19f/wBfX19fhV9fX1+FX4VfX4VfhV9fX19fX4VfX4VfX1+FX4VfX4VfhV+FX4VfhYWFX4WF hV+FhYVfBASFPF9fX19fXzxfX19fPF9fPF9fX19fXzz/AF9fPF//PP9fXzxfX/8AXzxfX19fX19f X19fX19fX19fX1//AF9fX19f/wAAAAAAAP9fX19fX19fX4VfX19fhV+FX/8AX1+FX19fX/8AX19f hV+FX4VfX19fX4WFX1+FX1+FX4VfhYVfX19fX19fX19fhYVfX4VfhV+FhV+FX4WFX19fXwRfBF88 X188PF9fX188X19fX19fXzxfXzxf/188PF9fX/9fPF9fXzz/PF9fXzxfX19fX19fX19fX19fX19f /19fX19fX/////////9fX19fX4VfhV9fX4VfX19fX1//X4VfPF9fX1//X19fhV9fX4VfX4VfhV9f X19fX19fX19fX4VfX1+FX19fX1+FhV9fhYWFhV+FX1+FhV+FhV+FhV+FhQRfXzxfX19fXzxfX19f X188X188X188X19fX19fPF9fPF9fXzxfX19fX19fX19fX19fhV9fX19fX19fX19fhV9fX19fX19f X19fX1+FX19fX19fX19fX19fX19fX19fX19fX19fX19fhV+FX1+FX4VfX4WFhV9fhV9fX1+FX4Vf X4VfX19fhV9fBAQEX4VfX4VfhYWFhV+FhYVfX4WFXwQEX19fX19fXzxfX19fPF9fX188X188Xzxf PF88X19fPF9fXzxfX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fhV9f hV9fX1+FX1+FX4VfX19fX188X19fX19fX4VfPF9fX4VfhV9fX19fX19fhYVfX19fX19fX19fX1+F XwRfhV+FhV+FX1+FhV9fX4VfX4UEBF88XzxfPF9fX19fX19fPDxfXzxfPF9fPF9fPF88XzxfPF88 X19fXzxfX19fX19fhV9fX19fX19fX19fX19fX19fX19fX19fhV9fhV9fX19fX19fX4VfX19fhV9f PF88XzxfX19fhYVfhV9fX19fhV+FX19fhV9fX4VfX19fX19fX19fX19fX4VfX4UEBIVfhV+FX4Vf hV+FX4VfhV+FXwRfPF9fX19fX188Xzw8PF9fXzxfXzxfXzxfPF88X19fX19fX19fPF9fX19fX19f X19fX19fX19fX19fX19fX19fPF9fhV9fX19fX19fX19fX4VfX19fX1+FX19fX19fX19fX19fX19f X1+FX19fhYVfX4VfX19fX19fhYVfX1+FX1+FX19fX4VfhV+FXwRfBIVfhV+FhYVfhV+FX1+FX4UE X19fX19fXzxfXzxfXzxfPF88X19fPF9fX19fX19fPF9fX188X19fX19fX19fX19fX19fX19fX19f X19fX19fX19fX19fX19fX19fX1+FX19fX19fX4VfX19fPF9fX19fX19fX4VfX4VfX1+FX4WFhV+F X19fX19fX19fX19fX19fX19fX19fhV9fhV9fhQQEX4WFX19fhV9fX4VfX19fX188XzxfPF9fPF9f PF9fX188XzxfPF88Xzw8Xzw8X19fXzxfX19fX19fX19fPF9fX19fPF9fX19fX19fX19fPDxfX19f X19fX1+FX19fX19fX1+FX1+FX188X19fPF88XzxfhV9fhV9fX1+FX19fX19fX19fX4VfX4VfhV9f X19fX19fX19fhV+FX4VfX19fBARfX4VfhV+FX19fhYWFhYVfX19fXzxfXzxfPF88X188X188X19f X19fX19fX19fPF9fX19fX19fX19fX19fX19fX19fX19fX19fX188X19fX19fX19fX19fX19fX19f hV9fX19fX19fX188X19fX19fX19fX1+FPIVfX4WFX4VfX19fX19fX4VfX19fX1+FX19fX1+FhV9f X1+FX4WFhYUEBASFhYWFX1+FX19fX19fPF88XzxfPDxfXzxfXzw8PF9fXzxfXzw8XzxfX19fX19f X19fPF9fX19fX19fX19fX19fX19fXzxfXzxfX19fX19fX19fX19fX19fX19fX19fX4VfX19fXzw8 XzxfPF9fX19fhV9fX19fX1+FhV9fX4VfX19fhV9fhV9fX19fX19fX19fhV+FX4VfX4VfX1+FX4Vf BF9fX19fX1+FhV+FX188X188X19fPF9fXzxfX188PDxfXzxfX19fXzxfPF9fX19fX19fX19fPF9f X19fX19fX19fX19fX188X19fX19fX19fX19fX19fX4VfX19fhV9fX188XzxfX19fX1+FX4VfX19f X4VfX4WFX19fX19fX19fX19fX19fX19fX19fX4VfX19fX19fhV9fhYVfhV+FhQQEX19fX4VfX19f hYVfXzxfPDxfXzxfPDxfXzxfX19fX188XzxfX19fX19fX19fX19fXzxfX19fX19fPF9fX188X19f PF9fX19fX19fX19fX19fX19fX19fX19fhV9fX19fX188Xzw8X19fX19fX4VfX19fX19fX1+FX19f X19fX4VfhYVfX19fX19fX19fX1+FX1+FhV9fhV+FX1+FX19fX19fX19fX4WFX1+FPF88X19fXzxf PF9fPF9fXzw8XzxfPF9fXzxfX19fX19fX19fX19fX19fXzxfX19fX19fX19fX188XzxfX19fX19f X19fX19fX19fX19fX19fX188XzxfXzxfXzxfX19fhV9fX1+FX1+FX19fX19fX19fX4VfX1+FX19f X19fX19fX1+FX19fX1+FX4VfX4WFX4WFX19fX19fX4VfX19fhTxfPF88XzxfPF9fXzw8PF88X188 X19fXzxfXzxfX19fX19fX19fXzxfX19fX19fX19fX188PF9fX19fX19fX19fX19fX19fX19fX19f X19fX188X188PF9fX19fhV9fX19fX19fX19fX1+FX19fX19fX4VfX4VfX19fX19fX19fX19fX1+F X4VfX19fhV+FXwSFhV9fX19fX4VfhV9fhV9fXzxfPF88X188PF9fX19fPF9fX19fX19fX19fX19f XzxfXzxfX19fX188X19fX188X19fPF9fPF9fX19fPF9fX19fX19fX19fX19fX19fX188XzxfXzxf XzxfX19fhV9fX1+FX1+FhYVfX19fX19fX19fX19fX19fX19fX19fX19fhV9fX19fhV+FX4VfhV+F X19fX19fXzwEX19fX4WFPF88XzxfX188XzxfPF9fPF9fXzxfPF9fXzxfX19fX19fPF9fX19fPF9f X19fPF9fX19fPF9fX19fX19fX19fX19fX19fX19fX19fX19fXzw8X188PF9fPDxfhV9fX19fX19f X19fhV9fX19fX19fX1+FX4VfX19fX19fX19fX19fhV9fX4VfhV9fX4VfhV+FX4VfX19fX1+FhV9f hV9fhTxfX19fPF88X19fXzw8X19fPF9fX19fPF9fX19fX19fX19fXzxfX19fPF9fX19fXzxfPF9f PF9fX19fPF9fX19fX19fX19fX19fX19fXzxfXzw8X188PF9fX19fX19fXzyFX1+FX19fX19fX19f X19fX19fX1+FX19fX19fX19fhV9fX19fhV+FX4VfhV+FX19fX188XzxfhV9fX19fhV88Xzw8Xzxf XzxfXzxfX188X19fX19fX19fX19fPF9fPF9fXzxfXzxfX19fX188Xzw8X19fX19fX19fX19fX19f X19fX19fX1+FX4VfX188XzxfXzxfXzxfX19fX19fPF9fX19fhV9fhV9fX19fX19fX1+FX19fX19f X19fX19fX4VfX19fhV9fX4VfX4VfX4WFX19fX19fX4VfX19fBASFXzxfX188XzxfPDxfX188X19f XzxfPF9fX188XzxfX19fPF9fX19fXzxfXzxfX19fPF9fPF9fX19fPF9fX188X19fX19fX19fX19f X19fPF88XzxfPDxfX19fX19fX19fX19fhV9fX19fX19fX19fhV+FX19fX19fX19fX19fX4VfX19f hV9fhYVfhV9fhV9fX188XzxfX4WFPF9fX18EBF88X188XzxfPF9fXzxfX19fX19fX19fX19fX19f X188X19fXzxfX19fX19fXzw8X19fX19fXzxfX19fX19fX19fX19fXzxfX19fPF88PDxfPDxfPF9f X19fX4VfPF9fX19fhV9fhV9fX19fX19fX19fX19fX19fX19fX19fX19fX19fX1+FX19fX4VfhV+F X188X19fX19fX19fX4WFXwRfPF88PF9fPF9fPF9fX188X188X19fX188X19fPF88X19fPF9fXzxf X188PF88X19fX188X19fX19fX19fX19fXzxfX19fX19fPF88X19fPF88X19fX19fX19fXzxfX1+F hV9fX19fX19fX19fX1+FX19fX19fX19fX19fX1+FX19fhV9fX1+FX4VfX19fX19fPF9fPF9fX19f X19fX4WFXzxfX19fPF88X19fXzxfX19fX188X19fX19fPF9fX188X188X19fXzxfXzxfX19fPF9f X19fPF9fXzxfX188X19fX19fX4VfXzxfXzw8XzxfXzxfX19fX19fPF9fX1+FX19fX19fX19fX19f X4VfX19fX19fX19fX19fX19fX19fX4VfhV9fhV9fhV+FhYWFXzxfX188hV9fPF9fX4VfXzxfXzw8 X19fXzxfX19fX19fPF9fX19fXzxfX19fX188X19fX19fPF9fPDxfX19fX19fX188X19fX19fX19f X19fX19fhV9fXzw8PDxfPDw8X19fX19fX19fPF9fX19fX19fX19fX19fX19fX19fX19fX19fX19f X19fX19fX4VfhV9fX19fX1+FX4VfX19fPF9fXzxfPF9fX19fX4WFX4VfXzxfX19fPF9fX19fX19f PF9fX19fPF9fXzxfPF9fX19fPF9fPF88X19fX188XzxfXzxfX19fXzxfX19fX19fX4VfX19fPDxf X188X19fX19fX19fX19fXzxfX19fhV9fX19fX19fX19fX19fhV9fX19fX19fX19fX19fhV9fX1+F X4VfX4VfX19fX4VfhV88X188X1+FXzxfX1+FX4VfPF9fXzw8X19fXzxfPF88X19fPDxfPF9fX188 X19fPF9fX19fXzxfPF9fXzxfX19fX19fX19fX19fX188X188X19fX19fX188PDw8Xzw8PF9fX19f X19fXzxfX19fhYVfX19fX19fX19fX19fX19fX19fX19fX19fX19fX19fX4VfX19fX19fX4VfhV+F X19fXzxfX19fPF9fPF+FX4VfXwMAAAAAAA== ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/master06.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii"
Click to edit Master title style<= /div>
Click to edit Master subtitle sty= le
‹date/time›= ;
‹footer›
‹#›
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/master06.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/pres.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0001.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Word Problems:
Steps to Solve
Mrs. Manzani
Gardner MS
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/master06_background.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhFgKQAXcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAFgKQAYYAAFgA AFkAAFoAAFsAAFwAAF0AAF4AAF8AAGAAAGEAAGIAAGMAAGQAAGUAAGYAAGcAAGgAAGkAAGoAAGsA AGwAAG0AAG4AAG8AAHAAAHEAAHIAAHMAAHQAAHUAAHYAAHcAAHgAAHkAAHoAAHsAAHwAAH0AAH4A AH8AAIAAAIEAAIIAAIMAAIQAAIUAAIYAAIcAAIgAAIkAAIoAAIsAAIwAAI0AAI4AAI8AAJAAAJEA AJIAAJMAAJQAAJUAAJYAAJcAAJgAAJkBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMH/4AAgoOEhYMBiImKi4yNjo8B ApKTlJWWlAOZmpucnZ4DBKGio6ShBaeoqaqrqQaur7Cxsge0tba0CLm6u7y5Cb/AwcK/CsXGx8UL ysvMzcoM0NHQDdTV1tUO2drb2Q/e3+DfEOPk5eMR6Onq6RLt7u0T8fLz8hT29/j2Ffv8/fwWAAMC vECwIEEMCBMqTJihocOGGiJKnChxg8WLFjlo3Kixg8ePID96GEly5IeTKFOiBMGyJcsQMGPKjCmi ps2aI3LqzEmip8+fPksIHUq0hKGjhCApXcr0ktOnAj5JnZqplNVRrLJqLSCra9dbYHH1GqtrmFlg yNImc8Z2mTRp1//iNuBGt1u4u+bynlvH951feoAn5Busz59hgYgNGlzIGOHDhxQja8BImSPHkJg9 liypsvNJly5nig5xs/TOnUBT9yzK2ihSQ0xjy1YEtTYmqrg7Xb26tXcrr8BfhQVLluzZ42rTtm37 Fq5ca3Xp3sWr1xzfvn7hBaZHeLDhw4gHKi7YeOFjyJInUr5o+XJmkJs5e04JOvRomaVtnkat+mdr 1ia8VshsBDZlm225JVjVblb55mBwEA5nS3HGHWdWcscsx1xzDDx3TXTbTEdddXtdp0522m1XT3f3 fAdeeOMdVJ5C50GUnnrrbdBeR+/BF58H86lU30v34ZefCPvx1J//f/8NZcKTAh5S4JSOHIiggrkx 2KCDvUEInIQTUtiLhcNgmKGGznDYoYfUgBiiiOKQSI6JJ6IogYorsliYi/uEF1CMF8xIY403VpSj jjv26GN8QdI3ZJE0HYlkkksy2WQJT0IpIJWcLmJlbVgmqCUpXHbppVdg1iImL2SWaeZaaLqlJptt umkXnA/IOSed6NiJZ5568vmPn4AGKigGNdpY6KE78qjojyY1+sGQREIqaZJKVnqpk5mesGmn4H4K Vai4jUpqqVqdimqqq7LaajCvKhBrM7PSOpetuMYpJ6/soPhrPHruKayfFgB6rGOEFhoRs4kqqtmP 0n72KKQwXUtp/6WrbZvpkyd4ixS44YrrFLlUmYsVulmpO0uqB7S7y7toxTsvM/WyaeutcOpaIp12 3vlrwAK7SHDBMR6MbMLLMtyeww8zKi21IFBMmsX7YZzxpRt33PFRIHcq8sgkT2WyKSizovLK7LqM AMwxvzrzMzV7eLMD+eaqM78R+Pov0BQI2yexBh+bbAYKT5ZjsxwwDS2QT1MrNdVVY7ytUFlr7XFS XVP59SVhSzU22WWrcnYsLKvtC9sJyPz2AnHLjW/dd+Ot988B+/03jEUfnGzhhq/XLNMdQBvxtBNT DDl/kmtcueUDZj7l5pZ0/snnBIS+yujClW466vHKu3rrcs0Ne//svPa8N9C2Dx244EjfeCiiSysO cePFFynppJEnj3W3lmstpfMEgl4lpDe9sVlPdNhzBctapjbUpU51M1PTmmx2s/HpSnb+Ol/t/Eaw YuludwpTWvyeJTz6gUZqU8sPtkZgtclhin/92xoAAFggAd6GgJug3gF/k0DtNZB7bvseh+x1LzfV zW77wmB2/iWYDXIQcOMxGghDeLiGOayEJrSP8Y6ELauRYHIbM0EMmUfDANpQEjjkhA53eIoEGmCB plsb27q3OtYNkVbiy5fOIKDEJdLOiXxSX+7Yd57Cve938nNao6D2uOPpxItghOEYO1ZG2ZwRjWnM oQHZyBU3wvH/h3OE4LwkaK884mqPfXwHE/mWPihGkZCFpKLvEEnC+S2yfvbjYhf1tz+OTVJrKKik gc6YSU2skY1ufGPaQAkzUY7yjnh8nR4vmEp3rBKQgXTlYj4YS1lWxoq13MzwHNdIFV6Ml/8J4y+B GUxhQuKSUSkmKD7HyU5i75PMbBUdhdicUlZwmtQs3+xUxMonapM83HyMIUXonivaMkiM3KIu86ct 5flynSdAgUbdWaVLynNBJqtnMvHZLgfuM4Lgi4spc0Y+nmXwj8EyaGLWN6PBLXSW4HzP4iJGToma ZpcVtagYMarRonKUEfD86DF3ONJlusykQXxbSlUqzVMGVKB+/4Rpd2xXgQ4OUlBTTBpOLQM8LN6y Pih0ZLaC2iR1ErWoGz1qIpIqz6Ue0JM+fGooo4rSfkazqiJCJb/Mp9WtynSmr4QlesQ61oaGUz5n RatPf0rRJUXyouuEq1HlSte6bhKZeHXqqqDK11iR8q9GBGgSsfoXDbKIq179anls6k2MIC6RioQo Lu+j1rX2x4XL+6Vm4cpZj3r2s0wNrYTiSFoM1XGqHwJsYK/q0qziCX2txF1iwdo+91VxhI8lyTh3 O5reQlKoQ83scDfrzs5m0q7WU+5yt7dXMz0Xmq6T7ohWW13rbqegA4utYqTYXckcMqc6feh8Imot 87ZQqBjt2P96iStM974XuXeV73DoW1/nShW62PinVal7nYESFJtCOyhCuVvgyDDUsQlWsGd62mBz ntOyl02vcCdM4TJaGIfwDV1TwcRcINqXn28hoohHTCK85e2l10XxdwS8TcU6hHcvdlZ4o5XFlqR1 oqc5by8xO0kewzUFlfwxAYNcNg2HpcjNdKZp8fuclU6XxNiB8n+xG2AVG8vKyvLud8mKW8jqlrwz uR9Q2ZpOSe7YzCmINA3VvGYMx9fNxMmnPuWsodNSUL/hECxrVelawx72TzSdbVjTk2Utxzi3C0Z0 osEcZnQ2msxjNHNRIy1p51G6c2xG2ZDnq2kycbrTdK4zqEP/jec8t7aw3skuYgec0MUy1rYIzoxZ D33CclK21rYGUHDLrGsU8LrXXft12IKNLkzfAs7vOmlfk4xaEFmQvyYibJSl7A9BbremLabIgcHb o23PmMa8dXC4izJuckP63Oj2mnGPay6RujtMeu2wWu6bbKouW1/4LrGe9xzTU4tHto2h7bXZQ8uC G7wzCE+4jSurGuA6OtflhjivQaZukrG7VMPeMIfjfOQP+7XedTliS/tLamjnA7Z+JnA3V56RbGPm 5TCXtZFmjjxGt8at6tW1ziOtgpARk+IV5+TFVTX0TZd2zkfPb2qZ3OTBmjgwAM5m1Kt95dpim+Cv NnSstV4x/4V7Xdy4xvnDx66Csmtu4sWkp9rXLpaME93DRo+7sj/uDVEz3ZqlJgzUtfvvlK/awIMm 9Ja5zG0t1vjb4MYxhN8qdsY33vE1hHwaf86loL+57W7H/Lydg3Tp3Ls6Tr473vnd770DmnA3/Sbg tS3jg0t2svq5sezb2vAYltvctr/983QPZMmD9p55LanGN45k4svd3qqt+6ibfmLmD8v5LFao31k+ /atXX0gxJxqKpn2/NXu0x2NjR3a313hmdHZopyUW10PpJybNlRwcp3nhs2R3FnLORn/191rSJhAe 9HzQR3Xw03+LAmvW123YhxOLVoAG+GiLB3ELuICz0XPkwv97D0J58BZvb4cmIBZic0d3epF8I7d8 Jddn01Zl+WdtgiZ9qrd643V9r3cTLwiD3Hdz3pdz4VeDuLcUOBgqOugblMdAxYYcx7YcQVhEQ7iB 8vd5oLdvSZhi+AdwU8dqrVZW/+cohJdCXPdIDzZmEZZRtdeFXjhMNqRU5pdcEihaFGhkwvdMHRdd nIdEHLgOygcYfKaEIphqphdwONJYMEZ9e7gSfeiHVniFqWFzidc/35eAXniIShGGWDKGptKIxGZ5 Plh0wxcNSlaJloh81ZQicmhqnIhqpfeJ+rd/JziKpChOPHWKhrd9t9aKlvOKhhiLKzCL5FdpliZk uJiL6nf/eZEId/T2aW04HZ6Xb5k4D3lHh6THhHa4jE8Ihc7ofyqYdX04gDRXczEogxOWgCkQizW4 AtvYUQ54Yd/YZmUIfMb2g8g2idChgeq4dCLnXyQHgiZHNCjHGCpXj/yHgiKBdXzIglWYfQS4ijkW YdiocwRZkAaJkIn4gBA4eeH4e2eIhrwoieeIjtGhdM2GiUeoifZ3f0u4Yk3Yd8zYci6Xj/pokrn0 h76FhdWoYw43g+f2krdnkFzZCLSoILa4FQ3pkDq5k0C4hnZWkUHZL0PpjpsIj0cpI88Xffa4EXro lCUJleU1jf74j1cZkLColSrAlV1JG90oPWGZLmOpi8Fn/4Ht536bl4779YbsiJFIqJHHeHLJaB6n 52Kpd48pCI2R5XpRCXtdR5XVyJJc6JKCOZiEGZNzdZjAtogZdpOZlpNnkYYbgoEZKJmTWYTD6DNO hw+jF5d/lpSBBpJVJ5IjiZd56WXelor9qJJjZpWKh5W81pqvSZixmZC7R5uXhn6O+Ijk6Ji96IvF Z3xECJzzF4cfiJlw2YmbyZl3iHqf6WqBJ15dBp0niZKxh5pfp4VbiJ3ZKZjbyZ1fKSrgCY62eZvj WJ7K8Zjo6ZM/GX/C2J7CWYyiF4LIOJ8M0ZkCd5/4iY/OKTFUWJrSOZ2WIogHiIDZqI0HypUJmiUL ypANiv9xjPmQZnmWvOlx8GeheWGElkmUcxifmimPqlaf9lmXI0qigjd4ermXUslCgZiF1shOhUiD BhqjhCmb61ajwnajOPqgjWmePNmTkfmjLLWWvdKOwAKfU0ZlSDmPTrikTJo4haafo0maUjqlVWql g7iarKmVXEqYLDCTkQem7baYZFqmEZp5kJmmFbqeQWp3Q8odRXk7xnmcSaqkISqKdulQpWiiUSqA tHaafcmiYUegA6mdhboCLBCrAqSICxmmYlp5OWohuskWa8iGk0qp5SCkz6ah0baRnqiMdWqnIQma oamne1ot/Yk//wmgDNd9riioWbmlrxqrsro5tJp2Njn/OiTVqLq6q/SClhT5m+wJh8SYkXD6IvE4 p8iarJ8KqngqqqLZenxqqqc6ldSpqqsKmC8Kk9vKrYcqMt8KrowonkSGmxcCkWookRNZiet4kcP6 nhtqrMdKn54aind6r01ZosRzojJnmoB4eIhnnQPKqq3pmoVqsNyKsDTJIBHIsELnsK6yoxGJppKq nsC6K5Z6se6asZnJkdQ2l3S5rKGKr0+6gvvKryZLpQtHFNZ6rVmarYT6qrAKs91qJQlbk+F6NuM6 Wuv3qGcaqT6qpm54oeyaoUNLtEZ6pPLqkSDqsXd6l/kKpaW6dX46tVQroFbrogO7gFq7tVzbAl47 s7tR/7PiOoEUUoHsB6kTSqFJB6SViqHXVKRxGq9zy7H0iIf2CrL56ax6y5/RukJ/mpotKrBaqq1c yrXc2gKIeyWJWquLeqtmmKtlaaZnOw3+5JvMdolCealuqbnwKp9Hi5wlaIJMObqMs59RE53+iaqp qrqru16BmbUFe7iyO7vjorhbErYqM7bkuYs6u5s9OrHAC3KUabFCS6TG2w/+lryd+rnKqrRNGhIk aYr7yJf/Cqiqyaqtqr0vC7vdK7vfW7shJb7j67jFAblm27sTRLk+u7brWpnvC7/GqHebynfJCbof m6ek67Smi6LTS71AwYoqG7iC27oEHKOwG6sHjMBgo//AClubNouTupubEIu+aJu2lWu5wRqcmfuu x9uhSDqvH3y/zbi0UhiNJNunKYrCKeyX19nCWPuShRvDM9y9NayQN4zDYuvAD1y2yCChvkvB3HB8 bIvBGVy88WuUxunBS1yvdyvCz6uvJSzFU3yy1Gi9AYu92avFWsvFXUzDNwTGYcygOazDZGvGxnCB P0yJ69t5FtmB7omxxVq0I6i8WCaiovuMeUvC0GrCLpiSVWzFLMy6WUzIBWzAh4zImGTDo8K4Y9yw OCsM5nqu6au+v7qm7eu+mfy2T8ehciuXnpy0yxmFIdu0T/m0s9a3fks5gHuN2FqgLwzDsBzLsvy1 NGv/y+pCvo8LyZEsuZPbsxWslsLLlsQLMG+5uZzLqUpcx3b7d8zsvFAcxdEszX8coFeKpVjcyjC6 vTDLzd3rArOsyLXMwOFMxmMBwWeMxr9IsZc8vG8Mxxsct51Mp0rJvM3rpM78nKVcsn3sx9Rarf9M iFeLzdm8nTHMAgYtuy6A0N78zefXyO9Glrsbuec5we8XxD+7M+xaxBkNz8ibxHTbsfW8zMzanKNM ytHbgtJKxSsKyADJyixNkFu8zQY90y5Q07wBzqcizmUMoRHMo71cKxTNpk/Wlm9a1M1Xh/O8vCB8 x0w7ws8MzZHSr1LbzykbqCud1QP9ygUd014907QM/7YL27jjWdZmfSbm7NPo/CZCPMSYG3qbzMFH jdSDotSGErp4nMelO9J8fMoqGhQreb3DNciu/LqG3NWH/dXfabtAx4M6zcPn68PnPNnaAJTrzM4e SMzEacxGy9mdbb9M/NEgzXp6HNWni8qpDMCqrVmsPdiuzb2GHduy7Y2LbKM4ndO53Da5nSbouta/ 3dbt3ESZOr/GjTCg+Nn2irchzb/6zLdRm7r+vMKrvNrV7YVbjd3crN1ezd3dbavfPabla768a46T 7MtADczBbNHBfZlwHdcdjLRLqdzNitcAWN/2fcImXb1WfcVYrYCuq81cHcsCPuCzSdu9Z9vhLd4L jv/WDS6EamvB1kHEmF3MGuuhH+rZCyOi8s3hHb63H27aVI3aAHvV/D24W1nIKa7iK47YX7rAN83Y uLzDOTvevJzWvvrL6hzhdeLW7rzecorM9UuvS83UTtzMRE7fRl54fI3ffx3AAS3Y/g3lAC7lU07l YqiotY27ufvIj13OkT3RNx7mbSzM7SrcLULcG53m9Lzmt3XXb06qer3XUdvXJ/23Kd2SLtzaKL7n h9znXv0COQjoL467PeioEX3ov5vo6prjQTvhGgy3Gt2RSY3cnhnfeDyFcS7n903nnq7f1izArkrQ BhvTMm3qL/Dsf27li33LWU6uO83TDF7jX/7gin7/wYze6LeO60eMxJ173Ly+5k2cvxsu2lDt3CRd 0pwu4vkN2Mh+4qO+7Nnt7M+O6grq4jso6Lf9sFze5dq+7WvMxt6OyeAe7jzOyRtr7h2tnOmu7k0j sgEItfAe7/874it75wPc0q/50sxu6jO979BOo/5OhjCu5Vs+4ztb8Ok665Z92cP56D1Ov5JO13WN v6EsypeO6Xtc2lMd4vKO0sYO0CVu4qJ+77E78vpu8vxeMil/iwfOdjH+QD1M3hKr1pUcjIuu8AuP 0RUux5uN5nOtzGxO8RU/30Af9Ps87Chr9PTu8S3734UN208P9VI/9WLJqISu4Nie7Wmsxr2N8Jc7 /9Q7Ptw3j/O7ruaUruFO/dRFnunCnvHEXux2TvfJft2k3sUk7wJQb/Jio+r/XvWD/veuDtk9jehg 3u20TvPE2vCaTe5mP8+f7OuWzu5Q/WX87NeYn/mC7OSNZ/f4nu9THvp6X0DSLsbULo6oX65ZT/Da npYyP/NubOtiL+4WPsckiPYTP+TM3e7SC+IaH93SHchNHupared3H+Akj/zJr0akr/IAf/VYX440 vtu9KevBe95u+taAQCE4WFFoeGhoobioeOH4+IghOUkpmXGJeamxydnJuQEaCspBWlragZqqiurR 6ur6ESs7Gwtie2sborvLuyvyC/w7MkxMTHKMnP98XMLc7NxsEm1yQl1tTY2Srb2tneL97a0iPk4+ vnKOnn7Owt7e3gIfLw/vUm9/b/+iv8+vDzMAMCCBgQQLGhxYIKHChQwbLjQAMaLEiRQPWLyI0SKC jRw7etyYIKTIkSRDKjiJMuXJBSxbunzJkoHMmTIb2LyJ86aDnTx77nwANKjQoBCKGj1aNILSpUyX SngK9emEqVSrUh2ENSuirYUYMYIEqZJYS5kweTq7SZQoU6ZWuWX1ChatuR9w4eqFV1ewYMWKKfu7 7JlgadOuGT7BLTEKcIzLOVahLvI6d+/mWW6BL7OLfpz9/Qs44KBogg5Lmy5AMbXqjKw1fnzNsaT/ bJEqa6+EiTsmTZo5ezfwCfzn0OFIiydtijyqcqvMJ2R9LogrIq9fwToaW6lsJrSe1K5lS+qt27hy 6cqyezcvr718+w4DrEywfMKHDSvmxvjbY8eSI1OufFk8mmXWWT8wHPhZaKONdlqDD6kGYUStsQYb bLNdaJtKuW2420y+9RacT8ONaBxSyJ2oHFTNMQedVtIdQl0j1l2H3STaacJdJ96NAl544qVCXnnm 1YUeCOr1wp4w7r0HHzLyDSZNfdbch19+KexXTn/p/AdggJgNeE+B/CB4IEALMuiggxGuOSFGFVp4 oWwZprRhbh3W9CFOIfY0InElGnVicilKsKJV/y1i9SKMMc54QY2U3JhBjjru2CMHP6oSpAdDzlKk kUf6kuSSIzSZzJPO0CdlNVR2Y+WVWIqj5ZZceikPmPmIuQ+ZZZ55UJpqrglhm26++VGcJc1JZ50v 3Ylnnr/tyVOfQv15VKBMDSpVoVMdimiiFcQoo3WOknWjpGntuEGll8IV5Ka1dPqpXkmKICqpgZnK DKqpIrbqYla+ak6sk/1HKz221oOrZ7rCwKtBvjYIbLDCukZsbMaShOxtyrrErLM6QeuAtNNSC4G1 1w6q7VXcUuBtV4syOi4GkJp7rneVWrpuppq6C2+8Icwr6qj24gtNlPv2m02rAMMqMJfsFPzlwf8J v7Awgg2T9rBpEa82ccUeXYxxxhsve6fHNoEcsshAkVyyyUphm/K2K7f87cvixjwzzeiqu24Hmbr7 Lno+/xzqkvbea6q+qSLdqquvCjwwZVBHDebUVFd94NVZa711RRMf4HVHYNOWsQJjt8QsA2ajnbbI bLdtMraEprxydN6CawHM40Iaqbnopttj3zoD3qmnn85Lr+FDE12C4lIy/u/SkK/gNNQHI5ww5mQ2 vHlpnXvedegIjE46sqejXvbqIKu9Nsluv41y3LXTDS6jje5ert6U8n3p8DwXOTig1Wt5RHPeYZDm r/wsDTJNq17BrreZ7GnPamfqnkO+N5HPiQ//JORLQOnOp5sOme1Z0GLfA9j2vgjATX5za1n9ZhQz meXPd/sDT9/81i7iAdBnAnTP4UjAPAMesF+Nkx7kHPhAqU1tggeKQQwWZMGGYFAinwPdBjtYOtOd L3XqW5/aXvc+2bGwhYnCne4cxTv91ZAtwvvb/3Z4vB725XDMa57RjkbE6AFsekj0EgSXyEQYOPGJ ookiQ6YoofCJr4MeFBsIO9bFPZkQhWGMH+3IWEa73Q2NM5TU3vj3Ize+0S4BLJzySFVHIV4DgUoz YqycxgLrXQ+QTBwkIR1mSIUgEiIavCIWHbnF9HkMbZN0XyVTFDfnYPJFL9wkJ7VDMw180oZt/yQP 4IgkOB6aco50LOAdF5dHPWKJj7OSpa0sF0hbOhGXuUTNLqu4wfGRL4uPhKSzWMc+MLpNjJdcJlfM CEP8dZI7vwOlePy3qeJpc5t+ISC+VLnKcDbGlVqCpTnPKcFaqvOWBGhnQnZpgF4u8pfmq6cIIxmi YlIrhSvs56Hop0mw4G2gBF0jG3OWw1GmJ15y5CYqg/jN+rBSnONsYDlp9ceMTnCj60SIR0Eq0tAx 8oMm3c0IiZlPY+7TktqanwtjGomZQlONajHoQXOaUDjGkT0DdOiTIDoliU70cUc8KlKVqFTMMXWQ HX3qO6PqNZKW9HRcHCZWXUfJ2LW0ULVj2f/tmilTgY7Vk9O8af9EOSSF8rSnxnDrW4MqVLnqh6L9 sWgS8SqmQApyr070qDsRCdiKTRWYhBXmPb34Ra0qFpljfOlXqWM/sZYlmpW1bCjRmlm1Homznf2p N6OxL36JNhyklYxp74raAqmWtYP0K2wVKVXBZgiEC7DnbUuY1ZUeczm9bRFMgRtQyW6HrN+hJk6t qcNsbpatp3Ru4kA7xFUVcY91JdhFB4ROjXI3BjLIJVRjSyzxjjeYtv0QPnOr20Dxs6tezSRYafTM yeaooMG7L37Tqty8IK+tTUolgO0zXcfR9ZV9DFBScbXdBctgx4Z8sLDiOdvB1vakhkUvhv//xFKu Mtaf//wwiGuUNxrazKzjQa55erbfvQStm88tDDhjvMACS+7ACM6rXnW84wZb0MdtArKEa0Ne8+bp sIhV71Z561L3/tYrZwzxfKVc1hKb+BXXxPJatdzfFnc5utKl0oBnTGMDn7ZytNTegp2YZh5vjs1t Huk8qTpkIs+Zzn3S527xvGQmTweyYZHvn0dc3FMMmtA63elymSs0//4XutGFngKr658aX+bGqU0n mjOt5odxujVu/rSQxyZnC+O2zkheb1SS2WEP87nP2IkyZacs6OOeGMWkXCiiEw0YF/P6ywIm6n7E 7I7JEVu7xuYustOctWVTyJfOnlOcKyxt/yNTu0RJRnWqfftY+DoTyjRFS6x9NOtWFDrFKmZoc3U9 nxdHtN3u5g+8u+TH7NJ7qZe+N77TpO99h7ff/qawqAMu8FIn1lobPjjCmcnqsPr51TW1qawva+W5 aPbQ5/apohfdazADWx3XDbnIOZNje5v85BD764/5PTpQh5o3KA2OSqt9Z/bmGTrv3XZ8GS5iWIPb vuKOy8T1S3RgbNmzGV/383w9V0iX1q5OxyiO683aqWf6V9+9uqezTltoA9w3pJa5nU997bGTfc/V WXi3G36Wh+Ms4jurdS7M3R4fcnnXXmb3fR5dVKOOedJlNvPCLs1gwe94BqdJeUawDjZ6uv/cqkWO OYlmruHFrqixlK98ZHduFkAHmu1nDTothn5rizMJ43Uv/d05nvfUV1TYlpl3Z6IeeNnPnvbes3qn D5/7xG8s2oyftrSAH3yDD1/Vq1a45cXibbUvn/lvwWxy4R59RWd08KFu1hdg2AcOYaZ68UZmmlFp lnZssjcDE1h+hXd+K4d4z7Z+iwci7ud4YAd5KiJ5z1F2xtdqroYjyhcKVFZl4/Z/5ZZloTeABIh0 eISACUhgCwhyNvZ0UKdgUieBE0iBh2R+FyhbbwZnu8d15+V7fpJhKCJ8zUF8CWd/J4h2aedwmldN LkgX0KceK4Zuf1GAjIZ3OJiD28d3wzb/S673ehEoeEIohERogRPSbBnYckrYLEyYUukFgjSnZPPH LSW4CMGFgr2jgjwSbs3ndvkFg3GnJGEYH0Bld6GldGe4d5KGXX5XbD+4V+I3fnBIfh9VhMyGexej dYr3cjC3h0dGcNYmghxGf4pShTqHfIb4bfvXFltIa55nPI6YPKJHd88AV6oSYzL2bh/3NA2IDwlG cm5ocqAIh6I4h3SIfqZ4ispSWHq4iu8Hf4LyhyySbdIBUPeXHfmXhT4HcW23iOTWiF+Ia6NHemRY iXpnXdw3D97ng5zIVJ4oA9AYjbZ3EXWYfhqIjRyYE433e4/nh/InhbGYCE52P7VIXOiY/46KuIvs eAulxF+QWCqSaIAwNo/ad4mrl4mU9nf6uFH86I9wCJAUg4HWqH4FmYrt14RO2IfxJ3Y2p2dUaIK0 eIU813O4+HNAt44Y+Xm++IszmG41aHqKgXrHqIPJyHoO+IBVA3ueuJKgOI2k+JIwSZAcwn4HiZBD YWoLyZCGEo5N5mTCNVyHiIjGZZEXeWWG5o7Sl2tH91AaF1c3SF2WWI9p2H1reJLNGH7il5VCSAM0 MEUQ9iZBdodb5yFdBxxf14phF3kj2C08OYjcNhbmeI5COZRxKXGMaGsBKINKGYlMSYl8aYxQiYYk 2XetN5gQCIRBeJiJqZjfw5gVgoQaUv9VS6iNk8mHlRmC2QKLgVh84XJ8EklfK5iIotl5RtmLdbmR qJma8Zh0rNmaHheVsaSMYVKVbeiM93aYiImbnQNP1WgsugeZkRmcwjlwxImTOQmIyKltZrecl4d5 k0KRuiiXXUiXFVed1ukkHimPrKmAkYaJPNiDYwJ4nYiV5Ymb5xkxuwknLGcb/zaTHViTZPmEUHiW aGmf97mZZ6efbemWN+Ofo8mLGimADUV9UDKJB+hoHcedr8mAU0kg4SmehWmbWTmhFMom4BVYGJqh v+me78knw2kcBUefDemQLjOLT/aTyZeiz9l/zvd8FIck7wiP1XegNWqj5EBOC8qgJjn/m1ZZcoZZ njMQpELKNUQaYb2ZLO2Zh6q4jR94k94YoioTpeOYn53pmd2hhZwXnXPJpethl3dJg6q5mqc3pmTa nd5ZkrI5coQJoWx6m28Kp+BjhEdopL6Jh6ojmSLCpMXhpJd5nDtJosoZqPi3n/wJmhWZpVwIoABI nacJo3iJnU3plJEaMAqao5W6o2yoK2uqqUDKqZ1KRXI6p3b4mKjIe72Xp3rapK5onDo5ea3qqj55 okD5mfUFl9D5du0ooAN6cbwKptkppr9Gj38Jm2dqqZd6ZuOJbG3qpsvKrCFlocVCpyiBpEmKp17H ivIJon0qN3+ac1QqqLFaM2uXi0RZ/5SIiqt4gWuMupSOSqO/6q7vynT2WCuCuYmYuo8Ruqn6yqz9 6q+hWqd2elUemJB7yqeqqq0uopnd6q2wioXh6pxYugr+R7Glmatyx5EdqbEbh6BLJytmqoaaOLK0 6aNvKKEoO6EZ5KyNybItK63AOWodOjIKOZ+vWLM2i3NryZZWeoviGrESKyQvKLQW66XBeCp6SYza qbRLG69Ni6ZPq6b2mmn4SrVBmkhXe6HQOmF2SqpKuqTxea3Fma31eXPiCJFni7ZBOasryqJu+7Zd iq7pmrF5OaMbmxit5JfBBpj3KLL0Wq9RO3VtGrhBWgO8RLiFO5DRuoEbKpZeSxQfOv+zYju2hJCc ucOZOouiaduz/NeCExu0GQl6RAuMMSqMdNto7WqGHou3wxqbVGmsZIKsP7qSrzuhNRC7Kvs1WQuw AZu4iiscBYuq2Do7q8qqkmu2hTiREBua5EqazIuULKauMvqRIEm91euaOLqDejuv34eSKZmsygq+ 4iu+5Gsx5qsxW8u1NKm7J9SNTVFzkBu/aomfr1qODitNhcq2bXurFcu5L+q5Ymig7AqpHSuS8Jq3 qNugufKgJbvA/gi+uOnAD/ypz2q4STiqL3vBGAy2B0uzHEyCwUuIzHmlPospWsopiaqonYuxn9ur 15e0pfuxTBuYTqu6fcu6zzi1O9z/wz7MlV0ZJ+zpsqW6uIxrIu7bXh28FYBqhVWagsb7lmurjiZ8 wptbxVb8Qy1sgwE8WtZ7vQX8xXsbxsfava3rumZ8xmh8e+q5xtdYJ9nYtRdclmHru1A6ovL7wXfc sDtLqP1pqPmrv6bpvM/bqKD7v0j7wtk3wDKMvQZ8wAZywwqcw9C4w4k5yQ6scmp8yV8JlrirJzBr kwaLxJ8MynRcx/PrxHoMPFAMJFJ8HlQMKoL8pevqq6MLrEwjrIpMw4yMwCSLw96rw78czMI8LJY8 G2xMwXc6sKbKvnFsmc4soqHswaPMsKUMrpmHypxXroC8zdwst0UTugA8y7R8owQs/5XEuow8yr2P TMZl/Lrt3MPvXKQSrEWI68ZvbK2Na5ZPCo4KO6X/HMKmLKuXm8q8OJ3nqqsrfJ1ZrMUNfciIHDkz HLI1rDDorE4qidEZrdHuLJBeebhtTK0Ee8/VIsdzvMQ3K7zkuNIBfcqzunl9nLmae5S+yL+vbNOi C84wXMumy9M9bc75CLVjTJ5DHbhFLb42YANWBM9ygsmZbJDJXMQZrMHfuM+R2889qdJVXbmWe7x8 jL8tGoMzfcUsDMthitM5XdZmfcu4XKxp2qNs/beR3MBwXQNybQOluJ53bSdhqdeczNdOEYUnzc/R nNIRicd5bNiHfb/Jq7xCF6Bwa//FjW20j+3CHOvQD23L5CwgqXvOQG1LQn2ynQ3XoB3axIwhMYnX yPwxe827fY2wCQvYgY2zsB3b9YvVmFvQq8zKj0igBXq0e7nFOk09p1vOuazLyJ3cJsvAzK3Rzi3X 0G3X0n3M06q+rQPHTp3Pj/vM0CyLKR1Dg3rValvbtu3HuI3CgazCvN3bn7XQsgzcwS2p3SlvPv3T q6vZaQa4ktzc+P3cWOvR6Ju+9WzP3Hjdqu3XVTGF3NrEsW2Ls73HDR7F2IxNEX7QjE3hiBPWYr0N pMveTSev8G3DCTzfvQyKv0wDnv3ZJn7itIvURzrEIb2+AQ4oT42ZwCvVw0u8Vt3/0rSt49dsqxBu rjLdyrvav9ErvUNF1o+BjJQq0eC5vU1k0Rdd30Rd1FQO2iheu7Yrk/69ydUas8zcuwTO2ttdfwhO uTeO4yz4szze4wYtL3Y5yOmt3pHdlzE83HaevZfNt5mdqVLr1igr5YAe6K/hmITe34ZuwZLU1AJe 0knc6Ab+kK8d6ZIu0AOt1Vv9x5hOOLvdzf4L2Rku2ZOdyMRtMB4OfqeO6n3+1p7N6q1evhKsobI+ 60zN5ccx4O8Lv1FN4yb6rYXNszl+5uxy22pO7MU+4ZsOy7Fct+sN6l181sUNxscN4tIOycvt5/d9 7dgewYOe1PO84iweLaeKz44L/9XkLsr+7N3nLtuTbs1o3u5b6uOZjtDQq9D0Xu+evp1ZUucdvu9q 3e/p/O8AT7WrPvAE/+oHX+jcnruo/eLwE+N+2tqPLtiDbSMK/gkkHOyHOuzkzebmfd5ARMjfXOTh zEDj7OyUk9YOyuSDpNzU3vLW/vLYHvNCrNT/TZkkfeuMnusQH/ElCsKEXfHpXs3IW+lprvFrrtvx fuxzG+dluOx0zuHfeSt5vlp+u9ksn/V/vvWgfQMcFMRej/BavuUuLrPYbdJ/retSCun025zqntXB Pt5dPbRtTtM17c1MzyrhXKb5/uxTT/Vr7e9tner66vKFbwM3cANdr/gzX8Ecav/zRwz5kS/jaena Ej/xY07mD+vSJSzs7k7sF1v3dg/y2BCSzI4OSG7ZpM7vKR/U9P297Kz1hS/7sv+vH/31h+7tjq/o u6/Pkm/23D3Vaf8oIjzC9rvuOAT3U7zxHM/Y8k56zS/nGr7hEC3qSQ4ILoKDL4WGh4YwiouMijGP kJGQMpSVlpQzmZqbmjSen6ChnjWkpaakNqmqq6ypN6+vCbKztLQKt7i5uAu8vb6/vAzCw8INxsfI xg7LzM3MD9DR0tEQ1dbX1RHa29zbEt/g3xPj5OXjFOjp6ukV7e7v7Rby8/MX9vf2GPr7/PsZ/wD/ aRhIsCDBDQgTIuTAsCHDDhD/I0qM6KGixYofMmrcqBGEx48eQ4gcSVKkiJMoUY5YyXIliZcwY8Is QbOmTZomcpo4wbOnz54oggodGjSF0aNHVShdylTpiqdQo0JlQbUq1RZYs2rNOqirV0RgCzUaC0OS 2UeX0srgxDaTqLefTslF1aquKliwaumVpavvLWCAexEbnKxwA2eIl01b/ACb42zdIoebbK7yhHWY 0cHbXIEePXyg+4nGELC0wdMaFKp26HCi6w4XY3Oc/QGk7ZK4Q6RM2bK3zN8kbgrHqfOncZ5Ek6NA irSpc6dSo1udvrV6C6/YBYVFRHbsWUlq07blBLf8XLl27eLFu7eWX12B4w8e/2a4cGJnjBc/xha5 /2RwllWW2TqcbeZZPaDlM1o/pQGE2mmqJcRaa69JFJtFtM1m20e54babSr25BJxMw92kU07H/aRc cswl9VxT0Uk33VXWbZXdV9sd0h0j34EXXiXjkVfeW+eZkp566+XVXgLvwRcfYPMVU98x9+GXnzT7 XdOfZP9JEGA5AxJYoDsHIpjgggw2mMGDBkW40IQcVDjRhRhluNGGIXU40ocghjgiiSXWdGKKKq4o VIsuvghdjFHNSGONXN1ISI6J7OhIj5P8iEmQnQwZSpFGHtlKkuy112QuTwITpZRTHlblM1dCk6WW W3rTpZdfnhMmO2PGU2aC9/+g6Y+aa7I5kJtvTignRXR6YGdHeIKg5558hsjSnzMFKmhxhCJn6KGI KsoUo406ygKkkUqqHaUvWLoIpmhpuimnnooCaimiskLqeqaeqkCqqkbZKpWvOhArNbNCUCs3t+ZK zq6a9errgcBeIOywDRp7kJtwPrQsbHQ+C+2G01L7obUjYJuttifu1O0J34LborhLkTuVo+imKym7 YrkLb7yactppvXHdm6+++5Zqi7//AuzLqgO7WvDBsia8sK3/OXwZxBRI3FmZFlR8sT7Eapwash1/ DFGzImcUbcm68SkCyiq/pC1xKL4Mc8yIGkWzCjbfPGPOWKm7LrvulvWzvGv/CT0D0UUbffRdSSvN F9NOCwb1wAUrdnDCkC18K665ct21xGBXbPHFxBZrLLIbpP1xs86KHK20JcuNcsoq3423y93GXFS4 fwe+grnn5mz44TkmrjimjDdOL+Sj3FvD5K5Uzu8smGcejMBRd051Y1ZfHUHDWnPt9dcUAzs2aWqa fXaEHcc5e8htvw237tbWHdzdLdOb8JZDPJoZz1yEu47heNYuny1OXo57HPVoYD3sZU97pWJa07y3 uVZ1zmBUA535ztel9KkPdalz39jKpjHYye5+F2pbbfC0P/75qW6+G5QA+da34h0QZ4RbHgMT97MY MC6CE7Te9SyIQbzgAAdM/+pe5lbFgPCJ73MivNroTAgxr6VQhcJqndlcCCe10S5/+puWDW+ILd+V QIfBE14PfWgz5AVRiIgjIryi57gJUrCC2GuiE58oxSmCj3NTC2H5tFhCLoZpfV8MzQrjN0aOvVBO bEMjyWp4sv7hEIBwJNQA52jAwCHwjuoaogP3CME+JlFygRTkK55IyFN573vzsWIisTirEaKvdCfs FdjCBsYwUvJ1aCujGfFnOxrmbo0t8V8OufUyOZJSUcY7HhCVt0Ce6ZGVQXMl5JRoQRvI8ga0pKUt OdjBKX1QkYus1RYdZjov/kpsrGMhMul3yQqdsZnOVGO16Na7aeYtjjycGf8dyWVHbnaTUs57YCun Rz1yxlKW6VSnX265gHa6c5exyiIjs+bIAUHynmeaZMYqyU9lLiuTAL0NJ3dD0IKyLJQpGmUBxfXD waFyZ95cJfQmStFxwnJy50RnRmvpJHbmEpEgzQ/oFGa+X36pnihEqSTzudJ9tpQ1agNZDDUpU4EO lI1tBOVBEWqovqVgoQzdJrrwmEdLFfGI4iSaRS/axKWmsy+3pKIuXwXPXo6UpMDsYlY9ozqVdpVN yXQpJmFqp9vNlDc1/ZMbcXocnSq0lHU85Vzp2rxv9oiPQvPjXo+WVL/+dReBPaQHoyrVeMqzkfRU 7GI/U0w06dOrCumnP5n/+aw0mpWmnrRpoAJYTWt+lqemlCukSFtau0r0R0h8JajK2VrXanSDhnzq bGmrH5GKDrdXDeaYholPrpqmhZEF6zLHGlOQXBazaNWsWoHH1hW5Fa6MEu1oUxlU64ITu3mt12pZ i1Hvvja2sq3PO3lp2POiN0BYFaZWt+rb3z4ovvJ9KWUzZNlndjK5+t3vDhPKnL8BLrrStc7yXFBg A58Wr0XVKyCRek4HZ5SjHpUwectbYQtTpqSZOWn7UuregMgPxA0J64hJHNDj4tc3n7wpNUXp3BYD WEY+dShQ67qjuxI1SKo9KoMb7GNaQpgwUCUshbPkywtbJsPrjSQ+3udh/9SQUVnzlQ1Z7WviE2NZ uSXibGdZ7GXowpg6P72RKm1843CmtqI75rEg27zU8Ir3o0PGknm3NM/E7sqeS2Zyh48JWUtKdrjE pXKVOwTNaCI60VvOaZeb82WpNHTABIaoab+D2hwrONP56i6n0+m0IBvminN+TJ0Ra2qTopqxvV1Q n/3s6hCLmL7FnTWtz3rotGp5rbpmdKIcHdcwA1vSNe6OmS1tbE8hO9k9XvaPU+XsZEw4pKMmtZ0F pN4CsTfbo9l2m6DsMRgKur4cKjRy8zsig/KXy9/6L2hD6+7pPlTYlCb2mcej3e0ykc36pmUOniTY OFepsHQ+7JGrbW0Np/+aw9pWeEEY3vDJxpo2JbZynyj+m83metHq9luvyxXj6sw43vI+MILrPaQF i0rZKX9iDlYemH77O9SiLvJtqZ3eU1+bt6pe9Xvh+1UKOfwiMjSunmotolsLh7n99e9OsfloqySQ utsZtsjpjeaSn4e7+c46Dra+9a5H+NnQvtJUpz3zspvd5jcPlmOdzPa2RznQcB90xIU+dFvb3URH R3pbr/mibArY48EGeZmvG57sGlXN+N604rXOeK4/zesEA3vVbOsfq2K44JzR856bzHngSki4rvln uMXtIXKXu+IWX3HG9976vvtdzGOubsjNUuzCYxr3R8J61nvf+N9/GtT/L4e5tKs6cIJfHvNox3nO H9tqz/fc5w83fWVFenODYim2XIpWKEn3VhvXbpAGftkxabMndWphe7dXJIiHcinHfoznfnA2XnIG cMRXfGR3Z8hnIMqnIMwnEJ23Gq8GawFYWdRXEnJTgERXdCqmfXrHfc7hek3ndB8nflFHgeKRYPZ2 b1engRvIge3XciAYfyIodiRYgvZ3fwa3YctnTKz2Yd3mbTAYg0And7lBd3V3gAiIbqq3es/FdxzX cTIGeGARUURYhFRnHuiXfomneEzYgcAXfFAYhftBeeGgNVtjhVeYeSqohWvnfMnihV+IIaKXJxJX eteSZWeIhsbhWY3G/4Zt+H0QiB0SOIRDRXgkZ3hzkYG6p4d7yHh9KDUhKHkBxyX1ByYnCA8Hl3b7 t4hc2IWf93aQCHGSOHdkKE052Fzbx4Mw0lMP+G4RCHXeQXsVaIRVh4R4mIqquIpb93j2EXm1NYLd UGqW90i7ZSa4KBpi1ILP94LRN2UaIobVZ2jXBxxGh4kKeIybyIkB9npvGIRhIYejSIpskWYmx1d9 tXuLh42sSAxR44r3MT6xKIuVF45JdnbkmIWK2HyMGDvquI7gJoObNIknkVlmOBx4h3H2yGvs5oCe yIyg6IyNMG9TV4dwQY3poX76hpDsp5Au15DRNn9GFpEmqFt5hoWJqP92GLmL/mc/vlgnwIg7BGiD 8SiPxZh3LMJ6z+GDbriP4SeEZAGTtSeNdniHNamEN4mTvUcfO5kY8ueTY0eF5oBnh4htCJcmW8ht SamUAAiG7TiDJEGGvGNu56aDO3iP3deJK1kjT0dmE1hpACkk54eBJ0eWy2aWjKcDOlBFg8WTPckf 9OeWbymUQymX+pdwdWmXLghoS1k7TQk3cQOPlXh6NlGS6XaS61aYhvkoLIkjitmV0EiHMkkkYokk ktlmlFmZlpmZmgmL3sgwxheUhoiCRLk6K+g6/ZeUUvZzYfiRwmh9rwmYuEaP9TiYhNmDyniYiMmP /ShUjPmVl3aBkEn/kNpjkAdZnJZ5nE+YnN0ohRA5iEg2kfhXkRaZi7pomsEFfXPCjhwRdNs5cTcY E/N4cWkonrVpm/n4g1qRmLK3mIPXmJsgkO+pada4fvRZn/YpZK+onDEncwDSn2IyjvLQXhfpICx1 mo74GgiaoHzZl9xZhiN5dwnoE5qIkvhYocsIe1sZeOq5oez5m/YSnHVhk5NZnDlAovVpoifKGJOn oitKc/4ZmqIZoAIqoxmpkaj5bXqJozlqEsNoid8JoRFalcg4LuVZFX+HnnGYpGeBY0wKClZXjSG6 hCNKpToAecJHPsuJNUDpnOL4ny8Ko2EqptVZoBtpITc6Mto5bq7Z/53YN5WzqYbjSZ63iZvnaac6 Injkp6el+JiHF5l/WpaUKagkuo1XiqWHiqj8mVvPCZ1fqnnT+WS8+H+PyJQCSGggCZWm550k+aNA sWsTCqqhWqexx5XPOIeWYIE6NpAgWpDX+KqwWqV++If5maJtmaifCZrJl4LSGaMsOKYGeqAdmZ2X OoZrCpvbAp5AuoAMmJJEap5aCW+7Oa3/uKTmd63YmnutGqWB2q2DqgzcSKu1SkKeSYvmqqv5N5p0 yX8Emo5lGqzCKmvx+o4MGpWAwqlvCqefmoyhmjy5qZvSCrBKKrBt4aGrCp/xaZBSqrBUyrCzSmTi Oq5byqUtyqjEVP+O5liaEPKreJmXvziso0eAIrmpl+im4SmhSqevMaKP/dqM//qSvXkJ1npsBWuw 2iqiCYuzOvBvKNqzU0iuEpur73CLFnuxR5mxGut2Zhp6TNu0mJqpf4msPmqvy0qbzYqyzxppWpuh vEmtQAKWM0mTT5qHZMutZlufDcuzarufPyuRXRqXFQumRWu0O4e0SWujleo2aaqmfNu3UHuJgqkc VnmV3kenn9iSiJu46wmzAWmK6MGqYxu5ODm5grqz0/CQ3ziLbVtzQuuoj0qdkVq3vXi3S+uRA7ig V3asPYp6qTe1rhunNTOnojqqR5qe43eqHNqhunsKqNi7riq5wEv/ufjpsPpZvMarKxNri+jKZ6C7 MUh7ne+6lx9Lg/Pqt9grtdpLFBpntWBWpFl7uC3LI11brYwLnE6KNMNJnDfbvlT6vpYbiFpKOkAb tJwLoLxqlHN7tHcJengrvcTqtE+LgySbicxatQjMdFlpI3DIHabqIyOXu6p6iryLQfJ5wRhMojuA GA75sBDLtse7uSHcqEQrt5DavI1ot0rbsR67wtRLiTy6usmavfe6gEtHw/wKhNGKpOOrwzE5sAQ7 s9kKxLsnpVM6xERcxM2wlo7RmRFLv25LJve7eVFMt1P8vFWsmiqMxfK6o6rLxX9LwF/sqSfbvbGr skYavnd6xpGA/6qpusZsLLZu/MZCLMc6sAOiXMebyZk/mbnHV79vG53purzMC8j1g8LRC6+GfMgh a71S+cIFbMDcC8kqOcYXesOliqdonMYxe76hQrOVE8RlO8Si/MyeU8rWIIiorKhMfK6I2MrL66vW KcuEXMjBmMUhaYCKPMCM7C1g3ID7Kruz2xWhaLu365tqDLYfumbqu75mCcr1+czQbMem7LPVXK57 PDHZjL8Ya8LdnJqRGM62fMtbnMus27q83MsvFsmGy8BmrKEvK8+ZTM/1nIQV7GNwrM+Wyc/P7M+0 csriwKLqoGS7OsKuPKOSurGki51oOr17W7247MKBaYyCm68zLP84NRzMpFopxHzJmMzD7unDypw0 zMy+cmzS/CzNoaPSHqy5INzEQxu3/KBzoZvQ0GvFtKy3Oa3FiQzRbXrOe5POQS3UwEzUlIzDlpwp 5Ts0S727TU0qTw3VzizVJx2uHGzVV23N12y/0WnQA4rQNErFHLvQTinO49ygDqrLuywzawi7Ft3O 7uySDqy487KnkRO2fnrPCMvXGOzXUw2/lyu/SvwwqrzK2azNn3vQC3fCqfnNY83QDW3WZz2yPU2V JiukQ5rACkzGZVzJc21ESe2Yd42+P1yznmza7YvaJq3abAnQg03YWY3NLy3bs13Ciu28wFrTZ3rT tQyyOv3QPJ3/1hI90Y+8KIWr2czTwO/ywIvbns2dzG28zDb7yVFN3amNMA8Ljqk80OxT0H68rlIc yOPNkeVtqTiN3und277dpnqz1o4s3Jgd35Psr7XLtZ4tPaBdPRO8ClBa2vlM0gBe3QIev8yZx3qM vF4qwkVJmvl7LKLrzbjtv+cNwKnLphbu0xkuw8Pta1hrw0XdM0dN13UtQT2M1/vN39Gd4vq84lLd 4oFt1YRYi4bd3YgN3rW92ILc2AvNmgF8vbGprOj802Hs1uy8spOytZ0dsNGI35oM5fbcydtK5aBs 5VeepYLN0i3tok7M1RiT2GEu5g3urg9uuqdbgy283l2s1hhO/7VEvuG//L3GHdfDrNF5usNK7dGb DNIHy2kjreJ+btKAjt1b/tp8HNsJruBIOdM1yuiNPkP/6+MOrd6TTdmBy+Ztrk0WqjOcruTJXX4d Lep4zsnQvecISdKhnOpSjcTNqd2DTujKa+OInujiPbrkncLg/NiQHekVPulqHaSDK6eZLd80xtn1 HeJfe4SiPdrN7ru/i+rSzs884OK2eqtYvd1d7uWxLtO0PubfPss83uMmw7fE+NvAPRQHXORGPtTE 7uH0fSnwHsFNWuKUE9IOdupVnu/PzAMkv9ov3toxXtgBT+Pe3dVejeO2HdZibd5kvduRLdl2k31C buku5r2ajv/kxy3Xx77c5vvkzp3Xet3f0g28Iq/vJL/vd4zH/v7vvILtcwnFsj7r3c6/t47rES7h N7/Tkr7I5x7DQE2h6/zzQG/xGS2K8ey1Gr/xH03qem7vz47vTf/0Jf/PAje/hWjgcOu53/3H4b31 3uzY92XWDR/ROx/cGu6smS7J4FvsDbTkTI67oS7v8y6cpW7BzXzaTb8Dev/0fL+2AS3QMq7VjTWd r1z4ZErTDn7r7gj2xir2ve7wncrzwf5rHY7RyO3pxYz5RZ/f+PLcUu7s2AjtoS/Ko0/6Vc3qgh4x Vv/ELk/b3M7g3h77CJ/wuk375H777N34jn/pkJ/2kj/5vv//+/C80XBv58p+9FG+L3vN5/8d+s3v /FI/9dZ+7TNO419O+ICgISi4UWhoyJGomNjR6Pjo6CE5KflheYlpCbLJyRnyCRr6KUJaWjqCmopK wtrq2loSKzsba2JrcpKru6uL4vsL7JsyTEyscoycfLzC3OzczBItHd1SbX1d7aK9zb398g0e/g1D Xm5eHpOuvq4u4/4O7z4zT19PT4Ofr79PU+P/D/CfjYEECxq0cSOhwoUME+J4CDGixIk5Klq8iLGi jo0cO3r8uCOkyJEkSfI4iTIlDwgRWrp82VKCzJkyJ9i8ifMmhZ08e+6sADSo0KAWihoteiGpUqUY mjp92jSD/9SpUwdZvXro0KKtkLp2oAQ2k9gPnTqJOjvK1ClVql65JUErbq1bvOqeCIZXWDFjyvqq eAZ4xbTB2Aq36IZYm7jFL845Jscucox4lOXZu8wvs76AnGsc/FywoeiFE0ubzoja4sfVrEu6fq0y Ng+YtCPQpJkzt02fvCkM/Q306NGlS6Eaj0q16tXlGrIi2srIKySwk8aKLesJrSi1a9mOeOtWLq1b tuzyyot3L1+/yAIDHizNcOHE3RgvfnxOcuTK8S771wxgZwGBRuBoo5mGYESpLchagx29BuFIssVW m0u34aYbTr3xBtxQwg1HXFLHGZeccswN4txz0Ek3HXUeWP+HCXbZaZcWdyJ4twp4rog3C3nmnYfe L+qtx95f7jkDHzXyWUNfffaBg19++q3DHzz+YQYgPwIOSOBBBh6YYIILpuZgmRFGOKFsFdp2oQQZ 5rRhTx16+KEFITI1olMlmnhicylCpwiLkbj4IoyayEhjKDbeiON3OrLCY490/ZhLkMAMmUKRyRwJ TZIsLMlkk948OU6U6EyZTpVWXnlPllpu6U+Xn30pWphijolRmQ6eiWaaFNbWpptv6hTnT3MSVeed F+T51J4Z9GlVihsAyoGgg1Jn6CUygpAoKIs2+igskZZAHi6U3mWpXuppugynzHgKaqiikgqlqTCg 2o6qMrD/Wo+rr8Iqq5e0kmbrabjmqmtrvMLm668vBSvssMXydGxwddp5J7N67gktIdJSa20jhGZL 1rbdhrAoo96FC9e45E56brooYJopu+6+m2S8h4mqGL32QobvZPry26q/+MAqUMAEDcxQwQYfrFrC qy3sWsMTwhTssMQWW7HFHyq7rMbOPtvxxyBbS2ihhpp88rfghuvyy+XFLDOm7LbLqaefxstzz6T+ fC+++lrGr9GbIa10aEwr5HRpUEcttUdUV221mha2qfVuE3ddwcXKaoxciR177NzZaLtIcsnYnYyy jW/DPW6556Kbrt023wyvzn3TW6qpQQutKtHzGJ4P0p4l/z7Q4g41LtHjkEfO0eQlVX41m5hrPbGx x16McYigY+Ds6NJOC2jIX6Ge7bbcdpvy6zrG7ePsdduu6c2C5cz37j7//Pvgws9AvH4YD3kIUd4N mNc85+UAepKTnkiolybr3SZzE8ge5zz3ObGFr2x/Mh2L0kYytrHPde4DD/xg9iOZzWxIdzNS3nIH qr65gHeAC9rg9kW0AAoQYAQ04AERCBEFMvBBDnwgBCeUtcxZsGsY9B7oNsjB0pUvZCMLIaLaRsKV scxlsqNb7Vh4O3fBMIY8411j7NW/oQlPhwPsofKAGEQhDnEjRTTiEWVzPYktcXtNJM73oNin8Xnw g+hbm/8IadQ+HG2RiyhM4RfBWD/c4Y+MZdwfGm2oxhwSz3jHS5wP4fgQBS5wjjqo4w7u6KsJKnFz TExWBpk1NvF1cIqCAmH6rjhC7jTKUY864dwopUL6RfKFk1ySDGnIP8H5T5ObRJwb3whKOc7RlKdE ZZowhD1WVqyPxXkix2QpxRVRsZCGXB0WdanIRUaqi8Cc37rCSEzC6K6SloxSGoO3xgC2EXkGBCUO REnKUprSmqmsSTa1OSfuvTJPsYxiOLkyTmzdEpeIdJsWe8nIX7bTUjS7m/3GKJ9j1tOeysxk4Zrp TE/2M5rSHOJACZqmHkRMj1xr5dcWOqKGQststCQkOa3/c8iKojOdGI1dI+0STEgO80h6myc9n1TD kuLzpCjdEgELCE04tpSB1ITphHoAVgrukY83daIGRQfOrAxSOlWcaFlYZ1G2sKxl6zwqUt25F49K Ej4629m8kOk7TE6Vqobbp0oX50+AkrKrXo0NWMNK05qStax+PCtad8pTiJ5OouU0Z6ISedH3ZdRc XgxSR+HJ1GKGVH9/Syaqbvg/fRo2YJ9kqfMC+tLGquSxkM3QWBPqyoxZliqj89NDNetTzsIoqNqJ q1xhZ1SNmiep70RtYJqav6faJ6qvXSZhjTZb2q5Uq7ddbG51exLePvZNv+0QN/E0XD4FcpbITS4l Usdc/7Q4NxVzHe3saMdRpbLno6pd7V9H+ph7Vim2suUhP7MKRMVO87zoVe96c5M932zzvSKKr3yZ I8ie2rc6bn1rLof63KLWVbrTfWR1i0Rgvmb3wFB17ZRgm8/ChrdLtSVveSdcRPTu1sK93VqcLhhc szL0mw7Vylq7YsvOmuWcatmlOldMWke6uBgt3KuMKUnj7dpYPzj+rr92zOPxRvjHLqWwbonMWzgh FLiU7aaHydZkFdWXrT8FKkWFWmWiqlg88SutaQXslxjLc8b0MeOYyWxSVrExpYdlWmK3Cj3GCpkH cI6z5uYMHIUKF5aAPFGIxbnZsJR4yp/db44GTWi71v8Fr3m17nULPB/W1viS3Y30lRrsYKX1eM1s zrSb39zpC7c31EmuLKkvi9njLiKiyvWzZ1uN4hSLNrpZbvGWiQRjMYLUMCJtLa9v7F1JA1tAVx02 AjEdOU0LOdnqrSComV1n+D47OcXN7LSpfV8rXhvQpiihCbn9X+rWeqmp/TKYGw1YkkqVPwyuKruf aWnbPg63x/YqvdW7bDo1W985LTWI/R0ogJNYyqwmeMEFfXCEy+/b4E60l6fh1DAzhrvo9vV/LH7x SmfcxxsHcpA3nd6P81aykwXRqJcM7flKO+W1bOty/9zcLIY25lieOc1rZutnYPfhEDd3YHs92F+v uzP/7Vbzu4tt7DoindNKB/mGkJzvDt+53/T9d6oDvupNwFXrbblyrFl816/rVdwON6Z2xXx2tFM8 xzoOtrAh/Ha4x7vjMK27he++4ZHrHepRP3nfqV71ao9FfVQO9Nbf4stue/vQiO6LonHO6LLvOvKQ 9jmWKm95WbmbeRLmKuc773m7y8mmwgGbN0tverU+uUV9vg7W9Uv4wsNaLoXWcoBfHO54Ltrxj7/P o/eTbrUDnTNtxzzxNS81eVc4+Z9ffuib/3TSEzetTkZ16lUdeOtzYi/3erAnc4aGHsI0YDcXHzmn e7uHHwo2ecwEfEEndLRyafCXMPKHbPSnfBrWdE7n/2z6t3/RNnXVonKVEIAC6HLdoW1cxyPd530J qIA2x3jjZ2A6Z37n1ntp93Prx34P5n6NU3xxd3RI54FEpj0hiBQ4dRwmF3395398Vn2ZkF9n4Wqv tm1dh4B5UYM22HCNR266Bnm8Jxllpm5ACBDth1gadzAcJ3dImIRKiHf4p2QkKBV8d4LmY3VXN3BZ l238ZXjcJ2tA8n3gB4ZhiHu5hxiOxoM9OIFm5ipoViBD6DRFaIQONHdzCGfMZ4cjWHJMJnV7mIJq 44d/iIVZOIiEiHiz9nVgF37i14BklxgRJ3E954O/V4EWKF6WWDCYGH/HR1Cc2IlM2D13+ISiOIpS uP9nUNaHq3d9qRiIgrh9cSGDiXeIXLZ4iriI5KeD4sBzkBiJ6reLQSiEbUh0b2hecbhpxEhkPuAD xuiEyQh9y4Fy0fF3K8dygtd6Lqh91SgprWiItIeItseASsKIToJgjiGBlVFx5cgl5zgwGVh0RqeJ cuiOvAWP8YhveRc2+8ZveaZnfvd/gHeKJoZt08hLWxiDhbgLtKaNDOce45Zr5QeO58cOaEiO4EWJ s+J276eBZiKM1pSR6rWRHClynwiK9BiSIkk+IuYVUXaSM5KSBFiArxB7XpeNNZeIt4Zr2FBuEBiB EzeOPwiRa4hxQ0dsUAOHRzhvRflYRwmPv8FhHwn/kh8WhSOJeiOmggE4eCrZXwe4UQS5cLHIjQhJ iwppdmNJlpTxkDwZfMLni7YCjMHIjm8Jlz0gl3OJLKJnl6FYj9FyjyiYj305lVQJiIAJXVzYhcHw hQZ5g92Yg01ii4yJiwtGgZAZmZU4mWFSmbrCgR0Il5vJmZ3jmZ/JlCVogsxIklSoetaHitLoele5 I/7Vmq5Ze7B5mIg5mw+4czhJJelnlrrJi72IjmupjhYpPZuYmZpJnJxZl3+kjKZ2evhYkvp4mizY girzgjDIirKHjTSYnZtykHuTkNzgiGZ4hr5nD2vHdmmJgW6Ynm12mfOXme+5kaKGjCQChVgxmnxY /4UxcoWKooqr2ZIC+ZKKt43b6YDeuYMKmpPiqYvkWZ5p1pu3EpS7MpSo1J7uiaE+cJzP15TLqZd7 GZXPCJ0oWZX++I/++Z9aSZhcqZ0zSZNgSYbf+Yjox6BFc5ZJI5ETKaFj0pYX2Y7t+aNH6ZHyGZqi SYqlaYr5+ZfT2aROOh4u2QuvuKJUKoZj+I03CaMxmoszOok96ZPnmXkVSaFuaaHDeaYZKoJ2hod5 6JRP2YzO+JxWOKLeUqIAGZAA6opbOQxdVqAtWosLyZCN6Zi5eWaEahDDR4TwtoE7ekc92qho2oT5 l5x4aY/1aZ/OCYBw2o+kYGUmeniemqIqGnZIUv+l1xCWZXiL4uiQqjqou8mbhgqUbLmOiiqcRVmr cnmrS5mrkuqU00d9vwqsA8ikWsiSTwqlXviaBBqbs5iYCFqbp4qqqyKtAcKqrXqjCPKbwCmrEESr 3Yqm8wgVOrWMzNmrRxqi2pKpNaKanCoL1xig7lqQU6qnOMinfVovWQqogdovDmqOl9evT4Oombie 7HmhBHuUBtss85mXhUAtpMmXpmltSrqfwyqxc4GilQKToZqn77Gs8sKxvfOn+bKlwyOyaPmlEZqO uDKmKVumK8uyLQuuHLqmKMKrIHqpmBqd25F96kqnnZpweJqsyrqnNUmb9Sol9/oOjzmt1AoaP/n/ qjmqoxW6rRlZtZt5tS8Lsx66tW76ptAYjSQatis5tmTbrukxoPAqi9y5sWu7mLYJrakqiVnCSRDq tOg5oSg7OXNHd1S7txsJqaCpnAkrs+R6LV3rsF9ruHI6p+FhnYMZpUB7tjjzlcx6pS/6rAuatAC0 tF56gZt7qJ3ruVSjsow6unI5epGqh9I3hb6KnzfbcjkLc4nLs8Z6rLVru4aZsbLZnY3ItubQkJZ7 uZqRuZprIBSJrer5uRipvMvbskI6pPQZuPc5vUmKs9h3uKtojXbqs6AKi97rlRqrtpIrlgnmtm+b r/pKaeaplsVrvJaprXnrjvJLnPSrq4ALvdFr/6nmSr2omZpW2Z+yK5izx72i+riQe8Au6qdHmyoy 2qDBGyvqu75hyiDZSqaYGb8YfJR7x39FSrM1i1+F+7okTI07S7Gfyr0D3JUFDL6RW6qmSr6ChZsN nBnp27Q3/LRQq8NSy8Pc6sNy+QM/EKl4hrqp68HlCsL6W738G7Hryq7XKSSN2x7xKq/hK76Tq8CS V5aCGrdWtcVczLlenKg7vKg9PMZlbMbhisZpPLOlWMSuq6kqibgGeMIVa7GFScBiN7TZsLsv3Lta CrJcSqMjS7LWWrfte8hgnMh6O8ZkzMiO/LwKO8TSa7MhzI/oKqzXi8knqr13KsBOjLFQnMd6TP+v VHwqC4xDWPwvcluoEXytrGx8eNtYAxvL8MjIs+y3WWtcbVqzg+vGIiydsCu2JsyatLvJMSmTQpu7 RIvAzkq5vlvKSquGTJvK0rzK1Lx51uxx2JzN28zNoVO/9tvBlfoISDrO+jnC6XrOWDm7MyignLyA K2yg3hjPWArDwFPPwHvPNTzIYNLFOey+yAu/YpzN2izQZbwx3vzNtsy1bbzQcYrEDw3R6SzRjGvH LrTCfRXKotzHfmy+aXjKqAzBxDvNE0zBiGzBxJjSKr3SLI2wBn3QRvrBMi2iRgyx5nzJ6AzMZSvA KrydF43MyZzA9nqbfzzDHw3S+QymI03S1Vz/wf9spk8d1dvcoRxsy7d81fk708HKnyV80zityTpN 0U/syWlrpTYZDuFIz1dM1EWNz26N1PtsyK38vlOryIt814z8t3otxDFtkue6pL1MndVJ2IV9Ke96 x3hM1mXtN3zctkLdH5S3qg981F/Cvkodq/6MfKIby50t0N58agi9uljdupTcOv1LrHOszobNzp2M tooNzy7c2OCJtB09abhto6p8ibAKsL49jAAd3MKN1xvMplVt1Wzs1167v3Bc0zYtLpnMxCkctIlt wC08xWc925Vb2+eLvtzd3fr83Sd7vAuTvCid0uY93OJKpGps3Mfd3ln93uXs0IGZ2vW9ztGN/9j4 HcX6rZj8vcy0ja8A/syCHNINsduXLddMfc11veAM3uBBHNqCK3DKDVqCjdoZPpATzeEd3invDMqM 3bEbrZPjedvQzK8l6zjgLZTiTZTkzdkyvs21LMR8zd65TLgVDraW7L912rMAZt+3ez/UXd37Lc9B 7d8lvpNJXqMD/taFHNct7spNzYlPDdVUzsg0TqnNicvi/Ne8HNhJLMdgHswB3MT37eHHLMV7LNtV zMxwi7n7qjje/YtO/uRz/dubjcF6HtUPDuF+3tcTfihavdxxjL3ZC9Zj3s6LzuiLXbRn5LHh+bvb reSVbumUiekNEpx0DdxT7ulVTtVXLsk3/v/G8O3QXT3YX03HdXyxyjCqpOroaY7Wa87AJn7iD5ri Ko7DZPLFmR3GsGzXwb7Swx7q653lgO7ex27hpq3jO16sq+7jPw7t0X6go6LMQBPpth3Ib16tcS7B LH7gvJLg4h7Q5P7poF3j+Kvl687uRxzfX664zb5Cz+643/vhukvkRjvKHwvZbd7v2k7Zut3t3o7Z Jq3ZnC6/CH/XCt/nop7uk8zlEO/u7w4pEY3C89690h3k+Q3rGc2780zKH4/kIR+Rw0vycI0aUQvu r3zBeM7yLa+14EzExk7OXY7qqb7EPb7hUnrxGM/CIG7WIq7vJH7t2H44Av7vlV3gBt7Pmj7/3r/u w1Hf2aRD9QzLuqWO45ta6IYu711PzMXs6mGv8bHu2EOv1iHL1p008oQc8GJa0gh+0gpe3nT/6aOJ 5QndsMn98DQ/6IT+y8z+3NDt9V/vzj5f+EAP1Gr+2Ilvym4u8o0v0nJu8icv+Slv8Adv+VH9ocXu l4L++cq+7M6d09i507f36j+P5tQO6WZPOGhfPJS+NExOEbvO6wFLPVI+97vf2fcbzlZ/9Z4f/BI/ sQAs5oAv1mBP+Gc+7Rrd8bSu3TTc1rmd9LRf+wN/JgWf+8DO/Sut3gsLCB2Cgx6FhoUfiYqLiiCO j44hkpOUkyKXmJcjm5ycJJ+goZ8lpKWm/6UmqSYnrK2urCixsrOyKba3tiq6u7y7K7/Awb8sxMXE LcjJyskuzc7PzS/S09TTMNfY2dgx3N3e3DLh4uPiM+bn6OY06+zt7us18fLz8Tb29/j59jf8/f7/ /HAIHEiwoMEcCBMqXJhDh8OHECNK3EGxosWLGHlo3Mixo8ePPHqIHEmypMmTPXyoXMmypcuXKn/I nEmzps2bODfo3MChp8+eg4IK7XDoEKOjiSBBqsQ0RKannTqJmjrqlFVVq15pPUGrKwpcYHuJVSGs 7DBjxZapRQatrYtqcKVpmwvjm11w5PKm26vunV949ALX0EcYH8DD/QwqXsywsUKJkCNjnP9MGaTl yxpRat4sEqbnzzFxih49eufPn0OHFjWKdJHSpU0pPcUUVSrVUFZzY92q1SstsLfGijUrDK2xtcvc to1bje7cu9/ySueb7q91wYELF0bMfbF3go7DRx7/kLJ5i5jTe+TM/iTo9y5Jy58/k+dpn6mFrkbU 2vVrELFVMpsmtW1yG265nbIbb6349htwKQjXC3HBGHcMcsoo9wxzzTmXDXTeSKcXdedY9xd282i3 HXeHfedieI2RJ+N5NKpnY2bt5ZgSfDyGRt+Pot0HVH5B7edBf/69FqAlA4pQ4AgHIpggKQsyCIuD sUCYi4S6UFihhRhmqGE0HFrj4TUghij/YjkklmiiOyimqKI+LALk4ncwxijjeDSed6ONOubYI49A FhrkfUQSYiSSSf0H4JJODfgklFGSMKUpVVqJZZYQcumLlytYeGGYYzpTplxnoplmDGuO02Zfb7YT pzxz5lOnnXcyludCe0rWZ2V/pheooIO+Z+ixNiGaKFH7MdqokpBGOtuklVp6KZWqWHnlplp62iWo oobJTKmnoprqqqy2Gs6rM8QK56y12nqrP7nquitCvfr6a0bBYjYse8XCh+zAM6G2LLOrOfuBo9E2 6WSB1Vp7aaYMbvpVt56CepZx4rJFbrmp1oWuujKw2667gMEb7z3zJlbvQfcmlC9k+07W/6+//24W MGgE9/wDfssaeSSjjj66ZJPUVnottqlou62DGGcMbrjilkpmmSGLnCbJJb+KMjuz1rOyDS27/DJ4 MeM7M0Q183szSDlztvNnPhMMxJCJLuosww1LCnG1S5dA8VYWXwyct2RNzXHHVpf7QtYjk8zu1ymj OPY+Zd9wNtpprx1R2xe9bVncms1Nd93HAqH6wQgXpTDfRyP9t9LXDk44t1FLqHGoYDL+8akho5tu qyZTHvZgl2e+Oecxe8426BWJDjfp7pn+EurIqr563nojWXTf0z4J+NK294b74d5qLCoLvv/OIeSr cj258WEnr/zyAqWttvPQRy/9etSrnv/1WoK91GkPCNxL2N7+Ey1pQWV2UQpc+VxRuNzpTnFo6VgL Ggey4MVPcl6jX5wuR7b7LU9/DXGeQ/pHkf8BMIAkGeD1CgikA2qPSN3zHgMh5TDxjW9i2XKaxbQU Ialh8Djt05DjPPhB4s0PZccjoQlPqD8VrpCFLuwIDEsiQwLSsIY23J5+ctia7/HQbxC8jQSDqK0h dip9R0QiqTiINSaCSH4h/FoUx5Y5zeEPByi0Igt3kEWObJGLXVzJF8EYRgSOUYFE2+EZw1ebiK2x aW10I/qMSCGqVc1977MjdPDYJsrRoH72K9sfAylILBYSR4fcUSJ9tEjSNPKAj3TdAqH/FTs0RsWS tWOjps63yQvGcVRzHNMSzxU5J+bRXXvkoypXWcVW9u+VsDzkLGlZy9HcEpeCENoueRkg2aWRKpfM SiaxZEHhqM+TGLLaW4AnyruQkkSmjGa8+vhHQFaTf658ZSxHsk0fdHM+3wQnGcsoyV4+sJI/BCIm h0lMXCDunYv7pDI7eCbh3ZM6+VSZNKdJxc5ZE3rYDMlAC3pQ+STUhq1jTSTJGZsenhOdwZwoRaHW zuFgNINJVM4yO9rMNRVPj6gc6bz6yUoVDjKlA5VlIltqy5cecKFHMaNDM5G0CJJPmBWraHDg6KX1 BVWo9GTm1kBYShGOUKlLpWbzTgo6/6hGlaVUFY1VbQhJHdK0pr60De1yqs6winVLnCQOPOMJSubU 055sxadbsSPFKZ6tqQC9Jjbvus286nWvfJWpX5UCPkr+MqIJmiAFD4tYY5a1dxpVIkc95FF1HRWK SV2ZZS/7z8yidLMr7axnbwLaMIqWoQ0FrGlP61XCOo0rrL3oMZGJHHnOlrZNdKZkkSrSfe72Zb31 3FOBG9xZDpe4xQ3t65Kr3Icyt7kSLSxvKvjGxJplsdVtbFwea5eP8iWkb4XrreQ6V6cGtJCcNe95 a5LeRg5tpqSd5HI9gVrdgHW+rC0il3aH37XQsY5Eza6IbgvN3Hq3ZUwN79rGK9DyTv91wTRpcCPH GeGt0saH8J2SahsUXbJ2ssPJ+bBj+asm2z6zxN2tFT8JvCsr6oDFCE7wi2EsExnPeLSwkTBXbzqV r17YfD22b1mAHOSNphW7Ih7xkWNlYiV/N1eYFe+BsyjlLlJ5Jla+JZYfUVr3CjbHFtapYXlaX9f+ OKPJlO2ZnVNb7W4XyQHWLUlLWmDf1pW82hTunfOsZ6RotZyB/bMavSxfDLOz0Ia+L5nHpd8OqfWO kQXpZCkr4DqluNJy1myLXWznO/+A051mBOxsTCCIDlbHO4ZumDc8XQ0KecghXquR28pdy6USxfiL 84rn7MI6y9DXvwZ2sBvBXqbY1Nj/gL7Kl8FM6GK686dyTDRaF02XRhv1iZC2dq27w+Qm07Vtdo0l Xjct7nF/ur1b5rKU4vtcTYbFx4pdtcdaTQ34SdvR/521YK4d12yb1MC6jjKvv+3rgn+T3H9tijnf eyBSl5rd7bYoxFWNaMaaGcRovvi9qY3bSJ8Y25S+l5OhTOeRDxDcJk/os2oM6lAbqMLqFrSpYy5z Zjf7rMu5br2LquY1m0ifPx9wv/M0dG7/z9tHL3nSv3lwlTv96emO+sth7pWe+vS1sLX5zaEd7VHG OuPV1nfYxe5xXG875EU3uvWQvna2p9zcbwdmfOe+2mWnesx51/u8cc5ork8H3/ne/zjHCb85bc+M 6N1WvOkY33jHZ7npE4Z73DG17lc4/OFWxztQY7v5UPbd7xgHfOhFv2/E3Nrwpze79NC+eLW33vWR 0PKNFQ6KdArx9mMVc3EkvsFnw8XisJ72o4efneIbf+zi+XfNAi5wTVP5+S/lc5+nz/JRT/76ln+3 7uOtebcMNefht3M8R35yYn4tUnjIly+od3aqNzesB3+ON3/0J2r2h2xSdzunhmpjwWGZl197x3ed l2Yj4nXX0WZz8mZwpmLJh3ip134KRnAQmFBGA3sJh24VaIGUx2P5t4HTxT6813v7RWTd4F97AWA+ d4IoeCcqqIDKJzpRJVW9BoMx+P9NEvgwNniDgXaBtod9rXV521dzHqhonLd1IkgOJEaAtDJ6toaA Qqd++8J+WzRw7zeFVkVsxVZ/OMVw+Ed12eeFX7h78uZ/WvccnjeCA/gmYOdmQBd0/gZyv7VrmfaC c0iHL0WDE0iBXUZqe8iHGpZ7EdeBamFd9EaGASiAshZ4tCZpk1Z6H2dpAIdpkThlk0iJCYVwlyh7 LUdYOfg0nChd+5cWWAcN/xeCOvd5JFiCR4iEqwheS9grC7h8DbgzD0iLtSggK4eJmaiH68SJnah/ v0hdYQiEQfh7kBV8RYiKxKeKHceIZOeGvwKHMCSHMEaNoGWNsYeLeaiNg9aLM4f/eaBYZh/4fUKI F+J3ij2XjNqxZGzYjo54aZAYi1E4i/RYjZJwjRR2bKmVbPTlbt74iYDYf1k3itpgb113iIiYZIq4 iLzVirn2iCIHkSQnhRNZiQ7kZxc5e6hQe5XHjf3ojx8ZjoIokh9SiGYIeieJksq4jqzIkofnkokH k2knkzNZixZ5k1iYhZvoG3Y3IT0YjMIolENZjMY4fmxmggmZhC/ClCvolC3ogrI4j1MJWlVJKRiZ hbuobBmIe55Icz/pYRRXca9WimNJlkcpeIO3huwII2XHggzolhEJl3Epl/coeTjYcBnWk3/If0AZ kmNIiGXoKkb5dWZ5liq5kgno/4yM2ZhQ2XxSGZkJZZNWmY+VuY38qH1f8o9i8pfmQo7R8XfniI7l p45KaZqN6IrrB4tx6H6Q6Zp7VYPYKAoul5V1p4E8+I0++IOc6XsACHymaJBoKDYGiCuJmX4N+YoP GY/KuWDM2WC3SJc4yTR3iZdauZWfcnXY+ZVgqSqfySbH6BeJmJSkt5SnuSdN6ITRGDDTuJ4vFQRW eIXZqI9TV5t76ZN9CZBiCILEyJ3d+ZsHaZgAGqDEyZDG+YbIiZ6SuJwKmlBBsKI49p6Co5Fc2I0d yZea6ZcBKZC82ZvmWB0aRw+VtYz1YnpMmJoG6pgxKZEp+k0ryqIO+qAZqYVbmP+XejmjNAqM97kh gziSRAma/fkO/6kiaIknzUigRFqkq7l6zpekKrqkQdCkCzebOyWhfggMZnWlWNqZnimYgyl83wme h8kix1ecLemQL3mmDpimatpIbLqkz/mmdimdXUGf9XloFWqhQYmnYSmWRdmlXoqUYBqm9jKgM1Kg N8N8aNqaiXpAi8qo+CibWAmps0BEmHmblZqbF4qheaqnm2qSyIiQpDmczKiWQ0qohWqib6meqaqk q8qkUCd3sBqr1Hl3lFqrE3ejgBmY5bijbgKcPhqe/xCoIjqo5lmsxvqYyJqsYbSsbEqZTwqlOiil fUilFGqlgZiduKql+7kuoSn/mr66IkCagsKKmmVaqgdaLAmKrqqjrutal876rJwSrbzAgWBoo7c6 jtuZrSVJmL3qoR8KqOhHniPaJymlUkYalUiKsECgsAt7lQ0bp/PJkdU5rTVqqZd6r/iqq7vqnWXp qf5amsHahuV5nOdZrkeKoiirsouai/dHmy87pTErs+BIseKIoxfbXwWps4WZisIJokE6pqM6sP1i qoeKquiKtEnrqi3rspEqqYljn/WKn5i6DVvKn7x6IqPZs1zbtQFLpmzZlsl5oueKstpjtmfrqK+q tmsLs9LqkdTafbr5OAM5PNoKKx2ajn/KbwupmO4osiUaQPIYuIJLuKsKnbro/7AP67SLy7j0CpJw q50ZqqF7yqc7y7Gf+q9K6LXk8Yxm+rfHel6Ca0OiO7rV51ymK6u2SaszS7Ota7Nym69dw6mycreE AaqhCrQhWyPw6Lnp6bu/O7jBe7bWx7TTqbhcaZ3XybrLS7VVW2STezLcmobeSi8fqydBS6JDq72A y73d+73LKjE4eJcbibrla53O9riQm6Psm7FYy6+0+6vACrCimrukGrYFOygHi7D8u6yaWLxsK7GN 67gVq76kiLN0q7F2y7N4i5jj6RiLSaxPybvmqr/7m8GrSryI+yDkG7Fdaaemkp/6ScIlLLtZa7kp +cAQLKhN6cKqaajSiKhHS//DGtyuAByjs0qnuGmrU+tq65vAscuhffqjPnvESLyWSgyNJcuaJ4vB UBzFabuP45vD3+K26NvDPkySXcyjlUvEHYu5K0y/1+sn2Us9nyvDv7vG6nq4bvzGVTehmZm8rGat ZoKtVnu1Xjy7Wnu555e5ICuuQkuu+Nu7w9W9CWvIh0x7OsmLTbvI8trIURuKBhy5kqvAQszAl1zE eXu7e/u1fWvGTIygTvzEpMzGL+qu75rKqvy0qtvKynuncfvDQPy8deuf0isvtovLEcwnYEvBZ3yq aVy2wVzKwzzFO5i687q6UpvFkYzABNm+RljLe8zHAjrGw1rGuwvDRQu6wPwEzcsaCAA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/master06_image001.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhGAKSAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAW ApABhgAAAAAAXQAAXgAASgAARwAASAAASQAATgAAWAAAVQAAWQAAUQAASwAATwAAWgAAVgAAUAAA WwAAXwAAVwAATAAAXAAAUgAATQAAUwAAVAAAawAAZQAAbwAAeQAAbAAAcAAAegAAZgAAewAAcQAA YAAAbQAAfAAAYQAAcgAAYgAAYwAAfQAAZAAAcwAAZwAAbgAAaAAAaQAAdAAAfgAAagAAfwAAdQAA dgAAdwAAeAAAggAAgwAAhAAAgAAAgQAAhQAAhgAAhwAAiAAAiQAAigAAiwAAjAAAjQAAjgAAjwAA kAAAkQAAkgAAkwAAlAAAlQAAlgAAlwAAmAAAmQAAmgsLmw8PnRISngMDmgYGmwkJmwsLnAsLnQwM nQ0Nng4Ong8PngYGmgoKmgsLmg8PnwwMnA4OnA8PnBAQnRERnhISnxMTnxQUnxUVnwAAnAQEnAkJ nAAAmxUVoBcXoRcXohUVoRYWoQECAwECAwECAwECAwECAwECAwECAwECAwECAwf/gACCg4SFAYeI iYqLiAKOj5CRAoWUlZaXmJmYA5ydnpyaoaKjpJgap6iphQSsra0FsLGysga1tre2pZYHvL2hOsDB OpcbxcbHyMnKG6LLzs/QypUI1AiaHNjYuoQd3R2WCeHi4+Tl4YUK6err6tsLo4zxjJL0kdv3+JSf +wz5/v+ZUgnUsMoVq1kIYeFaaAvUv16+NAkDhimaxWOhLmrcaKmagmvZOOTzBs6cSXPo2Kn8qGvB O3jy4tWbaQ+gTVH7BjDY2e+mT4ADURV8lXAWQ4aeAELk9WtixY3RMkKd6mwaNZaZQo4kWemk13Ep V65r6fKlqJiJaKqt+bMtoU88/+O6nVtqoIe7lA4WpXUU1z6lvRo0aCqMGNWqUg8rZjatXdZsH7Z+ 6/r1ayEHmDNrzky2rNlQMdeKhkSXrs64qEurDojqrmtKe/n2bZgTsGDBhIMZXoysGe/DlsY+/kAc nzcQlh4oX868ufMHlzdLd9DZ8+dMMkdrd7T6J+rv3cMXOuW6POzYs2nndOjv9u3cFC397q1pPnBK wjFhIx7ZeAfklTwnoIDRTadZKdZ5Rkpa2zU4iXgAfQcehOGVZ+F5CaVXy3qd7ASQew1AAN8w8tlX TGImXhScY5jwV9w9/4EAICUD1rhcIRHkqOOOOiKYoIKjOCgkdxT6I6FcRa5m4f+FhCCk4YYcnubh P7dBYOWIu83nW4oq4sfiJS72d4+MMgZoo42E8Khmjj7+CKQoQzYogQRJ4nMkknXOtaR5TcbypAFR SsnTh1YWimWJ9qHIJTQrYqZJmPiQOWMhE1Rq6aWYZjoBjmvySIqbPwYZ51pzlprnPXcyQMGpdO2J V59/BnokQIUaKpFTloSg66689urrr6H8KuywxBIbnKOZQBopmZVo6qymnHba4yiguinqqPSUqi2d rJJyJAXgduuWqx4UEmuUd676T61X3lpYrsXGy2uw8tZrryUHJuvismU2++y/lRJSwcAEF0zwp9WG ei22AmzrsLijoAbuxOFCfBP/uZTMFqigElfsD7siuqsbvPYWS2/JKAuLL2ct7rusCCL4C/CzhRhs cwUIJ6wwnKM67POcFoeyE8VEB20TxuYihW66FNPKLnyXpGysJlJX3Wsl+bbM38sxUzLzv4agFQC1 Ov9ogQULb/fz2kAbfQnRcLv9D9KELCTrt3Cr+/HTIpNYidXAUg141Ssjq7WY28AMs1XVNO7449SE HRPZZVt39tlpk8o223K/nffEneNDbrl1q7ce03lf4LSVLvW9Q9SDzyt47CivHMGj/I2Aj+JdhyXW 7+kUshbllZd1OeaZZ7v58iSETsnnoDu/Dd2CQMkh6nBfoL3Tb14SzA7gw057/wgnjy8vvtNqrfvu ilcC/PtYASCaKMVbfjzyodC0/P4k9C89IdADl+r+RwrqAeBuEoKe9hYIkARJBHwQFF/syme+eFli R/oagQbZtzgvwU8swlML/epnvPtdLnn721z/Vug/AgIgdQx0oSgMeD28wXCB2jvAPxyYCQhGkGQT nF0FLUgJDCZLg+u7B++wZqAmsmwQyxshCRdgwvtdK4VsY6EWW/g/ouFwezIMBQ3hgj0vfhEiO7SO JnwYPiAOjoJDVFkljHgJJG5Qie2jhBP3SJ1BbPGPoZiiS6poxVFg8Wd/BKQLKfDFL4ZRE3sqQQn0 wYkyUqyRF1iKDv2hxjWyUf+CbxRiHOVYRDZlwo75UJwJmMjH6RTiBLCMpSxhGUhBEtKEhjykthLJ SxdiEoePzER5JElMfVhyYpjUJFM42b1LsPF1fxsfHEd5tTnmCGeYsCMKOLjKUkrrm7cbxCzHeYJa TvGWVcwlFnnJzuYR8JeZ3GQwLXEXYtqTEjbMXiOVyYvBMHOQoXimGwE3TWru6oID04QGUbDN3Zng odYEZ6cIkYKKWvSiFtWEIKmIznSKgn/tDKkvz4jGeVrCnigtxHcUuE9+vuef+MOEQKNJu4Ia1BIF UyhDG3qPh3azZjcLqsEKoYKiGvWoRdWoLTtKSHX6LKRQ5aLzcKhMk54UpcX/JERcWEpSZYJoh8cL qA9BSdBMGHRYOK3AITKxU55uw6c/JYTY5EEIpNpVBUo9J1Ob+lGHRTWqtCQgPyNiVUJgNauDGNrn WupVEIXoH4Xs4VgHSjhRnvWglVDr2Ni603w8dAWVmGs8CsGC0pr2tCzIKwn3ik51/hWq4xTsYOVZ WEEcVpKFWCxjNenYELUrH8fDgFh/SNNQmvWy1aREIjjLUM+u4LmhFa0iChEVTGyUtbfEgHBF8dqQ krOc/5stbWt720nm9pK7XUpv+QZcC2h3u5IlLiWkadnLWuIQD8LETluQj+eClhJxIgQRL3Fd7Fbx vfDVRHf/+F1Zypa3uKmt/21v+zwBphci62XXdbaB4AQ7c7KVcIGIR0ziEpu4xJo4sYpXzOIT3zcA RLoEQ1tAY3z4978hdFAhWpyJAhv4fh0exYJX2GByhle97pHwILD6ghc8L5kuBRHIIFCWfwQ5vvLd cYu37IJQcPnLX7YEafRLY/7aGLqU0KW2CAGDNrv5zW227lJ/HNwOexgTCy7yd2XbW38q2Z5NDnQh LhwYKYOsk/l4bwYy4EkQaxnMK/YypCft4ko4gluXKHON73HjSgzZnYKIgahHTWpRy1mvdL6cnd8r ZNjqucj/6/NLJVyCQNvayYRY4GAzrGEeJnrRi250lgdBaRVLutjFFrOpMP+h6f6iuRCfLkSpp33q 1aZa1atmdSja+epux1rWIZPwrW096F07dsqg+gewg43lNlIC2SZOMbyTXYllZ7rMMjjzDGZQiW4b eRA0CLjABx5wAs/52tlGcKu16O+Gf9vQvy3suAVNiChDvFagiuk91p0AYbv70fM+9rzBbIlSgdoS +O7vviuB0Za7vKKECIpADI5qhCdc4dwlcsNffVHpXTziVp14kwsB4Z9T2U2RxceixeFxHlhi5CIW OdS3XPIVZqIFMsg6PvZdgxpQ4uVgzyghRke6SvjY5jfHeSh2zvOWx3rKQDep0HFd8X6eu9dmq/Od S0GORvPA6U+HutSnHmn/S1id2VnP99a7Xom7Oh6pYx8dza19bfemHcHs1gTbGxx26cH96EoetzaI fne8JwjIar/HOKDTw7///RJTlzfhqe5pEgT2Elm3gQ3w0XXGkxa1wA9+agkx96Gb/eCpvjzmM6/5 zccy7GJ3nuk3PM9Ah0QkhTD60fOObcz7Ixw3yoTrXx/4kct+9iw2/O0tkfvd8973vxe+/IcviOvb 3xJnT77ytbtuRoti89DndtLHOr4mcfY3eoNQJYeGdN23fP6HD8yxKeI3fuUXcueHfpVGCQ6GCbqn e+9XAz1ACfchCGFSgviHfHS2f/zXfw/YfG0XgC7nPAkjYQeIgILgW9Pn/xl654DMtw3KYSmaMH6A 926ClwkYyGP9dgIpkAkd6H73AIIhOF8pUwglqCyFkH8pqIIsCGz/p2cw6HJGJT3VQoM1WAg5WEIN qGgs6A+YEoQUGGJFiAlHWHj9BnMc2IG81wM94ANSOIWDUIUuc4Uo+GMqiAFbuG5dOE5f2HJ3JYNj WFg1iDgAUCgZt4NqyHHnkA+WEjkT6HoVCG8XOIcjZgk9dwlNmA97yIeUAGes2IowQAh2FIt3JIg1 p3/7d4iImIhKuIgY9XhieHoaN0/XtzWEsH3AmIaGyIJ9p4mN44aeWAmuGI2tGArSWI3WyIqkmAJ4 dYc3cAP4kIqqSAjTNv+O1EYImnaOm0YIWEiIWoiLuRgKvNiLjxeGoWM/J1RbkBGIg8B9Z2NnW0gO yuEPjuOM5LeK1yiNmnCQComQLEePlmAD3eiN+OADFFkJ5HiRpjYI6HiOlLCOBlaI7riG8BiP89iI nTNIfGVVHFCFHamDyJiM/bd6zCGQHtGJz2iQC4mNmZCTPPlmluCQlhCRODCRFOk3AEdwSJmUhJB4 TMmULVmLWXiLISmSmvCFJemLoZNdtQWIkoiGltdh/ygOzREw+XAVwYMJQngJPQlnCbmWOXkJKlBa mXADODCURGmUgyBzenkKhNCEfumE+ziIH9mOU9l/owB9V+l4ppWVqKf/XVsJiIXQmDwIbDK5HJfi D+xgk0OIk2tJjW65kJZQWidyCXRZl/kADNAUc3spc4QQka7pmrRIeWinfIWpjB0nCmCYmHYFfM7z koXFlZHZj/4Yk5X5ANCSD5mJlm/ImZ25k5+pkJfAAqN5CXWZA6epA6kZeWTHJILwmt4Zm/VTecIp lbVJmUw3khWlm7spf6Fzc78JmYTwlZeIiWJpmZnCifiwDn10CWkJjc/Zls95jYhCPtSJAzlgnfgw bOW1oIRQlw76oHYZmFDJjuRZnhlQDqKgnus5f4zhNtnGhVZVhUkkCGBpm/X5g/dZDZipAE9kCf1J CRgZo6OmCTJaozUq/x+6kgkHmgOTsQ3gs5lLtqCH1aAQCqHqKJjYBZIWunQYmqEaOn+iaQztOZ89 +EhhgkSFQKVMCn4RmKJm6Q+b0Yk/8AOWYKMXGQpmmqblSFOYsKM96qMFOQjFN3eEsKN2uqNPWTzi KZ+Xt6Rb2qSaoJtQKp3SIDcrSJXzlDuoVAhhyaX2iSmNkx/3kBnhhJZjOqZlqqalRqOa2qnw0mVt yhXbcJPEN6fjxg3ekKrdcIKVs6dKuqSWEQolOajPEDruGKKyOKKCQJyOiqKX4jgrkQ8OkD6XcKmY apGdOqOZkKxqGjVRdwk8uqr4QKr1V4PWSgiSkq39cnw646qEaaGVcf+bgbqh8tclboOL4hpMuTqL u3qhxakpwKoShrMNOoJNmGCsZIqszMqpzGqj5feKl5Cq0/p3+UoIXAmcg6CtktJjCeOtFVqe4cp6 slpUtLoRBGo0jWpV6+pWAACQj/qrkcoOYYoPEXAwmYCvmZqs/NqvNxpicYYJojqqx2qwB8uSCauw 21ptxzibfeqnERuQoTCohHoRsnOuf3qe8xSLnUUIJ2qcXooAK7EZpnQPOXWyxqqvKrusLNuy79Zm MQCz3TAppcADYwoEhbCuaDuivLO2HWROLll5rwquldEcolCuGkFKQeOulamxC9VWhTCWTxu1mkFH 2zAwa2W1Mytt/br/slt7ptCYkQH7H/nwA0BgtoXQVpibuUsrCGy7RDmDknD7rRA7t85Rt6dlsVPj NsUJtOqquX/rqyBrliJLqTuSUPiwXIhruTC6uFrbuI6LrDQAs8xyD5QLBEFwuZqbvM01CHDVvHFF OQ5Lmz5Lus9Rt1BRL3KTAANiUsnrNZAasrOLGTxStfeAu/davCmbtZfguzFapgKHCcN7D8Z7vIWw kfZbZszrvD6FDxwVug9bmz9LIIryDCXzrEEzIBIYTJiLv5SyieCrn7RbrwRzuOULY/llCcVbuemr qYzLvqR2Ce97CTLStrowv0JQCE2ZwipMCDfWwji2DeIZt6P7FTVC/5b1QcD2gmJuA7hAqMAzxpGE UCnxCsERXLIFY77b8AiYZgmV28SWkJRQrJSZEMVUXMVI+cQ0wJciTMK6EARBcMIorMJirHiC4MKd 5g88m3Z+qrdeUcM9fMPIgDLGZjQf+8ZhhAL2WwgPrA5SK8ET3AgXrAsN0zaX0MQaXAlWTMWakMiM HMWWQB6YoEr48MVCAMaD8JeY7JcsbMYv3F6D+b+FGcDPkSlbsgEFnH5uQzPzlMeEILtELL5+bLiA HGPbYHKZYMi6WwiNLMUgvMu+XHCP/CqWADPPWwqVbMmD4J3KDJuDwMkrEIUA8cnSC6vUO8qknBGn zGWp7KWrvJG+w//HRWzEsjzLj5APEnB4hWzIWPzLwTvF7LzL9FRPlyAC+3sPx4zMALDM+kwI+9bP /gzNNsFaMgzA1ewcqlxfvjJpL2sxsauiwbSRZCwI4TustfvH5KzE+UBkt6zOlPDOwIwJHs3Il+AB uHUJ9WzPQjAElFCkLP2g/OzP+6aHbsFUAx3KBc3DziIKxAJpbGk0E/A4X+JC55h4YTG4FT3O+BUJ towPtrd+lYDLiOzRixzSVnxVtYYJJvBsulDJQ6DSRNrSLE0IvTfWMk0X2SW6BE3DCDwzOt0rPO2K RjPEZxlG+OaUBULR13TEF31p54zO27CB6ezEHS3VIE3VVV0JtUb/d5XgX/nQ1USw0mAd1oIw1l2n hwA9FweG1jat1gLyNdZwMm/NkEHjykFNQFiXwnqE1+KM1MrDcPkAS3YY2LmsmqvJmqxR27ht25XQ ZNhnCc/Fb/fg2I9dp3da3Hcq1mRd1qshmT1LzZxtzQDj0KHIYtaorBbzO/spQyoMmABw1KwtCXPC cE5dCqUo24+c2wOhCei93qqw2zZICSuwcvhABERQBJSgqvitqsjde5YNIS+ZcGssygY9MwM5eCZW 3WsqLoKb3S7UlHiYJqutCK2tc7OED+XNxPN73uytxZew4ex9CfuBCVw33/Vt36ia3yg+CMmt3OLB p2o8vc894NH9/zgGLmIITo5GA85Zo93t9+CDoNd7PcgsRE6xrQvpuY2X4MVerOEbftsejtuWsB+S +NJehw9FcOWUgLM4u9+WfdniodlTKeA4/SyQA7WDd+MYGTQs2seV6kKZDFQSrtThTeGydOGlYFT0 ZwlKTr+UsJ2uAkl+HuhLAiYvYgmVnQ9FYARGUAharrCE0OX9nSfTLLcxPubOUuZzbYQugOYyajRG TawEhMkSOQgMIufiPUsXlVT3EJdyiQl7XgmCPujCFOu0DibsWghQGI66kOiLzuiNnq2PDund8uLO 3cZrPeNAXdqWII1qGsIQo9qeIkN+GZFhM+F0/nwWdVT4YFodWv8Je87n2knrZRfP4i7olrBQmKCH uq4LRnAER1AInRvvvQMAkO7ldQLgMG7snU3gkKMSnsmKacrL3SIt9hrquveaAGbqQ47qqY7neV4K Q+vqr97n5T7usF7xfl5HeHwJ4IgP7f7uhaC/Iv9T9R40qxbgN92lyC7XkqqWbhbwjmwx42uyMrTM OSbk1w7bDU+xookPxnCx3j7xhVDxgI7xZGcJP3wJFLnupeDuIJ+/I9+8wR7pJj+Zaa3v0P0vmA5C aGqmiUwQEBPLhhtGyhyhgsDXC8/w2e7wGHEPppyjSa7k+CwIRD/rRm9A5oh1mOAD8bENTh/yUS/1 gyDsnXOolI7/9TKu9f0OPKJQo1bc3hBjM4hA9q7poIUw5/1D5GvP9scA9KWgKwYc9Md88eJu93f/ 5+yndZbA93jZ9EeABIAf+CdN+Laa7yfhxiu/x1Hb9eT4+EFhMUBOwQQklC5NCGlf55vP83EM99tA Yphwz1YtpFiVCdJf/eWV+hFNCaiJD68P+4Qg+3A19fZutDOM+JYOr4sPPC26vqXm+3tpMfMQyM7T 0tDW1GqvjUcVpcXg1vhg4wBrCYAgJCgEUGhYWJKouMjIePiI2Cg5SZkIaShjY3NZqKOzwxn6iISU 9LiCmqq6umLY89ojKjtLW2uYgZuru5vQ6/vr+yA8TDxhfIx8/4ywzLys8Awd/exA7VAbE0Ojvc29 rfENHv7t4WFrfm4YoB4g0N6ODh8PiUNfj5PzeKK/n9LfrwJQBYuBGwpuCIEQoYuF8mA4hCFqEKFL lSjNqoixEidNm0Lt+CivlKlDrEqiilUIFkp5LOPteokLmMxexGo+SIbTWLNm0noqqFatVreh4opq IIe0XMulhdS5eyqAqdRZ9nJYhcTPX4qAAgkaTKhwoQuI8RzGkCWRYsZGsta6XRTKxo0bHkHKS5JE ySmTq1YCgDU18CyYumbKtFksZ7KdzHxKA1otAq2h2oyKS4pZMEuo7iRo/lyIntXRWLVuDej1a0Kx Cx+WxXY24v8gtW8tiar9NtRcHB558Lib99GM4cSLF3/lCjno5bcIGwaGeJjixYwROI4GmVqE7ZO9 WQ6HObxS5rU4SzhPPvDo9R0e+ePa1WBBsKzHPoyNDps2tLMh4bYdyn9rcXIDPb39Jo8SCgpnXIOA paRcesvB9Nwv0QkzHTLVWXfdNNltx91k34EjXonjSShKO+dJQEKLJKC41Ho5dECje/ClNt9qrD0E A2zxcMOfEEPQltttAmIUyj34cOLbDwkueEiDDkb4l18wasZLhTRdmKEy1XXoIWQggkjLiCaKp8iV oqzoootqyjMajXI+whWOYIWwI4+wZfPjNmgNAeglLwxKaKH/hhYqy6GKLsoooZzc014oPDj55BIM SjmDSiu9ksCboOWi5ZbRdanTl2Bm58CYY5Z52ZnhseXpIyy26Was58iJa6SGdMWCfHfmeR9sfsJT mQayABooJI0ymuiyzi4ayoy6QvJDtZU+UkO22m6r6SE9/GKrYKEmcOFNpG4I5k8fqrrqLCS6mtQk L4R7CK0t6kNvLbnSCMIjdtInFo89CsuNseiEcyyygj5raLMMPzwvJ/yG8gMQLC2BMbbbctttSjLl K5WW5ZI6AbqnrsvudhVUQAu8SMmLaL607nMCyLTgCkLOj/iqY8DBElzsN/CQKAqyyT4C8aCycMB0 004/DXXU/06H0oHOnFRscTwYM6HxxjVoGuG3htnc0nMjn2tqh6imDOLKLM8CLyXQykwzP2SLwm/O Vh9yUM+t/ayfd0QfjFTRCkMideJML61444qHkrMIoQCRtdZMcH2I11+DfYiWd8sz09ldmqw2yim7 vXLLJcLMbL51a/U5J3rPLvkhfttn1p4Fg0cOPC8bfvQhjkfN+PDGNy07CLVfQnkQ8lyOuSFeg/0g AOPGDg90XKLNWLprsx0B6isHoPrLkjiLPL1ZwY79I7MrL8LyheDpM+DdtEpOCb6nGYrRlxw/NVEA 8HihiJ8JQhEE5z3vcl3LFvUiNC5ftM8cwdje6NJ2ne+xTf98FVhHy1jXqKeBzDSnUcEEDRG5+Knw EfXLXeAEd5R4AcgciogYJwBFBCL8b4DFG6DjQmGCIHIigQqEB/Qe8UDqFSKCwThhLchlwQyRLoOm YxcH10G+izQCfVLL13vg40QAqHCM8gMA7lyYjd2NQ4aJsCENHRWKHOZwhwDsoQ8TB0QTtGKIE4kH E5rQBCQmUSVLZCIUHxDGWURxOlN0jAZPJz4sqoMWNVyW4z6QL/gEJJFkFMEBDwG4NMIQM4uA4zkG tbg4ypGOBBTgHRsHRFTwsY/o+GMgvTXIBxnykMNIpCgQQ7JG+uSRVoykJCc5C0te8gOYpJcmuxLG MQbxk4b/GBjQaIA/DzCiUByARwA5IUcdIo6HomCmOc+JznSq85ycSEUoBDGkeADylsnJZSx2GR1f hqImwcSgI6uoqise0ym0WNQy0enMOhEkmp6cJjULoTsYxjB/pSRU+s7BNGaKIpyXWKdHZeHRkIq0 mZdYwXDeGU950hNC9rSeIculT05Ih3s78R5AxyTQgb4jmdxsXEgzORAcOdGh04TE/XhH0UqikgPm hIc5R7DRVUJipAgtJ1Wv2lROnPSGwTtHE5zgBFy2FJ/lEkZML9HP7p1MTODL6TGfUtCDhhSq4cKR QYZKVD0+YpRsLIGhMspOdHxgBISN6hwfgdWshiKxVw3F/wyy1b+UwgOsYa1nLslaVrOe9REXVGvp 2LpBY+oUKrRQ3EgJi1p6yadvIcDrNN15CGy+y3xt7Kk64YFaFBi2CFNlrChQC9zgCne4wg3F5m54 2MmCVayXfWlma7LZQzDSn8O8adtE+1bORGUWUDvtcFWbI7CcMIiseMRsk+pX26azsOgYAQreu9Ei 8BYSxK0vXTlh3/zW17g98IEqWQLWJzA3iZh9LjGia4icCLMnxAwodiWp3Z0Wz7v2DRdrdeTEkpi3 r+ldKlPRGVx4vBcFLRCFfOf7CP2G+LcqbjF7L9Ff/14ihyhGR4AH/MACGxhDE0BwIajjWSqCFpKo G6hTIv8sAM/MgsL1hW+4AMaQE7JiBo+gbW09vF7gOvkcJG5BiUNx4ku4+MX4HbOKQ+EDGc+4xuh4 gptxDDYd7zgZPvZSkP855GIW2chITjJ6lqxO/Y54xE+uT2uknAriVHmbFv0wiLXcZXh4WQYyALN8 jSDmMbPYzPlFsyc4EeZ4uFnAls2xc3c8UzojuGTUZbB1VfZgLPZ5RSwC9FPzO+hBezlcwCJL+1Bh HP90eKmBzu17vYxsdFCa0mA2grMz7eJNc3q/nPAEKC4hX5aMGs4qkbOBp+PjVj/m1eGL9TpmzaYW LVnFuR4xsr8cq7/paYLF2RbS1Ptowrr73S2o9DkorYn/UDj72fSNtrSnXdxqfwLUBIeHm6HAbVh4 +7mkQnBN1woU8JV7z6ONMK3bRAv7tvvY/N51rARmTXo/dmP3fgFg8+3eLvMb4OjgSEcuMXBMp1jT ohi5z3+e67ogCBINdzgUIF5qTU08syTrcXQbg/HItNXcR/Z4ukE+C+H6vOT8DhcasXFCzT2iaVk2 NtcBHvBzaGIuAh84JIA+8p7Dfe7t5sQOfCPwI8jj6EhnKfWWXtamG8PHNs2zgzmeXaufx17qloWx R871mfvbU3si2ASnN/ay61vm70Y7R9AxlwK1veiFoPug5W56uktqUpw4gt73fvSIA150gnf6Zj+b 8akj/x7CSP4440lQM1lsPfLIXvaybXVNGlxeW9UrBMxjfvZM2Dzt5iiQgTiR87enXvipVz2TKHUJ 18O+71X6+6lRba7aHwPBeM59aHcv695f3V74moWuiT9p4y/75m8SpTeW3zGGcGubx3nFJ33Tx3bn UA9LgnNu9wj4V3KyAIET2HVXYy3hhwQsAQVREAXcNnuLpH7LEF2uZng4RXXsIH+L93s0QwsUqH/7 93meclRCgz1go2bOB2kF2G+exxGhd33moCQMSHRG8HoPSIEmxwlHqIQUQzmcQAp7x4EeeH6opn5A hgAjCA0NZoLwd24pOCuMVzfBJwr494I8GIMyaBTto/8SaXaDhbB50Td9a2d99YAOpBEKrleEh6CE 8HYJeziBTFg5o5CB8sCBHZh0YsNE6JdqVchqzYCFWnhdXFh12uV7YBiGYhgKJVeGBxiH1Kcm2VSD McaGbUhykteJu2EPP2gL0iIKeNiHRyiBfoh/k5NATjgS8FCIcPaBo8KIpVIdmwWJsCaJKKh4X0h/ l5gCLbiDL9iJcZiAb7JGSdE+o8iGRmiKzjiHVSGE+lI1rSh+kLCEmSiLszhERfQIeMESuZh0uwhM vdiIGwKM7kdkbmNkxEiJ8zczyNgPtFCGzWhzofeMalIi00iNOmCN+XeK2biArHgOetOKT3iQfyiO 48j/dQgkCJyAjvGgjn7HKVM4Z+64IVAXj6mie/TIZ174e8Cnj/4wC8bnjz0IkADpKWiiP7Ezip5g kHqIkNiYiqIhLTXSkMojCqQwiDoJixNJkRV4Cf0BCXpBiFFYauxoE+74jv50ViT5fibZcfeogpYY hiSUjLLwknIYkzEZK1ZWk5+TZjj5aYcAg/+Iitr4k1XTL+ewQk5IlOB4lKGwiX3pl+90kZcAJbgI lRwplfwEkiHJIdJwViU5PidZjCl5iScAllsxC/5YlmVJh2+iTbDyOWxpbY+QkD0ZhDjjkHYZP6FA lEWJCX5pfKLgmrGpfyglWYcwmOjAgVLAXIeZGL2o/5iL2RObpWdamXhcaYz5+JVgCRC0gICZCZCk 6SkV5XKxw5YfcW2G0JykaRW5QjtlRAsGpJp5+QiyyWx8SZ6yGVmccJvoIAW6aVm8uYhV+Jvp0piR SJy8F5kruJKmwRWXKRfO6YOkqYowcmUXdTefYJ12gZ3/qZ1zSZcplJrnUFR4CZFuSZ6iMJYZanOR JU5N6ZTw0J7uyVLwyWO+qZjp8gz16Vb4aZySuZ9aoUmzAKBxKaD34CkeZqA2k6DW+Qg0upDcqTdk JETmMKGXsJqQoKH8dwlJqqH/JZgfCqIiWn4kmn6MOJ8omqIxtaLxl59e+TrKqUksIKOaWaM+eRVv 0v9dJEU2O3p3j9CgphmkKkRUEipLFLqkTRoXTDqWcZRtl5Ax8RCi9WQIEaSIJWqlJ4qlHqKl98ml LaqfyUlCzzQQY+qjDSoj2yghZBdYd5OgvjF0obGQc/k+0pRX5wBbRpqRh8CkGKqnL2lpOvcIfwqo UkolhWQ2hUqVV5qoQLGo9YhuXXmMkMqfYRpUMlqmZiojc6Im6/Q5d+epeHcIZgqnENpQRFWntmBS VIaRqbqgeLoRrdqMJgarsRo97NmeycEJt6qIuYqou5od+uSrKPmoXxqpxBpUYioLNXqp25krbxJo n/OsTfII/Con3SmneaUK5zAcNRAKeHGL3ZqhrAr/rnE4en5arubqLbJwGLiamCGZqGHyrr60leaB j20ymZUpqffaKxtAFXKZrPuirFdyTql1N89aLeBXCEBKrdXqUKqwVbagLQ3LrYWQpBI7sdPXdpzA QLMqolYSChW0rh27YLjHVvDaqCQLrMhJr8N6Iyp7V/mKrOwBs7jir99Vszd7gYeQNzuLsD6raObg QEL7sETrrXd6tBuKfUSotCxxrvFQqFUqn+2KpaiiHe0SRl3YpcG6tTBqr0G1WrOwr2M7rWoSXIR2 N2hbLYEIAAbLs6/ltgvLsObQfOc4tAAwozKpG6erugH5CK4ICYAkD4HKEujHrh77sYSLlYYbRr96 /5wm+6Jf1LX3uloHAbkEK7nvc5owQoDJRjY3SzlNeAjUmld69LkrB1mi219yCwmrSxcEwr2n642c sFLsOQVM8ZEmarvuGoz6lLhaSzMo27h2xVqzILkFi7zwoyb7xrw2gzXPq7mkaq2JVm/M57SyUI0Y uZ6mq7qi8L3g23oVegiwC6hTUL5SwXRSK25CRm7h40tY27sucrJgGryOu1riJQvHe7+dpCYVSTb+ +7yPYEBtC2wD7ECjOws+0JZPCqWFsLqicKw/vJlGypoRzBIUrBkgWHu6OriEq3Eb18GdUbIg/Lv/ EL8ryzMmjDfTyrlktMKa2MIubI4AML3Va72bA/8LbTgLOKmeCrLDQMwbSeLGZRqeQ1wIEgwPFFzB R4yY6Du1GlyCW5g6iaQiUXwvU1xCCiW8JfwrLkC/97uzneSdzNF5NPfFQEBEj9Cz1bsxa3jAtqDG OjwPQAzHcVyjqlm6AFBZ8WDEzBGfISi4KIq7TcxBHZRIlai47yvCiEzCV+w3s4C8kCykRSohy3iG IGPJRBTG5KXJHPMK1IjGsoCga7zDACDKo0zKPSkKp7xcqpzH5FG7fdx+f2yfWlnLH1zIwsq4Iyy/ d0I/rCELcQrMMTynMGKGShouyBwEgWkIy0zAzezMOWkLPArKbvrDPnzN0Lmtc1sIqXzHV8LHGRz/ zvI4j4waRi6KzsCry+u8yPUxC/F8sG17JZ1INkSUFiRhHMzszwWZw7XwEZ9qmwlczY9y0KmYzdOM ygx9Dt0MI66cvkscjMIoiRV9y+vDtRltxaoBZYbW0ZA8vdR7qhLSnN2bL/ksEbQEADRsxil9kzh5 nbXgqdIcysdqzTM9oC9t0zitT02nxLDMxBo3y/WYRSfkvkSdzkY9vOxsaD4jC8Esw+WFIjBpfTZT 1fpcCKBbw2es0lwt0F7NeoIpq4ZQ0NGyr5NN2aGQwAvNEhig2bbSWeBcXT+9ccN4ZE4kxRdNxep8 1OF1O722103t1HwBIwFa1rEy2LWJ0s6Mw9W5/6PmcLOcgDGWMrCUfaacINzFbYfqCdyPQGrxoNm6 wNkK9sqFt8FvDddw5UQhXK+ofdcbbWgCMwt9bRJvKyEKOdueMgiHIz1ZjdugyabQWgu97aePDQDG jamGQN/GHQq/fQnLjQ6EkQGxghNrLd3iDNSMyqISNkGmfcio4bWKnNT1gXL4kUd8IcDBhiIInS9C 4j/Mtd6KvaPPytvQCwlbE9zFLdn3PdmiIN+F8Gbw4N+5AOC+6NkkON1beuDWneB0jdEMnsi8HBZ5 HeFgJwoUnq1SEroSIpc2YzRD0KEQ0uHW1t42aw4iDglHdAj4TTX1q+VAGd8Xy+Iu8eLO7SkCHv91 Ej2cBn61T/FnOQ6/2u3gq91CXycL4W3k9obkQXjc4YIsHHUI/+zhneqpaDvlmnsIVm4IW57FW16/ obC0ys3fthDmMBErMz5uoE3d8WqcTtTmdv3mP97dAlN5Et5OFX7SmnPk5PGyIMPk4dTkAMCG7B3l TYK2hC4KlszoXo7oEqPoi37r+w3mkf4Sk84Tt9vWjvmYmO7Bs3JC2c3pPt7On64nlbcfsoAppm7n 6REnZEsvrJ5chZDbf97SNjvrVD4Ltai0uK7lWb7rY8vodmwIsScPwC7pbwJ16lvjJziJUEFrxrjs Ow4QKpvaF+bpEA7q0j4sjlXq1m7GKLIvdbn/7az+CLoN6IHuvC5sDoT9CI1+6Omu6+u+L6Lg7u/O FPIOKr3gKR+rLpZu42kOxVE8Qafd7EgN5/IWSv437Qiv8Idtw6Bhv3sTLqzOZgj64eKeuS5s67aA 8YZg6BsvuYnu8dp+CfN0CeTXEmH+HCfP1iqP7/ao77ZMKxOUsj0u8wPfa19n8zdvXNY+SBLyoEGa L3IUaoYQ67Je9GBs7rWQ9IWw9DnL65fw9B8fCiFfCFQ/C5jICVlyPW9S5lJn7B1U3cVozioJ9jGv 2mQf59aUfMUyC5pjT8+sGQb79ifWp3JvnURf9/6Lz+bQVUr/R4+Q65fgyLGPvCA/voNvDiyo/7Hj YhNYT+MEHtpojrjJbtH1hz3/3uDOntc0b/aUgTCigNIPNIoS8sj0IvpFMK6F4Kx0f/rNg8/5rPq1 aQhSH72y7/CQQP7nH/i1DwCELwqXOAuGkVm8D7K+f+mQKfzzug8TBPDb/eBlj/kvBAg0gjQahYYA iImKAD2Njo+NPpKTkouWl5iZiCKcnCYmmqGiowBFpkaoRos8rD+urkCxskG0tUFCuKSIQ0OYTb+L IMLDxCCaxcjJxJpNTpdRuhwn09TUowkP2drb3Nq636EK4g7k5eUR6OnqERXt7hUB8fLzAQL29/cS +vok/f7+1aqlAEewYCIWCFlsWMgwhMOHLv8iSpQIo6LFGBgzDtpoqKOGUJAeUaKkQ4dBcJ4+fTrJ UlGRVKlWvfohq6atWrhw9dI1hIgvYIqUDcsktOgyTE6SWoJGioNTaQGnpRgYqpvVbi0Lmtu6rus7 d/TC4hu7j9+/f1GlTqWate0ihAwbPnQ4sa7Fixkxbhzk0ZAHUZBGTipJ2KTbTCpVrlhx2CBMVIte 1Zx181ZOXjtJEfF56VeTYEWJGg2dSenSpk9Tn1jLmm2mq7AfTGhMaquDruu+tgtLbyy+shLOok3b 2jXtlnEXzqVbl+JdGHn17iXUV4OH6yB7CJZUuLvh44oUL2YMXtfjI5Enx6psWSfmzKM2//z/HJT0 pdH2Lzl5cnpU6v9OFbeWKLFlM8GBCM5WXibn4JaObvDwJo9v+ZQlHEDEFafCgsjJNVdzzt0VXQzT UdfXdSiGsp133nGIyHgwuihKKkfUuIh6leXk3ns96UJEET9Zkh9o+CmTyRP89RcKgP994KSAUxHI TYJUJiijJQ4+qJuEE1IoAHAX9pPWahqqYOaVBCm3HIgRPQdddCVWZx2KKWoyGIuF7aDnDjLCOB6a mBhR46A3rpejjjzyshlno5gSJJHJZNLJpJRWOqkmSCqpCZOpOenpB1Aad0mVpE6AwKmnAopIlhBy GY+XX1oY5pgCmmnrhqqSslwIbLrg5ohx/1ZHJ52h4Jnnnnv2Od4MzOa6yKCEKgIEezoKkeiii5qn SmfOKGLppZh8Ky6lR2a6CFObcurUp+yGOgqpqMYbb65ebekqrGDOmmFrt9rKgrOjfMjmr3BOJ+ew KJZQQrF4IuswnxwuxuwMNVQMMCLQHoEEEovchOi12G4GJCmQ6ddtIuOKIGnK4mKaJDjqrsvuzO6K Yqq8OKMqDr3otHqvl/leSGuZ/Sb078WZMAciwXkFeyLCHiisMMOEPfwwKy4yW/HWSANQ48Ybd0zL xzyGLLKjJG9riWkotxwuy25fguTLiUixZMwz5/1kzZrkrLM4gO+sqs9c4iur0Puy1q+ZRv8j1DUm vTKtkcHCQi211MVa7TArnLu49eddgw12x2S/Z/aPpqA9io0mLzLuynBXiikUBMXMgd64780vrn3/ HfjvgOf6jqv1AH24cEPvXnTjDD1+SXOSS7fXwZZfXsILoWi+J+fc8+D55zX0gLToYStyGcghp566 2qKwvkhSJ28StyWxW6oJFLQvYncmtufuP6iLO1M4gPc72wwuQoUz3j7CRILkKW5xjVNIXJxniYlE j0SUexrCrHe9F2BPE1brngi/Fz5HjI98i7AW+halvvWVbHXoWRvb5Pct2NWvE5nAX/5Qo67/5W4E QAygADUBPNsYEFA/o1DQkJe4tQQwgsn/WQgFF9Gm5wArgx6BWtSs58EuZk9PIhThK1wUkhOCLQmL KJvZWngKmOhCYyaLHwDmt4jE2PGOd7zfDuvGP7z5UG9ADOQIhMg7BhnRiOlQFW8Mt0B9RaVWEGRe FB8yxURc0GlZrN7lusjJUISxezNxBYdEUgmAnTEJaFQEZk7Hxpc8hn2hKN/7ZggAPK4EE7bMZWJy iD9L7M8S/ftj3gRJTEKO4pBZUmSXlHi8szjQiZE0WhQ3sJxKIkJEBZte5TbIRU560Cma+CQPQjmT UQrmYkhApTrTyEo2vjJao5ClIuBXR1siRpe51KMvMRFMYbKLmAAdpBCPeZssqaMCimSk/1kQ90ii 3QqKk9yVNQFQkStqU4PD4qA3vwnOcHKPnOQEAodIUpKLqXOdikhfC18pKGjpQp6JoKUu74lPPN4P XXwEph/9+amAEhMFQEWBvxonCoNCSFXMbCRDAwLJ5UkzomuKiDUtypFtZrSb3vyPJ0Ea0liM1Afd MelJlbAIFq70nRmLYTxTOct62vMSNc0nJqKAU0T8UhH95KmTfCrIoPo1ggkpqpYg9A5AkaWZw2mo 8h4qyeTsilcTmerkLppJbm5yo0wKBVdhoR4OtQhgqFSCaMnqEneiNWMw1QQq9UO3Wr4VrnHNYybo us9F5FWvfA2kX3eLAsAqRBSE/co8DP8bK6UyUbEPdGpCpvlY6EkWkx3RokYxy6QPaAKk6pnMgrwD sVyNdrSLOOt50io6XazWEuZKhFxhG9tdzpW2d+uhXj2VWyDy1q8tyK8Eowhce0kIUIjFEHKhqVy4 QFVgFrRIJaHrF01KbaMv4JSTNMvZ7Npku1XTE8C+K9rwtnG80CJfajNx3kWkFxHrXYSfVszixWgC voq4KwBuy9P6juC+Qc2vjlswTSmGAoHEqweAGfjMqTyxsXFprl2es+CqYpRO081qdT0VCgvbxBYL etiGORze04ZYxCPGRIfR29oWk8cSZk7zmZ9RV53Kd74fsDGOgbrjOvd4A6NI4FgAtVT/gTh0qE91 7K6gR7AmU8+yD6YugGamCSuzJwhZ3h7WnPXdJSwCxF8GM0pFMWYTl5nFmVCzmWfb5rvS2J9ynnOd Vy0DGfQ4z69iJJqc2UQjR3O5B4bIkq2YkUoe+qqXlfKi89boKz+aFlnu3paXwGxLJ4JG5AVzOk9K CtKSWcWgxoSos/3edL15vqnG8arr3Opyv1oUSc3XlcRU6xQcOdBJHvSusZkXX1cW2IkWdpOGWeVp HXtsuQBPGJ3V7GY/K9qaPmmJQ2FtTyti1JfYNreXAmNETCERpxZmuO877h2Xu9w2sIGHKBmK4i7x H1dq97txLeioJpjXTRPEFKPrYIVB/1jCwwRiKP5dLSGUR4wEL7izE4FaaSuc2qMYusMTAXE0SzxG s5UxXncK7vrOGQUd1/HHWx3yrj/WIaIwLkNTTo2mMhbeI9f1y+k9WZlTsBDSxSoncT4zYmqCWj3P yc/HOcZcCV3pXtOY0Y8e2k6HAvCIeEIvmT5xbD/dxZmQgowvPmOq49bqqs56C7Yug6573gZfd4Eo HBmVlJsd0CyPt8tDxHbpbWSKcQ/23Kdcd4DeHSd511F5Qur3gjNhEdKeNuG5nPRLLJ7xKw7149fs S6kjIuN/3DhvNb/5rX/+8zdQWmRHP6ZHyujPjENy2rVfRZi3nS+FoCCiba7ofdf+p/+hyH3pdl/h 3i+BCfgHvogJX3jii+L3lnB8L9J4yPd4miB5lwB9PiR9u0V9nHd9nncDEngDvTIK3Scg32drBbZf qodgrIcXMUdZH+E8UCZ3XUR3/wRQQRV/eZcovAAenZUr+DeD+ndKw8dh4DUKALgIAggALaZty8d8 MeZ8Cvg/DIhfmveAEBhyEziBOIADbGKBahEqQ7QgK2dgLeeB5dd6GCSC2EGCWyR7J0h7KfhTfqUJ PeeCmAGDMQgoM5h/imCDR4eDo8VspLCDitCDBFiAEneAUleE/nOEOZaE1reENtCEEviEihiFogAl TyQjZ5d64wdZaweC5ycI9/YXjxP/ZbM3bO/XV7yFhiqkhorCKI1xZTL4hngIAPyXBHQoWgV3h8a3 Rz6YfJgwMbiYi7roh7ZleTWGeeJGiB9niIeIiIp4jDlQgaGggZEYWC6iAhCVhWr3gRWVTU4GdwhD QfnWie5XhqAYippAij2BLWx4E6qiiqs4h6/4d4jnC7O4CLo4A7cYj/TYLJEnY4D4Q8DIccIIcoaI iDdwjIqYAwSZjB8oCqgHWD7GIWinJqu3hZboeujXYJbjPB2kb52Sc2Y4fS0Qji54OqZ4GB5zjm9I H4kwVuvIju3YGe+YCPQ4j/UYj7yIcb6IavvIkVmnhEsIkAL5hAVJkB3QAW6iYKHg/1vntiBY2IHT CJHVGILXOCea5Dztl5GfqFv8mF8eWYogKR+0gXs+54ZM4BkmiQj9h4MqeX+rmAljmQgCKJMwGZO5 eI9T922Xl1tX54CFuJPG2JM/mQNB+ZdDCR2jwIHMBXYckmvk5yuXhEVQuX5SOYae6I1WiZM6pglb aVYj0xh5pypiuZavqARn+YaksJaI0Ja7eAlw6ZaYMAWUR5NkWJd8dZf9yHX/uJcC2Zd/mZvC8CbR MQqICVkuMomEZn4SiYk0V3Md9DgcFZk9pYJXWWeWCZJsdBw9x5liuQh0GJqqSApyVJp7pJrwmJpx mQmsyU9UWXV2mXk5mZcQyJN8+f+TufmXxTAiGBEw8tYcLqJkldiUl2gi2IicndQ1KNicG9mAHRed 2NJKqnMYH2OdnoGdlaaS6AiHotCdAAAFOAWeiiCeuKgJ5bkkcLZXN2mg6zmMtdmEPYkDuBmfHVAM nXBFATMwTMYhWqiYxNmFT6lFYbiNHvQ4zElfzkmZrBadCtpC1MkjgCKWMwSLEjqhNDgKFlpXp4ma HGqPq9maoQBngkhns9l5J+qE71mQLNqixFApJeJ2mkCNvFmfC5KYQ0lVE/mf63eRsyegTwFIQUqi 41ZumlCk09kYiZKkzUBPitCkTop/QBEKURqeHUqlVeqhWEoKNpmewVii/qiXKBr/pkDJoi5KKSpx pjQgClzYmwsybxGJo3HamPjGfvpmp3haoEjYcVvXp34aE4BaNmgCP4SaCH93qIh6nRX6DIw6MW8p nh7KEkY4orEqq+x5fe55m/DJqWXqqYmxAk8pCvRZnBzClGtanP6pqiUohsv5FF3zqt+op6w2q5mg oCxFG1oZkguiq7Tke77amYmqCd1ZcRrqklUqjy5irj4lm5ZKm5gKptAqptI6DJViR34iJ6PgrRzB IYvphbHHo+MqM9aFNJJpX8+ZrtZHqx/Wro1hNoAir4vAbL4alvZ6r6VBcRs6pYsAPjILPqpCoLGp nsxqogWbiJrqlwkrDAtbrTAy/zHCMgoMNoLlcarQpaOcCJl3+inlKqKwOog5q7N9ylLnQRskeyUm qwgpu7LAGgqtBQAVJ7OYMLNoazHOsqVY16XE+KzIGK3x2amTwrBDm4vgqomh8K1y+oXg0a2oapwU Oac3141QezFxlqfL6rE6G3KZgLWokDEja1a5qquLcKhg6xm0hAljW7Y0ewlpO7OPE7A4u6fNin22 GbcIO7fTWrdCuyy5uDVaNAp9ex3WsyBOmapMa4IXezuAhDSKS7Wme7qa4GUudRiokzqVu6uIMKGZ +wuWKwqdi1NmC7qh+7mje65CyrgE256pO5Byq5ut2wl2C7u4+DmNYFmikDAcdP+RuLu0Fcuq3Iix 7we8k4mu5KaTn1e8kZtWx+sWf+oiunpiJfm8gxq9YuuyiVC9lnC92EtBN1a63OulOxuQPTumdEu+ rysxsbs1kNC+UxMKvBthHLAgFAugU+m7GmlfF8Ox2+tx+nt9muC/X9YYK8W1+zE3l2vAB9y1CXwu 1As61uvAajtRANCxE/y23+uT4Suf45sS4mG+E4O+pCQJWDUKGLkuJvytuyuuJHyekrmCAFOpw9u4 znoDmUDDImbDrvRCHDI3JwYAzyuvdDwK06sID4zHRFzERowIwlvG3XvGmXqwm8q6CkutUczB5+vB VcwdOnBz/mG4EwYemRiuFvv/xU+7whEsxs7ywloXw6iLxmmcaWvsFq90JXDcWmBLx6xsx5oCAHm8 wHt8CQHQx277pTxLyD5ryECLyJ/gJ7pIxY4wEt2ByeQqCoE4AuVRu+zrxT8KpPd7hp38x/l7uhHY hDMcfKNjyo+BynC8CPbKyqw8tsanKQysx7O8CPRgy9V8qd47yKpbyOJ7yK6byCsQzIw8zCR1LJwy Churc+ARv3TqtPQbxvw4xm1bte4syNicCdq8zW0BbWq1IKkMzporzgOsw6JAi2SLznzs0ddrCa5i xPkFytcMz+C7uvPcy/X8y3e7yBUTGPucYXtS0BkbCpRaHqs60L2LO1PLpVjp/yxdSsHvbIwO/dAc Y8qS6yIVrQjQi9Hwk8rkHIDmLMQNnM6JQDz3MFHW3HVwm9Ly7MT0rMH2jM8x3chg1R2bwwq4Iwra y6U6vaPyS9AqXJVkXJlCPcFEzdCDfNTBt3AtsdRv3NSIANVRLdVTLQp3FcuIsMc1oAiLBCsCwNVK jNJMrNJizdJk7dJSrDX5HAkzXRJr3Qo/UL+hgL+bVx4j/MxS68KoHdS50s4LHcqpqwkJh3RZgVpM PTc9CNWIrdEEsdhWDdKhC9mxJtleYk1FncvxvMsrDQJBW9YdfNb6fCfHImmkLRk+NQqy3Wrgccms nbjRTM2fDDCf3NVMCJAWfP+Mfr0x/HcYghdmjaF4OjRLdPzb3xzcwv3RskzEiYDcAI4Pyp3elq2i TRyUGQzFnK3IU/zZ2hHaOjDafCcZsrCRo8B5ew0ehQvGNrvJr119fBrbGF7ZS/yEDt2Km9YSpbwg OtTb8orfUq3fHn22/o0IAX7jAl5JJb6ivAzdvmwCwDzdJVTdjnzdYMQ5oWRsOHbhRa3hdO3Tbw3U eu0sJu3V6p2iikhiKM5WKo5CHNLitHjYMA7HPTgKCNjfjz3EIQ0AON7mezZF693cGPzEIlC+DO7Z 1A3a1k3TR57dFeZvOCHlsK0JBN7Xx2HMdW3QngziVqsqZkzbBc7eWs5/hsf/El7O4i3+PmOeypkO DmcOy8ON5iHt5qQOHJUk5z/r4y0N5C/d4Hn+4Hsu2sjyUTNhbACHCwcqCgZ7m+DB4dDs2osLw82a K4EM6buO5Tgw6Sj5XW1hg1/e6Ymw6bwN5jLe2Fyj5sVN6gEOHNyuD1Nk4JiN4HRu5/cs5DId6xE+ 60he65ThlZdR0pwnCrpMkMdh07/u4cF+3o9uA7lC4pEOrZP+mW6hcM9e34og7WBu8N+w32l+1aOu 7enW7SdHAhQU1uI+1grO6p1NMQ5OzGqt7n5OE+1+6+ejKBguA6LQl84dlMcBsHct7PvOhKpSwcyN 7D+ZCZ+Zgy1B8AUvgGOe//DQrgsMT+PZDvEmJ/ETHyYU1OPRveDlDtNDrudFzuc7QOsUbijuviPj uBl5OQpjKp8t3+Evr++zbeWijCZ8fexY3peakPOVXhBHV/AVBwCIDfQJH9wz7vBpy+ZujvQSz0CA 7w9Ln+B1vsFP7+pRD+tTL+vYPeF/7jHVYjrps4Ren9lDQRutje/kDe/ojYj9Xuj/3tz0LmYpuZLg wPPlgaF0VVecbvdg3maKnfeLEBKQwPcA7vfdHvi6r/SPo9kZH+RQf+6Ln+6Nn+Qj3x4lv/WYWQRn PApCgUONEeUJrde4nIgzr95xbvMq75c4z2F/lxVluSCrP/fT7vo6tPp4n/8IJnQJtG9Cko37Sb/7 8l96j7PqwI/4wp/WRl716371gE7ygCAkNEQ4RHSIWKS4aHTj+OgIIDlJOQlyKZKpKWJiUvkJGio5 MoJiemraorq6KuP6KmMjOzsL+YiDK6q7q2vriAscHJxDXEzcgSyqpLTU7OzMG708HV39GYWNXfkE 1e39/Z2tbS0pRdmDDoq+zt4DIAAPLzFPX28/T5Kvv8/f789/IqDAgQTJGbTWKeGKhQtnOHxYI2KN dj4qVtSBMeOOjRt5eOTxI2RIICSBBDl5UpDKQYUQJVqkyIjMRjeE4Yi2KaHOFQd1oTrFKiisV7SK +qoZrKdSALZsOjVmDFn/slDPqkJbKmnaMqy7xEWpBC4sFK/ZDpqbtE5du7QC7rmt9y+u3H4E69qt y5VrJ4YNHzqUOJGdxYsZMXLs+FHkyJIoU65kScjlIZgxZxo5gvkpL50m+DLMSwlVUFZDXRWlddTp TdDRbqkeBvWY1KmgrFrlqnUr60pewYrtRlacWbRpP61N99be3OVz7zp/XnD3QYZ+/0qkOLiw4cMf QSouabLxY8iGJFMuYvkyZsxIcMTOEc1z9RnSUYxuVfp0LV+vV0sXhVR/7r0322yi2PZMXlot8R8l vU3yW3APknMWAMUZtxYAyTHHIV3QffhcCiKOmEKD5FQHGHYWaafDYTt0/6fYD+A1FsR4hZTn0nnp rcceEj6+Bx8v8/lVg3T3lRaLfjak1h8xJoIi4ICxFVjggbYxgSVuCT45IQBhSUjWcJJceE6GynWI JgkgrlkXiW6+KeKT0cyQomDZaecijN8xJt5jN0pGhI6W8XiEj4b+CBVtuhAJWERG4jeUkkvy12Qx clZS6ZRUVlnbM1h+ykReVXEpHCXegBmcQVJUSCZx7ACQZppszhoQnLaKqEKuuuZ66S6BrTOYDyzm mdieJNFoY0vmUbYjj4camkS0m3YQTaN17qYKkpIy+VpsvU6iGpDTctopqOZyNaqJXXqJqoSqlukO hmnF2hyts94K56767v/L67ehoBPssNwVK9KMfa7057IwNbvesz5GC7ESVF5SbUTHxQtafkpyGy6B /tok7rhSURyKuSZjdVuD67brLoVl/jsvvQDZuya++fKLswos7Mwzz/6CsiKeA3sUo8EoJRuZwowM 6qzDEEeb2yVSk7yLihbtRtTGlHZLoKKXAhOyyB1MLYrJoKLbTJYqlzoJy6m6TJxa6cisJs0g2vxm zvz2zHffO2/wcyUCc6RnwXwe7aeyOTLLdMNOP53bNCBsogkvwQpb2G7bbt2xplL9LGWiYo89NQgl m/0pVueqi02Fkrgtzqqu8+J6OvLC2qHdNeM9ot57+w08CxsMTzzxgVP/sh3hBC927MEqJbz4wo33 +OzTSUS+jDOUZ+IJL4PvoLlRnD/VNZX+li9y6VR/gnoTTXC1+n9RyM6b27LTbw2rtlcyd726h8i7 3vlOX8HzW/EOiMDhhSAEx5OE8ohmrPAgDmGKe4n0ZkIohyHBethjRlU4wZnu7cJFLmINasYHMvSZ 71uiE5v6pFa2T7lvhu9bSvykcz/XsSyH+KvGFOKmDtx56H/OCaAAB5irAhowgUzcwAKfCEUGNnB5 MjqcYyiYtOgtDYNNqx7ksHclJoSwE9Eg1kdMyDHyeW5c55ONC1+IidPRcI42PFuDcli/4PDwfrqY 3Q/HhLFzCLFuRLyL/xFxhcQkKpFvTWRiFB8ZRRe4oIEAiCCyEpdFC25RJhl8XMTAaBVz7cUz0eiO KXnAmqZkqoXjgmGvcjA60sGxcqCYIx3rmLr/4NFBZNnjLkPhRyB+opBFNGIidbVIRjbygJBs5gIl Cc1oSrKBRrvi8yo4GcZx0XFe/GTkwmgyvvillFT8QSoD1DlWTqt03xodHDFBy1racoZ1pKcu+cjL bPiSh32sxB8tFMhJEFMgh0zBMRWZTOEtk5nOhKQ0HypNGEi0gZfEIo40WZltUu9QHARlVdo3wyFF o2jgYc0qo/JG9fUqfe/cnijm6T6s3HI3v3xd6/bJT1H8UxL/3KlAif9Y0IMmlGcLZWhDoQjRpEpS okxt6kQDZ01BQA+j6JleoTwJNY96ymzzhAhgeAGesAIBNOlEKUtfKIKVbuqdk9teWuVpSyc4YSkz pWkPy4FTX+rCp/+kwjBpdsiD6myoCi2qE48aSaVC1KmMdWoMHhuDwFkUUILS6FW7mdVvhpKr85Sr tRwF1uY1hqywWeM6Z5kJtc6GrW6NZyVoKNfYzrUndWUNPieRV73qVBRVqASbgirUoRqWeIhNrGKj 2djkShSyzG1u4KaazQtysosc/aJmP8rZuMq2TvvTBY2ORtqwtRK1m1Ata1ub2lA0QbaypSsN73nX 3O5xr6Kwwl/tAtz/RBK2sIYt7hOP+1DlJre5BI4BDQ6M4AMHjrLanC43q+vN3IDTXDBlb2zXUpFo RFUQoFHhWslLuZWeF73pBYWFY6sU2MJ3VZSQb04PcoVdGDO4wh2uf/8LYOQK2LEFbm6CE6yBIAtZ yD+L7ibV82BoWVfCmzVZhU/shCc84XIZ5sU1b9ThYrgTxC69VEtJXF4TQ5muKMbhbfHqYhb7kBJy IIebBEvY4SrwxiHIMTR3zNge+/jHBx6yn4XsgUAH+mfSRfJGlRzhBTWZwp2FspQfPeU7ReNGf+rw ltEK5rc+CdOZBmEooDzbg7DXzHcFQJpLTV/Q+G6/cj6sf+18Zzw3/1XPkOUzgv/8Z0Hretce+BnD Dv2wJSsau05u9IkhjWwW6WDSF0VEXlKqvk6TUU6l6zT3pi3mE/dk1KSe3anVHI1/zmE3g61xf+kM 66XKerm0fqytaYDrXPN63oEugb3v/S0HA3uDwp7GhEH15GMje+DKrgagDvHsD3OaxDrxMjyl3fBs W1gp3LZtqU89BZ+mGgB0eNISbYxuWK+bqe12t63jPWR6q/zeLG95CV7wrSQHO9H+XjTAjW3hgQ/c G4U5TDS0mPCRcbm1Y6S2tUHImU+PWdTttSu40ZzXjGfcGhrv1blfne6Rs5vW74Y3yoOscnq73OUv KLvZzc6Bb2H1ev9adQZItStwnT86LCTcSDTOo4iEfxnMY8R2g6zddxFWgr2PpniZLf50U0dd6lNf MyUnUbyQi1zrJX/31wEddl6PveVnPzsHPg/60Kud3zTPns1liHPCy33uvxkaKnkhqLwM3a2B9/t/ Ml17wVMiygPfdmyf4PSn75PxxK86KIz/+Iam2wWUr/zJL6+BzO9685zvfNlDj/3Qf2D73O9V6T1I bEbDPeerl/JvThUFU4YkGumZCVeijfvc2343DM99KFbP9MIjvvFQl13xi/94u1Fnkzdyzvd8Xyd9 00d99mZ9aJd92Md9ESiB3XcpbZc22TVHoFZ+5nd+YyEOMbJ+vMD/MO/3cPUnf/PHGkR3gvencz0B aTTFeJVwP//3fwFoIovVfFx3gAiYgIK2gAzYgA+YfRNIhBFICkc4Ar1Sc+F3c+OneuXXgR5IFiQV DYRyVVwBcSc4Sk9COVqIggAgdweBbLsRgy0mBTRIgzbYK7JWcga2gyjXg/X2gy8XhEKofUVIhEio h0h4CnLyb6jnhLK1gdzQge0iVmMVDRqEhejlhaO0EFx4bY3IgmMohvoHGmU4CWiIhmoYOCTXbl0H fXEohwvYgNdnh5+Hh0W4h3v4E6KhCn54gcUWiL+3gVEIO4eIiLsAYYvYhY3oGTxhIkgniaAQhgZB iXmBiTyliTXI/4mUtGd8Bn3RJ4pzWIqnCHqpmIeryIetaB/30QKvICcYCFuOVouFCDvYUE3RYD3R ghW96IW/+BkN0ohbSIwtaIyWyBXJCADLyIzNaIO3FopxOId0aH3WiIrYaITauI2t6I3fqC2z8CSA mIHkCIXmeI73811BoI7r2I7CeILwyBcm4ovx+An2SA4veInJyI8A6I8t6Wei6AEDWY3WiJASqJAL +RPeiCSmISmy8CSpJ4jleH7neFM5NEFCoI6RgxUjCZIkKR1a+Iv1iGxQcI/ml5JSRwkrSXwtyZWU IH3UOJOnWJMJeZPcmApH8pA9OSm+8JPuo4FCGSFEiVOJIw1Kuf8UH9mUUfkf8gePk/gNYugNrKGP WomVXWmYXimTdUiTY/kBN3mEZtmQO6mWa3kUqWEiFLl6tiiXuUVphFCXubGUgZeXICmPokmaoCAW BvGXV8lXhIl8h9mVLBeWdsiY2+eYpACZaJmWm1OZaZQU//GEmWmRsHNqnUkE1WCXSjFGowmPDlGa ITSaoZCa5LCa+ViYmeiasKmdomCKYlmbt2mW3TgakjmZvembauQkwDmImnmR3yYFB3ecvCBhd7kT zCkf4/SUnGGfqBkWqhmYyHidykiY20mgunCHY3mbpcCNkbmbWmOeqiQg4uU1eSGcQ7mZ7rkq8BkN KdMTjmiffVH/Hc/5odLZn9YADgDKfwI6oAXKoqKQigmam+NJnj35oCiUQh6GDColHVM5nPaDoTM4 BZq0oRxqEB9KHUPinE9ppMD4CSVqov+JFVJHBX6FndnZoleqC+AZo0LRoA5ao78QoTiaowtXYqxB iBbanj+6KsSHdxt6Mj3xoUiKn7uxpExqKk4aDdWJFVM6pVnpmq+JpYE6CgrKkDrZpfrxpa4RpqYl dGRKe1+oFHGZpmpKg23KC2ajFKMppyEqHXXKnyf6pN2QF3xKpVW6koKKqtEgnlx6qOKTqOhUVmZV ILO3Pfa3G+FwoZSqiVVlGdUAiHAKkpsqUnQap/TRpOhHnWXB/xWk6k9amarPag2t6qqJGiUSulqO +qi115esIYXEqaZrupLtZwTVYEvAKk7COh9FQqyamqTXsC66wDZLwadY0Kz8CK33ahA0+qpREjqy eq3Y6o7a2pzDmhfe+q1/2n6YEQ3lOh0giq5epa6swa4PAQphYg3x2hNUgAVZoAX1qon4CrI98aqw ip7q1KjVFn8CO7Cb+lWggSrfCq5/mnFWeATRMHEH8bAo0ijr+osEm0/KGg0YexAcWwVF66cfG7JJ qxQ2KgxAAksKh7J8l3tNia6ftbMu6xUwe4YyS3w0a7MVdyI5a7U8e6Q+2zbvKgpCaxBFa7Sm2o9K C7dKEatuNP8xAJsTfLmyLGu113ExWKu1XEuDD/a1TRe2wrq3EZsX94mkoYC2jAu0SsG2W3C0bxu3 lbsUjDqmdqsJeNmzhnu4FnMcVFZlXHGwK3kEhKmIvHCzhTsknwtaoOGwi+uualuxj9sTVbAFueux +mi5vYsV/xq1JmiaeYukrvsrViO62pEXGAq4K5m6qvt7OJuuxou4XJGztWu78Jq95JC7XMAFu5ui viu+oFGCKji1xFu8n3sxPSC6d6JsPUe6Lta8qEt67BgNx2gNjEK9r2u9D4u948ALtFsN3uu94Du+ BxyMm4u3nau36hu67Rs075s8JPR6S7F488uPfLqO9rsL+Fv/DXSyvy2bF/47u9uLvVhBwFzQBZML qAjswqFZn+g7vQ6MYRCMORI8wa53SvGbQxi8kqSqwV+Up3paMSEsEaxBwnkEwF1hwgPcBV7wBZP7 wlPcK+fquYe7vjZ8wzhcdy9ySqcEgljhfz68jEAMxNgzxFBaDUYswljhuf/7FQHcOlgBxWAABkdL xXnsL61Lw8ibvDjcIl38xeoHgoVsTktBxppoxouMxrwAqtbAxvy7FHLaxme7xH2EatZgx3bsT3rs yYGztxejxVv8voI8yIVjyCAoVlGayIy3yIuMBWEwbGksquQQyaDBx0dcwrMDTJlcDZt8x58szDb4 wBAMyDn8/0Cn7B2pTFK4eDhK0cpT8MpmHMtiMAZjYBvVQMS8wMYB1RM6e7UyeGai4MvRAMzDjM5q aMyA3MVerMzMXMjObEUVBc0YPM1AXM3XrM/ZHLRNHAr72yrfbB2fBQrj3MuJRw52TAbpzNCceMym rMzLDM+GI88ZWSPj8Rj1LLP3TKr5rM8fHYu5xMSX7Cuu2w6g8bkFXc64tdK7QAYvvdANLdNqiMyI EdETHUHObNEYjTSU1hOuydHzGgbW/NFFPQZVgKlyTNK6gMXHkRcpLc4IrdK8bA0wHdMzjdVqGNES jdPyPM9HydOdKdZYdhAZHNQaO9RGXdRsi9QU1s9LLQqftf++3nwQhzvVVB3VeM0LMJ3Vfd2SEITT zKPTO83TVzbWxnlwP/1/Z43WRK3W18zWbDtPbx3Ha8y3c03Xtry3d007Uh0NL+3Xod2VhuzVolVR hU0eh41N8JkjZS2lZ+3Rj33Ukc3Wk/3WtozZr4IVdp3Xne3ZLi3awX2YXk3YqK3aYs3a8Il3eWcQ jB3bj03b0W3bSm0Nua3bS8HbZvjbUCfc3a20Fn3Rxn3clJbcDLbcR9bc9/zcah3d7V0F070LLQ0v 1r3bY/sJ8i3f3q3fgYraqX3c5W3e582rv6aw1gDLaS3bs+3e0b0FMBUN+Q1I9I3d9h3V8Q3h+43h V+rfqg3/4Eqz3OKqbzR7hQY+pett1Ave3rlbBmZwBusFtuS83fwj4Uqx2b2NyXqd4Tn+rMjd4VRV WQQu4hpkKOSA4LKN4gy+BSt+Bkt+Btrm29U943VN4SyN44pX5TqO5ana4QJ+ZJYV5EKuQRBjDUZ+ 5JGt4izO5Eyecw8e466C2RNuLVN941ee5XWOqj7eYEBuhWAu5Bv8NGP+0WVu5kmO5mme5iZp4dWQ 2z5Q3+FshhZO53Yu6aia515Os3we5n6+wdRQDQou6LhL6IYu6lZgBYiOyYouyldD43Fe4ToVoJMO 60pr6XuO6RCm6R3VQbrBC59+5qJu6KQO7Kbu6qhuJysC/+eVbOV7Fb6xzuxJS+u1jmi33m+5Dn4M suso3uu+zuTAzu2lLuzH18IRHjAYceySjFfKHu7Nru6pCu3SjuvUPmwIYu27kOKhru1L3u35jgbf /gnLrg7jrhGrfh33vd2vvu4Hr7Qz5+6ZBe9LKO/yfu1Fm+33nu/djgZpcAVXwIFqPOyWQxgaYXc9 cdkEj+4Ib/K+q+kNH+8Pz/LpogsTr+0Vz+0Xn/E1P5274O+fIDReTOMn3ayunu4nL/TPqvKm1/JH b3O8cO/4LvOkTvM1D/U3j/PRkDwQlIvk4PM/HwoGP/RdD7dMhvRhH9Koozai4OtN7/QYD/VrfwVS v3G6gP8Yi6GRB5H12NnxXo/34iv2LU/24lhDZs/0Tf/0bM/2bn/3oWD14YGUdH/ddi8Kypv3kW+5 e9/3fu/guoD2g0/4a68GaoCrlY3zgFpFKREZPdH4PPX4x8wiks/6z/qHlQ9Tsb+6oKDvar/5nN/5 uf82ob8LpF8eRWD6AV11qk/8q9/6xw+blS+RsT9DoDb7lQDsmn/7GZ/71a8Ga7D7yr4LSYMeNcv4 3hy+xS/+pdzFyG/+j7f8zO+Wzs/+ofYJtj/91G/9nb8GbNAGbZD9h/8Jk4FkSPD9/Q4IAIIAOoWG h4iJiouGO46PkJGSjoOVlpeYmZqbnJ2en6ChoqOkpab/p6ipqpVNra6vTrGys7S1trOZV7q7vLpq v8C/a2xtbXLHUcnKUZ5TU5tGR9JISEmjPdiXz6CM3YmT4OHij6vl5ufo6err7O2et/DxtU/09U+5 vb7BwMPFx/9ylin7tC3TEWpJlCi5lq1SQXOMxkmcGImHxYsYebjbyLGjx48g3cmTZ6+kyXuYeO3j R8wYQIACkxHclFDJEiZMRDUMeYmiT0kZgwoVyrOo0aNIk54aebKpU5SWVgpr+bIqMoEzM9nE2Upn D6Wgfj4aSrbsxR9o06YFy7at27flZD2dSxdTsH4urVpdJqVvM01MWsXyChfVWLOIg6pdzLgxECCF I0ue/5yUruUnUDJrzowJr97Pcur0He2300NLseqF2kn5XGKMjWM7fky7tm3IrXPr3l3qMubNwINz rpQX9Ms6yEWTLs3pdCV6w3nDtSi7etrb2LMH2c6du/Tv4HOXFE6+fHRBxgEmX7+c+SbngjaH/x47 u/3a3fPr3y6kv//5AAYYknkECsdMJcatp6Ad7UnxFyZQDCTghADcR9t+GPLn34YcbjjEh0NQKOKI pBQYXEzLIFiVguvZMceLDZ4ShXsk1ihIhvl1qKOHIPbo4xBEBEmEjUSSaCCKSEqI3jEsJufii1DO 0d4pNBZp5SU77vjjlkAK6eWXXhZx5Zi5JWkmVoM0Wf/Hk1FGGSMpfcFH5pyacPkjmHiGWcSefPbJ pxFG0CmoUWcmOVqaTrapKIxTkuLMoJCekieeflb6J6CYZoqpNEdE6ik6ZjZI2iBsLtomHW+OIuen rJZiaaWaxgoop7TWSs2treb6iai8lmbqqXQEm6quxCola6a1JnvQrcw2y2wS0Bara6+iAvBrsNgK K4Uz3Err7WTKOivus9CWa265Cin07ZzULmdtlNnGSwe39K5rr3TjnqsvtOn262+/Syxxr4jt+jWH vAjPS++qAze827n/RpxuwBRXXDFOODm8W8EJy7vwoxqHPOK/FpccMMYop4xyVyKz1W7H2X68zQk0 12z/8801t6wzbxSr7DPGrwQtdBM7g7TcwjAHuzAAODfddApQRy311FRLrULRWCMF9NBcNzHSYFmf I/MUST/q9Nk1V6322imo4PbbcMcNNwt01033BhuErTc6sHxNi1N7O0pv0mijzfbhVsuteNx22433 45BHHsLklFcegguYYx745pzc4ltTnGfCLcKFn4346Yun7nbjdUfu+uOWx5757JjDYPvtuMeg++66 0+D776GH7ZuJ54VNdrClO3064qqnzvrdr7seu+W0z4779TDwzvvv3NOgwffgf+/B+OSXX8L56Jfw QvD3En8iii0n//TybDe/+PMsRC/99JRXnzn2udNe/++657vwha98CPRA+tD3ggY6kAMQjCAHPkDB ClZwBBjMIArY56nNFMpMxJIfzuhXP/vJDX/6kxz/Jue/2gHQdgIcIAENCL4Emm+B6nNgAyUYQQv6 MIMaRIEQh9iCIhrRiDJIohJtwMQm2oCDNfqgoapUIxHejIRrM+EJn5dCyK2QhS18IQxjSMAC0lAD NiQfDnOoQx5C0IcWBCIGh0jHI9pRiUt0oh5vwMc+4uCPgAxkDgZJyEF2oANQ5E1MCuau8FjRZlhU mxYZx8Uu4u2LlwujGGMYgzJ674xpHN8adbhDN8LxgnKkIxHtiEQ8ykCPe+wjHwNJSxwUspCHzKUu O/8Agl760pciCKYwhymCRLaFkdWCyyPTFkmqTXJulbQkJlvoAjFmj4xlPCMaQzlKUrpxgqf8gBxH oEohsrKVeISlE2U5y1oC8paE3OUuf0lPYtozmCbIpz73qc8V+POfAP2nMT2CzEZ+ZJk0a6Yzn7m6 aHZxmpp8ISc9qc1QKhCHpHzBN8MpzlSW85xFdOUr1clEdt7Ane+EZw7kqUt6/vKe9uSnTPMZ0JrW dAY4zalOd4rTGvj0pzUY6CqoNTaGjQKhJ1Do1BjaUNZZ8pJfpKY1J5pNUHITo940ZTjHWU4UgLQF IiVpSdmJ0j+qdKUsPaRLgQnTYc5UpjaNqz95Slf/nQL1rnjNa16xwdevCNU0RR3bJ5Cq1MQxFIVP haj/porNGVo1jd1so1ZPydWPgjSsYjVpWW2p0rSqda0gaKtb37pPuca1rqjVq2pX69O+uva1sI0t X/8KgMAuzRxYZKoKECvNqEYUgFR1LA0tGtkHThaOlVXlVzFLUs2W9aye5SVoRStM0pbWtDdFLV1Z y128yva74O2rD8ZL3vKStxuRoC37rrrAjG50qx5V7mVdKVYbOBel0PUsaENLXRFYt5/YDah2t9vd AtcgvAiWrXkXPF70AgU2arFNjoTgI/VaOEAu7a9//2uCAAt4wDs1cIETTGLXMnjBDq4IhK+Dn+70 /8dHX7qUrchVk4kJ7MI4zvEmSnxi86YYEhlZjIRdTOEexXhPs6JVs9AFsJusrG9yOUlwdEzlKvOG yTZOWdD+JuX3LZKRt7WymMdM5jKb+cxoTrOa18zmNrv5zXCOs5znTOc62/nOnLOtnj+G5z4Hb8+A DrSg9eznQtdo0IhOtKIXjWhDO1odySiopI/G6Epb+tKMfrSbx+M+KRZq0qDeFqZHTepSG1XT9tJy 1wTztc/Vw30R8nSoQi1pU9v61qdG9Yicta8aS8wmJuvZz7a2ar+5GjqdlvUUaY1MXDu7qLpuzaSE 9KoiHCsa4RoXjSH2a4UEW9jDDsyqvdbqY8Na2f/LZnbBnp3paLNjNvbBUJZevKVpB6na11bWsrSN kH1129vfdnK4x01uppg72ej+srrXzW6QufsS5/VGISSCmOpYSN7z5pK9iYDvY+mb37fq9b+B/e1w c2Xcxj448RKOooWDWdFwNnCJe9BjBkt84uOouGwuvp95F/lO9u64rD4O8mr4+98BF/iwCZ5yV5+b 5QJxOcM1lutNmBbEWBexXmdecxTfnOJmsfh9MJ4ljQf9VfnONshFjvSAm1zcxS630xEO9UiHumjd 8oSH9/5PrINY63vlcdfLe3MdgL0sYo93zzNe77NbKu3JKrrR9TXypL+d6XL/3NPrbve9ySwVfOf/ u98HDHjvCn7wDf56zsO+87EvvuyNn7bQY0X0tR+925Y3OeYNPveVI+nP0GZH6Pc+eu2W/q5cR33q JX54siReO6/XUuwnNXtN1Z7fbMe923WP8swPTz7G3LNRhu/h4qf2+D9NvvIL3/yhPB87ZJc+0GWP do+rHfu3/3XuB9593tPjwoH2FluwBeQXYOZXV+iXfqeHeuy3eojXeoqnHz5ndvT3ePYXeUWXffq3 ffy3alXWaIXhBiI4gm8ABwNYgNh1gASWgOrHgKonDjpXH64ngYw3f9RXf0N3f9qmgRKzfxlDZu0W GSM4hEQogiV4gigoVyrIUwnYWgs4eA0Ig6wn/4MROGGwZ4N5Un3IooP5kn/+smaWlhtFOIZk6AZH SIBJeFpLaFdN2IJQ+ILhEIPwBn00eIUw5niwcoEzpm1wNmq8UYaAGIhnmIZquIY91YZP2HVRGIdT OIfwF306QoE3aIGyUmem9h1xkImaGAeB2IllOIiEmF2GOANNeGCJWHOLCA5yyBg8V4fyd4eT4me4 Nh+bWIu26Im4SISgGIoANYqHyIKn2GOpOAmrKGQzaIU7gmrsFiC22IzOmIm5GI1maIJoyIt954ul 6IaKCIeq2IiseB8PV1sNV3WtQQXPeI7oKI25uIvWuAK+SIqISGLKt3ze0H5CgRbhaAnjWC8jQv8F /viP/4iOAtmM6oiL7GiN75iNwXhiw7gD+agJ+8hnNgKQFFmR/jiQGKmJBemJB8mLCRmPCTaPPlAI D7krojKOV2KRKrmS5piRGLmRndiRofiRwJhgJTkK6kZqZMKSPNmTLvmSMAmIbzAI7XiNo4h+Nykj H5STgiYoY9OTUKmSPzmQQTmGmFCUc4WNQZWUq2AeysaU/DgoghaVZAmQUymQVekGnYCV7khXXJkO qfEUBPKVksYqllaWeHmW6ViQoVCAb9kOQhMPczGXsjYsn3JreFmWenmOufiXlHExKsM1gimXXvlB xBKRU5CYZLmYzwiIjgkWWOYvJuMzkgkPg1n/mQdSLJj5lJoJlZzpjEX4mR6xh9vma01mMaQ5NJPp FJphL6sZaK3pmq95i7KJDnpyKZuiZLxmLj1YMrkZmKb5fwPzm4wWnD45nJlYnKUQBBxiZGDiJ9an nEvGnBEzmpGpm04QMtRZatbJk5ypnZvAA8b4GMj4c11yZMiZZJwiLtxGMs6ZMjqznuzWniw5ldqJ CA9GHRF2IUTmH96Jn0i2hfu5nKF5mzsjoNRJoCs5kEmpgHzlY4eQoPK5oPTZoPT2IZTSJ+E5oeNZ LlmDoTDKLRoqlc6IajTViyHmodgAoo2gYgrKYiXKHd0JIiman9i2n54Xo0r6MTNqkZt4Z9LF/1bV dV1GmVNAZWKEF6I+OqJACgT1+aDHuSd5tqRkGlhNSpFvZla4JE/1NFoAVqW/aIofmqU9CmRnQaJe aqL2OSTAV6Z+umdnWmZNdF+CtKbz9FJueqNwCo9OOKcRV6eH8aNo0WLbAUV/eqmK1p44Blb0lVlk VUu3xFJtOqVvmpVs2Kg7Sqc4Z6c/Gn6Y+qqVppmJtErL1anN9am0FKpsiqikqqimaqU6SnOqangO KVSweqykFpV7M07k1FXm9FWcmk6eKkvupKuHKqX4RKW/GqcmZmHI+q2IuZIhw1HMGl9dBa3Rmke3 Sq2gaqgtxavZWqptmVM5Bq72OqAA6S1vxMFR/NpR5TpHzupV0Mpc6kSoKRVPu4qtG5ZPH3ivDruP uvJNEtSv/PqvQeSs6EqwsGSwaoqw1ypmDxuymKmvEruvFEtZFtusGDuwtlqwuFqohASEIjuzEHsv JWuyJ/tDKRuwAlur0rqufnRmNDu0ERkyNwtOOauzFsuzGduyTKRmRBu1NaszR5u0yLWzAZuxbSa1 XIuSelO1VhtHWIuxb9a1Zju1gQO2YUtBKTsCcna2cOu1HKS2a4tBdBa3eCu3xhQIADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0002.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Problem Solving is easy if= you follow these steps
Understand
the
problem
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/master05_background.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhFgKQAXcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAFgKQAYYAAFgA AFkAAFoAAFsAAFwAAF0AAF4AAF8AAGAAAGEAAGIAAGMAAGQAAGUAAGYAAGcAAGgAAGkAAGoAAGsA AGwAAG0AAG4AAG8AAHAAAHEAAHIAAHMAAHQAAHUAAHYAAHcAAHgAAHkAAHoAAHsAAHwAAH0AAH4A AH8AAIAAAIEAAIIAAIMAAIQAAIUAAIYAAIcAAIgAAIkAAIoAAIsAAIwAAI0AAI4AAI8AAJAAAJEA AJIAAJMAAJQAAJUAAJYAAJcAAJgAAJkBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMB AgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMBAgMH/4AAgoOEhYMBiImKi4yNjo8B ApKTlJWWlAOZmpucnZ4DBKGio6ShBaeoqaqrqQaur7Cxsge0tba0CLm6u7y5Cb/AwcK/CsXGx8UL ysvMzcoM0NHQDdTV1tUO2drb2Q/e3+DfEOPk5eMR6Onq6RLt7u0T8fLz8hT29/j2Ffv8/fwWAAMC vECwIEEMCBMqTJihocOGGiJKnChxg8WLFjlo3Kixg8ePID96GEly5IeTKFOiBMGyJcsQMGPKjCmi ps2aI3LqzEmip8+fPksIHUq0hKGjhCApXcr0ktOnAj5JnZqplNVRrLJqLSCra9dbYHH1GqtrmFlg yNImc8Z2mTRp1//iNuBGt1u4u+bynlvH951feoAn5Busz59hgYgNGlzIGOHDhxQja8BImSPHkJg9 liypsvNJly5nig5xs/TOnUBT9yzK2ihSQ0xjy1YEtTYmqrg7Xb26tXcrr8BfhQVLluzZ42rTtm37 Fq5ca3Xp3sWr1xzfvn7hBaZHeLDhw4gHKi7YeOFjyJInUr5o+XJmkJs5e04JOvRomaVtnkat+mdr 1ia8VshsBDZlm225JVjVblb55mBwEA5nS3HGHWdWcscsx1xzDDx3TXTbTEdddXtdp0522m1XT3f3 fAdeeOMdVJ5C50GUnnrrbdBeR+/BF58H86lU30v34ZefCPvx1J//f/8NZcKTAh5S4JSOHIiggrkx 2KCDvUEInIQTUtiLhcNgmKGGznDYoYfUgBiiiOKQSI6JJ6IogYorsliYi/uEF1CMF8xIY403VpSj jjv26GN8QdI3ZJE0HYlkkksy2WQJT0IpIJWcLmJlbVgmqCUpXHbppVdg1iImL2SWaeZaaLqlJptt umkXnA/IOSed6NiJZ5568vmPn4AGKigGNdpY6KE78qjojyY1+sGQREIqaZJKVnqpk5mesGmn4H4K Vai4jUpqqVqdimqqq7LaajCvKhBrM7PSOpetuMYpJ6/soPhrPHruKayfFgB6rGOEFhoRs4kqqtmP 0n72KKQwXUtp/6WrbZvpkyd4ixS44YrrFLlUmYsVulmpO0uqB7S7y7toxTsvM/WyaeutcOpaIp12 3vlrwAK7SHDBMR6MbMLLMtyeww8zKi21IFBMmsX7YZzxpRt33PFRIHcq8sgkT2WyKSizovLK7LqM AMwxvzrzMzV7eLMD+eaqM78R+Pov0BQI2yexBh+bbAYKT5ZjsxwwDS2QT1MrNdVVY7ytUFlr7XFS XVP59SVhSzU22WWrcnYsLKvtC9sJyPz2AnHLjW/dd+Ot988B+/03jEUfnGzhhq/XLNMdQBvxtBNT DDl/kmtcueUDZj7l5pZ0/snnBIS+yujClW466vHKu3rrcs0Ne//svPa8N9C2Dx244EjfeCiiSysO cePFFynppJEnj3W3lmstpfMEgl4lpDe9sVlPdNhzBctapjbUpU51M1PTmmx2s/HpSnb+Ol/t/Eaw YuludwpTWvyeJTz6gUZqU8sPtkZgtclhin/92xoAAFggAd6GgJug3gF/k0DtNZB7bvseh+x1LzfV zW77wmB2/iWYDXIQcOMxGghDeLiGOayEJrSP8Y6ELauRYHIbM0EMmUfDANpQEjjkhA53eIoEGmCB plsb27q3OtYNkVbiy5fOIKDEJdLOiXxSX+7Yd57Cve938nNao6D2uOPpxItghOEYO1ZG2ZwRjWnM oQHZyBU3wvH/h3OE4LwkaK884mqPfXwHE/mWPihGkZCFpKLvEEnC+S2yfvbjYhf1tz+OTVJrKKik gc6YSU2skY1ufGPaQAkzUY7yjnh8nR4vmEp3rBKQgXTlYj4YS1lWxoq13MzwHNdIFV6Ml/8J4y+B GUxhQuKSUSkmKD7HyU5i75PMbBUdhdicUlZwmtQs3+xUxMonapM83HyMIUXonivaMkiM3KIu86ct 5flynSdAgUbdWaVLynNBJqtnMvHZLgfuM4Lgi4spc0Y+nmXwj8EyaGLWN6PBLXSW4HzP4iJGToma ZpcVtagYMarRonKUEfD86DF3ONJlusykQXxbSlUqzVMGVKB+/4Rpd2xXgQ4OUlBTTBpOLQM8LN6y Pih0ZLaC2iR1ErWoGz1qIpIqz6Ue0JM+fGooo4rSfkazqiJCJb/Mp9WtynSmr4QlesQ61oaGUz5n RatPf0rRJUXyouuEq1HlSte6bhKZeHXqqqDK11iR8q9GBGgSsfoXDbKIq179anls6k2MIC6RioQo Lu+j1rX2x4XL+6Vm4cpZj3r2s0wNrYTiSFoM1XGqHwJsYK/q0qziCX2txF1iwdo+91VxhI8lyTh3 O5reQlKoQ83scDfrzs5m0q7WU+5yt7dXMz0Xmq6T7ohWW13rbqegA4utYqTYXckcMqc6feh8Imot 87ZQqBjt2P96iStM974XuXeV73DoW1/nShW62PinVal7nYESFJtCOyhCuVvgyDDUsQlWsGd62mBz ntOyl02vcCdM4TJaGIfwDV1TwcRcINqXn28hoohHTCK85e2l10XxdwS8TcU6hHcvdlZ4o5XFlqR1 oqc5by8xO0kewzUFlfwxAYNcNg2HpcjNdKZp8fuclU6XxNiB8n+xG2AVG8vKyvLud8mKW8jqlrwz uR9Q2ZpOSe7YzCmINA3VvGYMx9fNxMmnPuWsodNSUL/hECxrVelawx72TzSdbVjTk2Utxzi3C0Z0 osEcZnQ2msxjNHNRIy1p51G6c2xG2ZDnq2kycbrTdK4zqEP/jec8t7aw3skuYgec0MUy1rYIzoxZ D33CclK21rYGUHDLrGsU8LrXXft12IKNLkzfAs7vOmlfk4xaEFmQvyYibJSl7A9BbremLabIgcHb o23PmMa8dXC4izJuckP63Oj2mnGPay6RujtMeu2wWu6bbKouW1/4LrGe9xzTU4tHto2h7bXZQ8uC G7wzCE+4jSurGuA6OtflhjivQaZukrG7VMPeMIfjfOQP+7XedTliS/tLamjnA7Z+JnA3V56RbGPm 5TCXtZFmjjxGt8at6tW1ziOtgpARk+IV5+TFVTX0TZd2zkfPb2qZ3OTBmjgwAM5m1Kt95dpim+Cv NnSstV4x/4V7Xdy4xvnDx66Csmtu4sWkp9rXLpaME93DRo+7sj/uDVEz3ZqlJgzUtfvvlK/awIMm 9Ja5zG0t1vjb4MYxhN8qdsY33vE1hHwaf86loL+57W7H/Lydg3Tp3Ls6Tr473vnd770DmnA3/Sbg tS3jg0t2svq5sezb2vAYltvctr/983QPZMmD9p55LanGN45k4svd3qqt+6ibfmLmD8v5LFao31k+ /atXX0gxJxqKpn2/NXu0x2NjR3a313hmdHZopyUW10PpJybNlRwcp3nhs2R3FnLORn/191rSJhAe 9HzQR3Xw03+LAmvW123YhxOLVoAG+GiLB3ELuICz0XPkwv97D0J58BZvb4cmIBZic0d3epF8I7d8 Jddn01Zl+WdtgiZ9qrd643V9r3cTLwiD3Hdz3pdz4VeDuLcUOBgqOugblMdAxYYcx7YcQVhEQ7iB 8vd5oLdvSZhi+AdwU8dqrVZW/+cohJdCXPdIDzZmEZZRtdeFXjhMNqRU5pdcEihaFGhkwvdMHRdd nIdEHLgOygcYfKaEIphqphdwONJYMEZ9e7gSfeiHVniFqWFzidc/35eAXniIShGGWDKGptKIxGZ5 Plh0wxcNSlaJloh81ZQicmhqnIhqpfeJ+rd/JziKpChOPHWKhrd9t9aKlvOKhhiLKzCL5FdpliZk uJiL6nf/eZEId/T2aW04HZ6Xb5k4D3lHh6THhHa4jE8Ihc7ofyqYdX04gDRXczEogxOWgCkQizW4 AtvYUQ54Yd/YZmUIfMb2g8g2idChgeq4dCLnXyQHgiZHNCjHGCpXj/yHgiKBdXzIglWYfQS4ijkW YdiocwRZkAaJkIn4gBA4eeH4e2eIhrwoieeIjtGhdM2GiUeoifZ3f0u4Yk3Yd8zYci6Xj/pokrn0 h76FhdWoYw43g+f2krdnkFzZCLSoILa4FQ3pkDq5k0C4hnZWkUHZL0PpjpsIj0cpI88Xffa4EXro lCUJleU1jf74j1cZkLColSrAlV1JG90oPWGZLmOpi8Fn/4Ht536bl4779YbsiJFIqJHHeHLJaB6n 52Kpd48pCI2R5XpRCXtdR5XVyJJc6JKCOZiEGZNzdZjAtogZdpOZlpNnkYYbgoEZKJmTWYTD6DNO hw+jF5d/lpSBBpJVJ5IjiZd56WXelor9qJJjZpWKh5W81pqvSZixmZC7R5uXhn6O+Ijk6Ji96IvF Z3xECJzzF4cfiJlw2YmbyZl3iHqf6WqBJ15dBp0niZKxh5pfp4VbiJ3ZKZjbyZ1fKSrgCY62eZvj WJ7K8Zjo6ZM/GX/C2J7CWYyiF4LIOJ8M0ZkCd5/4iY/OKTFUWJrSOZ2WIogHiIDZqI0HypUJmiUL ypANiv9xjPmQZnmWvOlx8GeheWGElkmUcxifmimPqlaf9lmXI0qigjd4ermXUslCgZiF1shOhUiD BhqjhCmb61ajwnajOPqgjWmePNmTkfmjLLWWvdKOwAKfU0ZlSDmPTrikTJo4haafo0maUjqlVWql g7iarKmVXEqYLDCTkQem7baYZFqmEZp5kJmmFbqeQWp3Q8odRXk7xnmcSaqkISqKdulQpWiiUSqA tHaafcmiYUegA6mdhboCLBCrAqSICxmmYlp5OWohuskWa8iGk0qp5SCkz6ah0baRnqiMdWqnIQma oamne1ot/Yk//wmgDNd9riioWbmlrxqrsro5tJp2Njn/OiTVqLq6q/SClhT5m+wJh8SYkXD6IvE4 p8iarJ8KqngqqqLZenxqqqc6ldSpqqsKmC8Kk9vKrYcqMt8KrowonkSGmxcCkWookRNZiet4kcP6 nhtqrMdKn54aind6r01ZosRzojJnmoB4eIhnnQPKqq3pmoVqsNyKsDTJIBHIsELnsK6yoxGJppKq nsC6K5Z6se6asZnJkdQ2l3S5rKGKr0+6gvvKryZLpQtHFNZ6rVmarYT6qrAKs91qJQlbk+F6NuM6 Wuv3qGcaqT6qpm54oeyaoUNLtEZ6pPLqkSDqsXd6l/kKpaW6dX46tVQroFbrogO7gFq7tVzbAl47 s7tR/7PiOoEUUoHsB6kTSqFJB6SViqHXVKRxGq9zy7H0iIf2CrL56ax6y5/RukJ/mpotKrBaqq1c yrXc2gKIeyWJWquLeqtmmKtlaaZnOw3+5JvMdolCealuqbnwKp9Hi5wlaIJMObqMs59RE53+iaqp qrqru16BmbUFe7iyO7vjorhbErYqM7bkuYs6u5s9OrHAC3KUabFCS6TG2w/+lryd+rnKqrRNGhIk aYr7yJf/Cqiqyaqtqr0vC7vdK7vfW7shJb7j67jFAblm27sTRLk+u7brWpnvC7/GqHebynfJCbof m6ek67Smi6LTS71AwYoqG7iC27oEHKOwG6sHjMBgo//AClubNouTupubEIu+aJu2lWu5wRqcmfuu x9uhSDqvH3y/zbi0UhiNJNunKYrCKeyX19nCWPuShRvDM9y9NayQN4zDYuvAD1y2yCChvkvB3HB8 bIvBGVy88WuUxunBS1yvdyvCz6uvJSzFU3yy1Gi9AYu92avFWsvFXUzDNwTGYcygOazDZGvGxnCB P0yJ69t5FtmB7omxxVq0I6i8WCaiovuMeUvC0GrCLpiSVWzFLMy6WUzIBWzAh4zImGTDo8K4Y9yw OCsM5nqu6au+v7qm7eu+mfy2T8ehciuXnpy0yxmFIdu0T/m0s9a3fks5gHuN2FqgLwzDsBzLsvy1 NGv/y+pCvo8LyZEsuZPbsxWslsLLlsQLMG+5uZzLqUpcx3b7d8zsvFAcxdEszX8coFeKpVjcyjC6 vTDLzd3rArOsyLXMwOFMxmMBwWeMxr9IsZc8vG8Mxxsct51Mp0rJvM3rpM78nKVcsn3sx9Rarf9M iFeLzdm8nTHMAgYtuy6A0N78zefXyO9Glrsbuec5we8XxD+7M+xaxBkNz8ibxHTbsfW8zMzanKNM ytHbgtJKxSsKyADJyixNkFu8zQY90y5Q07wBzqcizmUMoRHMo71cKxTNpk/Wlm9a1M1Xh/O8vCB8 x0w7ws8MzZHSr1LbzykbqCud1QP9ygUd014907QM/7YL27jjWdZmfSbm7NPo/CZCPMSYG3qbzMFH jdSDotSGErp4nMelO9J8fMoqGhQreb3DNciu/LqG3NWH/dXfabtAx4M6zcPn68PnPNnaAJTrzM4e SMzEacxGy9mdbb9M/NEgzXp6HNWni8qpDMCqrVmsPdiuzb2GHduy7Y2LbKM4ndO53Da5nSbouta/ 3dbt3ESZOr/GjTCg+Nn2irchzb/6zLdRm7r+vMKrvNrV7YVbjd3crN1ezd3dbavfPabla768a46T 7MtADczBbNHBfZlwHdcdjLRLqdzNitcAWN/2fcImXb1WfcVYrYCuq81cHcsCPuCzSdu9Z9vhLd4L jv/WDS6EamvB1kHEmF3MGuuhH+rZCyOi8s3hHb63H27aVI3aAHvV/D24W1nIKa7iK47YX7rAN83Y uLzDOTvevJzWvvrL6hzhdeLW7rzecorM9UuvS83UTtzMRE7fRl54fI3ffx3AAS3Y/g3lAC7lU07l YqiotY27ufvIj13OkT3RNx7mbSzM7SrcLULcG53m9Lzmt3XXb06qer3XUdvXJ/23Kd2SLtzaKL7n h9znXv0COQjoL467PeioEX3ov5vo6prjQTvhGgy3Gt2RSY3cnhnfeDyFcS7n903nnq7f1izArkrQ BhvTMm3qL/Dsf27li33LWU6uO83TDF7jX/7gin7/wYze6LeO60eMxJ173Ly+5k2cvxsu2lDt3CRd 0pwu4vkN2Mh+4qO+7Nnt7M+O6grq4jso6Lf9sFze5dq+7WvMxt6OyeAe7jzOyRtr7h2tnOmu7k0j sgEItfAe7/874it75wPc0q/50sxu6jO979BOo/5OhjCu5Vs+4ztb8Ok665Z92cP56D1Ov5JO13WN v6EsypeO6Xtc2lMd4vKO0sYO0CVu4qJ+77E78vpu8vxeMil/iwfOdjH+QD1M3hKr1pUcjIuu8AuP 0RUux5uN5nOtzGxO8RU/30Af9Ps87Chr9PTu8S3734UN208P9VI/9WLJqISu4Nie7Wmsxr2N8Jc7 /9Q7Ptw3j/O7ruaUruFO/dRFnunCnvHEXux2TvfJft2k3sUk7wJQb/Jio+r/XvWD/veuDtk9jehg 3u20TvPE2vCaTe5mP8+f7OuWzu5Q/WX87NeYn/mC7OSNZ/f4nu9THvp6X0DSLsbULo6oX65ZT/Da npYyP/NubOtiL+4WPsckiPYTP+TM3e7SC+IaH93SHchNHupared3H+Akj/zJr0akr/IAf/VYX440 vtu9KevBe95u+taAQCE4WFFoeGhoobioeOH4+IghOUkpmXGJeamxydnJuQEaCspBWlragZqqiurR 6ur6ESs7Gwtie2sborvLuyvyC/w7MkxMTHKMnP98XMLc7NxsEm1yQl1tTY2Srb2tneL97a0iPk4+ vnKOnn7Owt7e3gIfLw/vUm9/b/+iv8+vDzMAMCCBgQQLGhxYIKHChQwbLjQAMaLEiRQPWLyI0SKC jRw7etyYIKTIkSRDKjiJMuXJBSxbunzJkoHMmTIb2LyJ86aDnTx77nwANKjQoBCKGj1aNILSpUyX SngK9emEqVSrUh2ENSuirYUYMYIEqZJYS5kweTq7SZQoU6ZWuWX1ChatuR9w4eqFV1ewYMWKKfu7 7JlgadOuGT7BLTEKcIzLOVahLvI6d+/mWW6BL7OLfpz9/Qs44KBogg5Lmy5AMbXqjKw1fnzNsaT/ bJEqa6+EiTsmTZo5ezfwCfzn0OFIiydtijyqcqvMJ2R9LogrIq9fwToaW6lsJrSe1K5lS+qt27hy 6cqyezcvr718+w4DrEywfMKHDSvmxvjbY8eSI1OufFk8mmXWWT8wHPhZaKONdlqDD6kGYUStsQYb bLNdaJtKuW2420y+9RacT8ONaBxSyJ2oHFTNMQedVtIdQl0j1l2H3STaacJdJ96NAl544qVCXnnm 1YUeCOr1wp4w7r0HHzLyDSZNfdbch19+KexXTn/p/AdggJgNeE+B/CB4IEALMuiggxGuOSFGFVp4 oWwZprRhbh3W9CFOIfY0InElGnVicilKsKJV/y1i9SKMMc54QY2U3JhBjjru2CMHP6oSpAdDzlKk kUf6kuSSIzSZzJPO0CdlNVR2Y+WVWIqj5ZZceikPmPmIuQ+ZZZ55UJpqrglhm26++VGcJc1JZ50v 3Ylnnr/tyVOfQv15VKBMDSpVoVMdimiiFcQoo3WOknWjpGntuEGll8IV5Ka1dPqpXkmKICqpgZnK DKqpIrbqYla+ak6sk/1HKz221oOrZ7rCwKtBvjYIbLDCukZsbMaShOxtyrrErLM6QeuAtNNSC4G1 1w6q7VXcUuBtV4syOi4GkJp7rneVWrpuppq6C2+8Icwr6qj24gtNlPv2m02rAMMqMJfsFPzlwf8J v7Awgg2T9rBpEa82ccUeXYxxxhsve6fHNoEcsshAkVyyyUphm/K2K7f87cvixjwzzeiqu24Hmbr7 Lno+/xzqkvbea6q+qSLdqquvCjwwZVBHDebUVFd94NVZa711RRMf4HVHYNOWsQJjt8QsA2ajnbbI bLdtMraEprxydN6CawHM40Iaqbnopttj3zoD3qmnn85Lr+FDE12C4lIy/u/SkK/gNNQHI5ww5mQ2 vHlpnXvedegIjE46sqejXvbqIKu9Nsluv41y3LXTDS6jje5ert6U8n3p8DwXOTig1Wt5RHPeYZDm r/wsDTJNq17BrreZ7GnPamfqnkO+N5HPiQ//JORLQOnOp5sOme1Z0GLfA9j2vgjATX5za1n9ZhQz meXPd/sDT9/81i7iAdBnAnTP4UjAPAMesF+Nkx7kHPhAqU1tggeKQQwWZMGGYFAinwPdBjtYOtOd L3XqW5/aXvc+2bGwhYnCne4cxTv91ZAtwvvb/3Z4vB725XDMa57RjkbE6AFsekj0EgSXyEQYOPGJ ookiQ6YoofCJr4MeFBsIO9bFPZkQhWGMH+3IWEa73Q2NM5TU3vj3Ize+0S4BLJzySFVHIV4DgUoz YqycxgLrXQ+QTBwkIR1mSIUgEiIavCIWHbnF9HkMbZN0XyVTFDfnYPJFL9wkJ7VDMw180oZt/yQP 4IgkOB6aco50LOAdF5dHPWKJj7OSpa0sF0hbOhGXuUTNLqu4wfGRL4uPhKSzWMc+MLpNjJdcJlfM CEP8dZI7vwOlePy3qeJpc5t+ISC+VLnKcDbGlVqCpTnPKcFaqvOWBGhnQnZpgF4u8pfmq6cIIxmi YlIrhSvs56Hop0mw4G2gBF0jG3OWw1GmJ15y5CYqg/jN+rBSnONsYDlp9ceMTnCj60SIR0Eq0tAx 8oMm3c0IiZlPY+7TktqanwtjGomZQlONajHoQXOaUDjGkT0DdOiTIDoliU70cUc8KlKVqFTMMXWQ HX3qO6PqNZKW9HRcHCZWXUfJ2LW0ULVj2f/tmilTgY7Vk9O8af9EOSSF8rSnxnDrW4MqVLnqh6L9 sWgS8SqmQApyr070qDsRCdiKTRWYhBXmPb34Ra0qFpljfOlXqWM/sZYlmpW1bCjRmlm1Homznf2p N6OxL36JNhyklYxp74raAqmWtYP0K2wVKVXBZgiEC7DnbUuY1ZUeczm9bRFMgRtQyW6HrN+hJk6t qcNsbpatp3Ru4kA7xFUVcY91JdhFB4ROjXI3BjLIJVRjSyzxjjeYtv0QPnOr20Dxs6tezSRYafTM yeaooMG7L37Tqty8IK+tTUolgO0zXcfR9ZV9DFBScbXdBctgx4Z8sLDiOdvB1vakhkUvhv//xFKu Mtaf//wwiGuUNxrazKzjQa55erbfvQStm88tDDhjvMACS+7ACM6rXnW84wZb0MdtArKEa0Ne8+bp sIhV71Z561L3/tYrZwzxfKVc1hKb+BXXxPJatdzfFnc5utKl0oBnTGMDn7ZytNTegp2YZh5vjs1t Huk8qTpkIs+Zzn3S527xvGQmTweyYZHvn0dc3FMMmtA63elymSs0//4XutGFngKr658aX+bGqU0n mjOt5odxujVu/rSQxyZnC+O2zkheb1SS2WEP87nP2IkyZacs6OOeGMWkXCiiEw0YF/P6ywIm6n7E 7I7JEVu7xuYustOctWVTyJfOnlOcKyxt/yNTu0RJRnWqfftY+DoTyjRFS6x9NOtWFDrFKmZoc3U9 nxdHtN3u5g+8u+TH7NJ7qZe+N77TpO99h7ff/qawqAMu8FIn1lobPjjCmcnqsPr51TW1qawva+W5 aPbQ5/apohfdazADWx3XDbnIOZNje5v85BD764/5PTpQh5o3KA2OSqt9Z/bmGTrv3XZ8GS5iWIPb vuKOy8T1S3RgbNmzGV/383w9V0iX1q5OxyiO683aqWf6V9+9uqezTltoA9w3pJa5nU997bGTfc/V WXi3G36Wh+Ms4jurdS7M3R4fcnnXXmb3fR5dVKOOedJlNvPCLs1gwe94BqdJeUawDjZ6uv/cqkWO OYlmruHFrqixlK98ZHduFkAHmu1nDTothn5rizMJ43Uv/d05nvfUV1TYlpl3Z6IeeNnPnvbes3qn D5/7xG8s2oyftrSAH3yDD1/Vq1a45cXibbUvn/lvwWxy4R59RWd08KFu1hdg2AcOYaZ68UZmmlFp lnZssjcDE1h+hXd+K4d4z7Z+iwci7ud4YAd5KiJ5z1F2xtdqroYjyhcKVFZl4/Z/5ZZloTeABIh0 eISACUhgCwhyNvZ0UKdgUieBE0iBh2R+FyhbbwZnu8d15+V7fpJhKCJ8zUF8CWd/J4h2aedwmldN LkgX0KceK4Zuf1GAjIZ3OJiD28d3wzb/S673ehEoeEIohERogRPSbBnYckrYLEyYUukFgjSnZPPH LSW4CMGFgr2jgjwSbs3ndvkFg3GnJGEYH0Bld6GldGe4d5KGXX5XbD+4V+I3fnBIfh9VhMyGexej dYr3cjC3h0dGcNYmghxGf4pShTqHfIb4bfvXFltIa55nPI6YPKJHd88AV6oSYzL2bh/3NA2IDwlG cm5ocqAIh6I4h3SIfqZ4ispSWHq4iu8Hf4LyhyySbdIBUPeXHfmXhT4HcW23iOTWiF+Ia6NHemRY iXpnXdw3D97ng5zIVJ4oA9AYjbZ3EXWYfhqIjRyYE433e4/nh/InhbGYCE52P7VIXOiY/46KuIvs eAulxF+QWCqSaIAwNo/ad4mrl4mU9nf6uFH86I9wCJAUg4HWqH4FmYrt14RO2IfxJ3Y2p2dUaIK0 eIU813O4+HNAt44Y+Xm++IszmG41aHqKgXrHqIPJyHoO+IBVA3ueuJKgOI2k+JIwSZAcwn4HiZBD YWoLyZCGEo5N5mTCNVyHiIjGZZEXeWWG5o7Sl2tH91AaF1c3SF2WWI9p2H1reJLNGH7il5VCSAM0 MEUQ9iZBdodb5yFdBxxf14phF3kj2C08OYjcNhbmeI5COZRxKXGMaGsBKINKGYlMSYl8aYxQiYYk 2XetN5gQCIRBeJiJqZjfw5gVgoQaUv9VS6iNk8mHlRmC2QKLgVh84XJ8EklfK5iIotl5RtmLdbmR qJma8Zh0rNmaHheVsaSMYVKVbeiM93aYiImbnQNP1WgsugeZkRmcwjlwxImTOQmIyKltZrecl4d5 k0KRuiiXXUiXFVed1ukkHimPrKmAkYaJPNiDYwJ4nYiV5Ymb5xkxuwknLGcb/zaTHViTZPmEUHiW aGmf97mZZ6efbemWN+Ofo8mLGimADUV9UDKJB+hoHcedr8mAU0kg4SmehWmbWTmhFMom4BVYGJqh v+me78knw2kcBUefDemQLjOLT/aTyZeiz9l/zvd8FIck7wiP1XegNWqj5EBOC8qgJjn/m1ZZcoZZ njMQpELKNUQaYb2ZLO2Zh6q4jR94k94YoioTpeOYn53pmd2hhZwXnXPJpethl3dJg6q5mqc3pmTa nd5ZkrI5coQJoWx6m28Kp+BjhEdopL6Jh6ojmSLCpMXhpJd5nDtJosoZqPi3n/wJmhWZpVwIoABI nacJo3iJnU3plJEaMAqao5W6o2yoK2uqqUDKqZ1KRXI6p3b4mKjIe72Xp3rapK5onDo5ea3qqj55 okD5mfUFl9D5du0ooAN6cbwKptkppr9Gj38Jm2dqqZd6ZuOJbG3qpsvKrCFlocVCpyiBpEmKp17H ivIJon0qN3+ac1QqqLFaM2uXi0RZ/5SIiqt4gWuMupSOSqO/6q7vynT2WCuCuYmYuo8Ruqn6yqz9 6q+hWqd2elUemJB7yqeqqq0uopnd6q2wioXh6pxYugr+R7Glmatyx5EdqbEbh6BLJytmqoaaOLK0 6aNvKKEoO6EZ5KyNybItK63AOWodOjIKOZ+vWLM2i3NryZZWeoviGrESKyQvKLQW66XBeCp6SYza qbRLG69Ni6ZPq6b2mmn4SrVBmkhXe6HQOmF2SqpKuqTxea3Fma31eXPiCJFni7ZBOasryqJu+7Zd iq7pmrF5OaMbmxit5JfBBpj3KLL0Wq9RO3VtGrhBWgO8RLiFO5DRuoEbKpZeSxQfOv+zYju2hJCc ucOZOouiaduz/NeCExu0GQl6RAuMMSqMdNto7WqGHou3wxqbVGmsZIKsP7qSrzuhNRC7Kvs1WQuw AZu4iiscBYuq2Do7q8qqkmu2hTiREBua5EqazIuULKauMvqRIEm91euaOLqDejuv34eSKZmsygq+ 4iu+5Gsx5qsxW8u1NKm7J9SNTVFzkBu/aomfr1qODitNhcq2bXurFcu5L+q5Ymig7AqpHSuS8Jq3 qNugufKgJbvA/gi+uOnAD/ypz2q4STiqL3vBGAy2B0uzHEyCwUuIzHmlPospWsopiaqonYuxn9ur 15e0pfuxTBuYTqu6fcu6zzi1O9z/wz7MlV0ZJ+zpsqW6uIxrIu7bXh28FYBqhVWagsb7lmurjiZ8 wptbxVb8Qy1sgwE8WtZ7vQX8xXsbxsfava3rumZ8xmh8e+q5xtdYJ9nYtRdclmHru1A6ovL7wXfc sDtLqP1pqPmrv6bpvM/bqKD7v0j7wtk3wDKMvQZ8wAZywwqcw9C4w4k5yQ6scmp8yV8JlrirJzBr kwaLxJ8MynRcx/PrxHoMPFAMJFJ8HlQMKoL8pevqq6MLrEwjrIpMw4yMwCSLw96rw78czMI8LJY8 G2xMwXc6sKbKvnFsmc4soqHswaPMsKUMrpmHypxXroC8zdwst0UTugA8y7R8owQs/5XEuow8yr2P TMZl/Lrt3MPvXKQSrEWI68ZvbK2Na5ZPCo4KO6X/HMKmLKuXm8q8OJ3nqqsrfJ1ZrMUNfciIHDkz HLI1rDDorE4qidEZrdHuLJBeebhtTK0Ee8/VIsdzvMQ3K7zkuNIBfcqzunl9nLmae5S+yL+vbNOi C84wXMumy9M9bc75CLVjTJ5DHbhFLb42YANWBM9ygsmZbJDJXMQZrMHfuM+R2889qdJVXbmWe7x8 jL8tGoMzfcUsDMthitM5XdZmfcu4XKxp2qNs/beR3MBwXQNybQOluJ53bSdhqdeczNdOEYUnzc/R nNIRicd5bNiHfb/Jq7xCF6Bwa//FjW20j+3CHOvQD23L5CwgqXvOQG1LQn2ynQ3XoB3axIwhMYnX yPwxe827fY2wCQvYgY2zsB3b9YvVmFvQq8zKj0igBXq0e7nFOk09p1vOuazLyJ3cJsvAzK3Rzi3X 0G3X0n3M06q+rQPHTp3Pj/vM0CyLKR1Dg3rValvbtu3HuI3CgazCvN3bn7XQsgzcwS2p3SlvPv3T q6vZaQa4ktzc+P3cWOvR6Ju+9WzP3Hjdqu3XVTGF3NrEsW2Ls73HDR7F2IxNEX7QjE3hiBPWYr0N pMveTSev8G3DCTzfvQyKv0wDnv3ZJn7itIvURzrEIb2+AQ4oT42ZwCvVw0u8Vt3/0rSt49dsqxBu rjLdyrvav9ErvUNF1o+BjJQq0eC5vU1k0Rdd30Rd1FQO2iheu7Yrk/69ydUas8zcuwTO2ttdfwhO uTeO4yz4szze4wYtL3Y5yOmt3pHdlzE83HaevZfNt5mdqVLr1igr5YAe6K/hmITe34ZuwZLU1AJe 0knc6Ab+kK8d6ZIu0AOt1Vv9x5hOOLvdzf4L2Rku2ZOdyMRtMB4OfqeO6n3+1p7N6q1evhKsobI+ 60zN5ccx4O8Lv1FN4yb6rYXNszl+5uxy22pO7MU+4ZsOy7Fct+sN6l181sUNxscN4tIOycvt5/d9 7dgewYOe1PO84iweLaeKz44L/9XkLsr+7N3nLtuTbs1o3u5b6uOZjtDQq9D0Xu+evp1ZUucdvu9q 3e/p/O8AT7WrPvAE/+oHX+jcnruo/eLwE+N+2tqPLtiDbSMK/gkkHOyHOuzkzebmfd5ARMjfXOTh zEDj7OyUk9YOyuSDpNzU3vLW/vLYHvNCrNT/TZkkfeuMnusQH/ElCsKEXfHpXs3IW+lprvFrrtvx fuxzG+dluOx0zuHfeSt5vlp+u9ksn/V/vvWgfQMcFMRej/BavuUuLrPYbdJ/retSCun025zqntXB Pt5dPbRtTtM17c1MzyrhXKb5/uxTT/Vr7e9tner66vKFbwM3cANdr/gzX8Ecav/zRwz5kS/jaena Ej/xY07mD+vSJSzs7k7sF1v3dg/y2BCSzI4OSG7ZpM7vKR/U9P297Kz1hS/7sv+vH/31h+7tjq/o u6/Pkm/23D3Vaf8oIjzC9rvuOAT3U7zxHM/Y8k56zS/nGr7hEC3qSQ4ILoKDL4WGh4YwiouMijGP kJGQMpSVlpQzmZqbmjSen6ChnjWkpaakNqmqq6ypN6+vCbKztLQKt7i5uAu8vb6/vAzCw8INxsfI xg7LzM3MD9DR0tEQ1dbX1RHa29zbEt/g3xPj5OXjFOjp6ukV7e7v7Rby8/MX9vf2GPr7/PsZ/wD/ aRhIsCDBDQgTIuTAsCHDDhD/I0qM6KGixYofMmrcqBGEx48eQ4gcSVKkiJMoUY5YyXIliZcwY8Is QbOmTZomcpo4wbOnz54oggodGjSF0aNHVShdylTpiqdQo0JlQbUq1RZYs2rNOqirV0RgCzUaC0OS 2UeX0srgxDaTqLefTslF1aquKliwaumVpavvLWCAexEbnKxwA2eIl01b/ACb42zdIoebbK7yhHWY 0cHbXIEePXyg+4nGELC0wdMaFKp26HCi6w4XY3Oc/QGk7ZK4Q6RM2bK3zN8kbgrHqfOncZ5Ek6NA irSpc6dSo1udvrV6C6/YBYVFRHbsWUlq07blBLf8XLl27eLFu7eWX12B4w8e/2a4cGJnjBc/xha5 /2RwllWW2TqcbeZZPaDlM1o/pQGE2mmqJcRaa69JFJtFtM1m20e54babSr25BJxMw92kU07H/aRc cswl9VxT0Uk33VXWbZXdV9sd0h0j34EXXiXjkVfeW+eZkp566+XVXgLvwRcfYPMVU98x9+GXnzT7 XdOfZP9JEGA5AxJYoDsHIpjgggw2mMGDBkW40IQcVDjRhRhluNGGIXU40ocghjgiiSXWdGKKKq4o VIsuvghdjFHNSGONXN1ISI6J7OhIj5P8iEmQnQwZSpFGHtlKkuy112QuTwITpZRTHlblM1dCk6WW W3rTpZdfnhMmO2PGU2aC9/+g6Y+aa7I5kJtvTignRXR6YGdHeIKg5558hsjSnzMFKmhxhCJn6KGI KsoUo406ygKkkUqqHaUvWLoIpmhpuimnnooCaimiskLqeqaeqkCqqkbZKpWvOhArNbNCUCs3t+ZK zq6a9errgcBeIOywDRp7kJtwPrQsbHQ+C+2G01L7obUjYJuttifu1O0J34LborhLkTuVo+imKym7 YrkLb7yactppvXHdm6+++5Zqi7//AuzLqgO7WvDBsia8sK3/OXwZxBRI3FmZFlR8sT7Eapwash1/ DFGzImcUbcm68SkCyiq/pC1xKL4Mc8yIGkWzCjbfPGPOWKm7LrvulvWzvGv/CT0D0UUbffRdSSvN F9NOCwb1wAUrdnDCkC18K665ct21xGBXbPHFxBZrLLIbpP1xs86KHK20JcuNcsoq3423y93GXFS4 fwe+grnn5mz44TkmrjimjDdOL+Sj3FvD5K5Uzu8smGcejMBRd051Y1ZfHUHDWnPt9dcUAzs2aWqa fXaEHcc5e8htvw237tbWHdzdLdOb8JZDPJoZz1yEu47heNYuny1OXo57HPVoYD3sZU97pWJa07y3 uVZ1zmBUA535ztel9KkPdalz39jKpjHYye5+F2pbbfC0P/75qW6+G5QA+da34h0QZ4RbHgMT97MY MC6CE7Te9SyIQbzgAAdM/+pe5lbFgPCJ73MivNroTAgxr6VQhcJqndlcCCe10S5/+puWDW+ILd+V QIfBE14PfWgz5AVRiIgjIryi57gJUrCC2GuiE58oxSmCj3NTC2H5tFhCLoZpfV8MzQrjN0aOvVBO bEMjyWp4sv7hEIBwJNQA52jAwCHwjuoaogP3CME+JlFygRTkK55IyFN573vzsWIisTirEaKvdCfs FdjCBsYwUvJ1aCujGfFnOxrmbo0t8V8OufUyOZJSUcY7HhCVt0Ce6ZGVQXMl5JRoQRvI8ga0pKUt OdjBKX1QkYus1RYdZjov/kpsrGMhMul3yQqdsZnOVGO16Na7aeYtjjycGf8dyWVHbnaTUs57YCun Rz1yxlKW6VSnX265gHa6c5exyiIjs+bIAUHynmeaZMYqyU9lLiuTAL0NJ3dD0IKyLJQpGmUBxfXD waFyZ95cJfQmStFxwnJy50RnRmvpJHbmEpEgzQ/oFGa+X36pnihEqSTzudJ9tpQ1agNZDDUpU4EO lI1tBOVBEWqovqVgoQzdJrrwmEdLFfGI4iSaRS/axKWmsy+3pKIuXwXPXo6UpMDsYlY9ozqVdpVN yXQpJmFqp9vNlDc1/ZMbcXocnSq0lHU85Vzp2rxv9oiPQvPjXo+WVL/+dReBPaQHoyrVeMqzkfRU 7GI/U0w06dOrCumnP5n/+aw0mpWmnrRpoAJYTWt+lqemlCukSFtau0r0R0h8JajK2VrXanSDhnzq bGmrH5GKDrdXDeaYholPrpqmhZEF6zLHGlOQXBazaNWsWoHH1hW5Fa6MEu1oUxlU64ITu3mt12pZ i1Hvvja2sq3PO3lp2POiN0BYFaZWt+rb3z4ovvJ9KWUzZNlndjK5+t3vDhPKnL8BLrrStc7yXFBg A58Wr0XVKyCRek4HZ5SjHpUwectbYQtTpqSZOWn7UuregMgPxA0J64hJHNDj4tc3n7wpNUXp3BYD WEY+dShQ67qjuxI1SKo9KoMb7GNaQpgwUCUshbPkywtbJsPrjSQ+3udh/9SQUVnzlQ1Z7WviE2NZ uSXibGdZ7GXowpg6P72RKm1843CmtqI75rEg27zU8Ir3o0PGknm3NM/E7sqeS2Zyh48JWUtKdrjE pXKVOwTNaCI60VvOaZeb82WpNHTABIaoab+D2hwrONP56i6n0+m0IBvminN+TJ0Ra2qTopqxvV1Q n/3s6hCLmL7FnTWtz3rotGp5rbpmdKIcHdcwA1vSNe6OmS1tbE8hO9k9XvaPU+XsZEw4pKMmtZ0F pN4CsTfbo9l2m6DsMRgKur4cKjRy8zsig/KXy9/6L2hD6+7pPlTYlCb2mcej3e0ykc36pmUOniTY OFepsHQ+7JGrbW0Np/+aw9pWeEEY3vDJxpo2JbZynyj+m83metHq9luvyxXj6sw43vI+MILrPaQF i0rZKX9iDlYemH77O9SiLvJtqZ3eU1+bt6pe9Xvh+1UKOfwiMjSunmotolsLh7n99e9OsfloqySQ utsZtsjpjeaSn4e7+c46Dra+9a5H+NnQvtJUpz3zspvd5jcPlmOdzPa2RznQcB90xIU+dFvb3URH R3pbr/mibArY48EGeZmvG57sGlXN+N604rXOeK4/zesEA3vVbOsfq2K44JzR856bzHngSki4rvln uMXtIXKXu+IWX3HG9976vvtdzGOubsjNUuzCYxr3R8J61nvf+N9/GtT/L4e5tKs6cIJfHvNox3nO H9tqz/fc5w83fWVFenODYim2XIpWKEn3VhvXbpAGftkxabMndWphe7dXJIiHcinHfoznfnA2XnIG cMRXfGR3Z8hnIMqnIMwnEJ23Gq8GawFYWdRXEnJTgERXdCqmfXrHfc7hek3ndB8nflFHgeKRYPZ2 b1engRvIge3XciAYfyIodiRYgvZ3fwa3YctnTKz2Yd3mbTAYg0And7lBd3V3gAiIbqq3es/FdxzX cTIGeGARUURYhFRnHuiXfomneEzYgcAXfFAYhftBeeGgNVtjhVeYeSqohWvnfMnihV+IIaKXJxJX eteSZWeIhsbhWY3G/4Zt+H0QiB0SOIRDRXgkZ3hzkYG6p4d7yHh9KDUhKHkBxyX1ByYnCA8Hl3b7 t4hc2IWf93aQCHGSOHdkKE052Fzbx4Mw0lMP+G4RCHXeQXsVaIRVh4R4mIqquIpb93j2EXm1NYLd UGqW90i7ZSa4KBpi1ILP94LRN2UaIobVZ2jXBxxGh4kKeIybyIkB9npvGIRhIYejSIpskWYmx1d9 tXuLh42sSAxR44r3MT6xKIuVF45JdnbkmIWK2HyMGDvquI7gJoObNIknkVlmOBx4h3H2yGvs5oCe yIyg6IyNMG9TV4dwQY3poX76hpDsp5Au15DRNn9GFpEmqFt5hoWJqP92GLmL/mc/vlgnwIg7BGiD 8SiPxZh3LMJ6z+GDbriP4SeEZAGTtSeNdniHNamEN4mTvUcfO5kY8ueTY0eF5oBnh4htCJcmW8ht SamUAAiG7TiDJEGGvGNu56aDO3iP3deJK1kjT0dmE1hpACkk54eBJ0eWy2aWjKcDOlBFg8WTPckf 9OeWbymUQymX+pdwdWmXLghoS1k7TQk3cQOPlXh6NlGS6XaS61aYhvkoLIkjitmV0EiHMkkkYokk ktlmlFmZlpmZmgmL3sgwxheUhoiCRLk6K+g6/ZeUUvZzYfiRwmh9rwmYuEaP9TiYhNmDyniYiMmP /ShUjPmVl3aBkEn/kNpjkAdZnJZ5nE+YnN0ohRA5iEg2kfhXkRaZi7pomsEFfXPCjhwRdNs5cTcY E/N4cWkonrVpm/n4g1qRmLK3mIPXmJsgkO+pada4fvRZn/YpZK+onDEncwDSn2IyjvLQXhfpICx1 mo74GgiaoHzZl9xZhiN5dwnoE5qIkvhYocsIe1sZeOq5oez5m/YSnHVhk5NZnDlAovVpoifKGJOn oitKc/4ZmqIZoAIqoxmpkaj5bXqJozlqEsNoid8JoRFalcg4LuVZFX+HnnGYpGeBY0wKClZXjSG6 hCNKpToAecJHPsuJNUDpnOL4ny8Ko2EqptVZoBtpITc6Mto5bq7Z/53YN5WzqYbjSZ63iZvnaac6 Injkp6el+JiHF5l/WpaUKagkuo1XiqWHiqj8mVvPCZ1fqnnT+WS8+H+PyJQCSGggCZWm550k+aNA sWsTCqqhWqexx5XPOIeWYIE6NpAgWpDX+KqwWqV++If5maJtmaifCZrJl4LSGaMsOKYGeqAdmZ2X OoZrCpvbAp5AuoAMmJJEap5aCW+7Oa3/uKTmd63YmnutGqWB2q2DqgzcSKu1SkKeSYvmqqv5N5p0 yX8Emo5lGqzCKmvx+o4MGpWAwqlvCqefmoyhmjy5qZvSCrBKKrBt4aGrCp/xaZBSqrBUyrCzSmTi Oq5byqUtyqjEVP+O5liaEPKreJmXvziso0eAIrmpl+im4SmhSqevMaKP/dqM//qSvXkJ1npsBWuw 2iqiCYuzOvBvKNqzU0iuEpur73CLFnuxR5mxGut2Zhp6TNu0mJqpf4msPmqvy0qbzYqyzxppWpuh vEmtQAKWM0mTT5qHZMutZlufDcuzarufPyuRXRqXFQumRWu0O4e0SWujleo2aaqmfNu3UHuJgqkc VnmV3kenn9iSiJu46wmzAWmK6MGqYxu5ODm5grqz0/CQ3ziLbVtzQuuoj0qdkVq3vXi3S+uRA7ig V3asPYp6qTe1rhunNTOnojqqR5qe43eqHNqhunsKqNi7riq5wEv/ufjpsPpZvMarKxNri+jKZ6C7 MUh7ne+6lx9Lg/Pqt9grtdpLFBpntWBWpFl7uC3LI11brYwLnE6KNMNJnDfbvlT6vpYbiFpKOkAb tJwLoLxqlHN7tHcJengrvcTqtE+LgySbicxatQjMdFlpI3DIHabqIyOXu6p6iryLQfJ5wRhMojuA GA75sBDLtse7uSHcqEQrt5DavI1ot0rbsR67wtRLiTy6usmavfe6gEtHw/wKhNGKpOOrwzE5sAQ7 s9kKxLsnpVM6xERcxM2wlo7RmRFLv25LJve7eVFMt1P8vFWsmiqMxfK6o6rLxX9LwF/sqSfbvbGr skYavnd6xpGA/6qpusZsLLZu/MZCLMc6sAOiXMebyZk/mbnHV79vG53purzMC8j1g8LRC6+GfMgh a71S+cIFbMDcC8kqOcYXesOliqdonMYxe76hQrOVE8RlO8Si/MyeU8rWIIiorKhMfK6I2MrL66vW KcuEXMjBmMUhaYCKPMCM7C1g3ID7Kruz2xWhaLu365tqDLYfumbqu75mCcr1+czQbMem7LPVXK57 PDHZjL8Ya8LdnJqRGM62fMtbnMus27q83MsvFsmGy8BmrKEvK8+ZTM/1nIQV7GNwrM+Wyc/P7M+0 csriwKLqoGS7OsKuPKOSurGki51oOr17W7247MKBaYyCm68zLP84NRzMpFopxHzJmMzD7unDypw0 zMy+cmzS/CzNoaPSHqy5INzEQxu3/KBzoZvQ0GvFtKy3Oa3FiQzRbXrOe5POQS3UwEzUlIzDlpwp 5Ts0S727TU0qTw3VzizVJx2uHGzVV23N12y/0WnQA4rQNErFHLvQTinO49ygDqrLuywzawi7Ft3O 7uySDqy487KnkRO2fnrPCMvXGOzXUw2/lyu/SvwwqrzK2azNn3vQC3fCqfnNY83QDW3WZz2yPU2V JiukQ5rACkzGZVzJc21ESe2Yd42+P1yznmza7YvaJq3abAnQg03YWY3NLy3bs13Ciu28wFrTZ3rT tQyyOv3QPJ3/1hI90Y+8KIWr2czTwO/ywIvbns2dzG28zDb7yVFN3amNMA8Ljqk80OxT0H68rlIc yOPNkeVtqTiN3und277dpnqz1o4s3Jgd35Psr7XLtZ4tPaBdPRO8ClBa2vlM0gBe3QIev8yZx3qM vF4qwkVJmvl7LKLrzbjtv+cNwKnLphbu0xkuw8Pta1hrw0XdM0dN13UtQT2M1/vN39Gd4vq84lLd 4oFt1YRYi4bd3YgN3rW92ILc2AvNmgF8vbGprOj802Hs1uy8spOytZ0dsNGI35oM5fbcydtK5aBs 5VeepYLN0i3tok7M1RiT2GEu5g3urg9uuqdbgy283l2s1hhO/7VEvuG//L3GHdfDrNF5usNK7dGb DNIHy2kjreJ+btKAjt1b/tp8HNsJruBIOdM1yuiNPkP/6+MOrd6TTdmBy+Ztrk0WqjOcruTJXX4d Lep4zsnQvecISdKhnOpSjcTNqd2DTujKa+OInujiPbrkncLg/NiQHekVPulqHaSDK6eZLd80xtn1 HeJfe4SiPdrN7ru/i+rSzs884OK2eqtYvd1d7uWxLtO0PubfPss83uMmw7fE+NvAPRQHXORGPtTE 7uH0fSnwHsFNWuKUE9IOdupVnu/PzAMkv9ov3toxXtgBT+Pe3dVejeO2HdZibd5kvduRLdl2k31C buku5r2ajv/kxy3Xx77c5vvkzp3Xet3f0g28Iq/vJL/vd4zH/v7vvILtcwnFsj7r3c6/t47rES7h N7/Tkr7I5x7DQE2h6/zzQG/xGS2K8ey1Gr/xH03qem7vz47vTf/0Jf/PAje/hWjgcOu53/3H4b31 3uzY92XWDR/ROx/cGu6smS7J4FvsDbTkTI67oS7v8y6cpW7BzXzaTb8Dev/0fL+2AS3QMq7VjTWd r1z4ZErTDn7r7gj2xir2ve7wncrzwf5rHY7RyO3pxYz5RZ/f+PLcUu7s2AjtoS/Ko0/6Vc3qgh4x Vv/ELk/b3M7g3h77CJ/wuk375H777N34jn/pkJ/2kj/5vv//+/C80XBv58p+9FG+L3vN5/8d+s3v /FI/9dZ+7TNO419O+ICgISi4UWhoyJGomNjR6Pjo6CE5KflheYlpCbLJyRnyCRr6KUJaWjqCmopK wtrq2loSKzsba2JrcpKru6uL4vsL7JsyTEyscoycfLzC3OzczBItHd1SbX1d7aK9zb398g0e/g1D Xm5eHpOuvq4u4/4O7z4zT19PT4Ofr79PU+P/D/CfjYEECxq0cSOhwoUME+J4CDGixIk5Klq8iLGi jo0cO3r8uCOkyJEkSfI4iTIlDwgRWrp82VKCzJkyJ9i8ifMmhZ08e+6sADSo0KAWihoteiGpUqUY mjp92jSD/9SpUwdZvXro0KKtkLp2oAQ2k9gPnTqJOjvK1ClVql65JUErbq1bvOqeCIZXWDFjyvqq eAZ4xbTB2Aq36IZYm7jFL845Jscucox4lOXZu8wvs76AnGsc/FywoeiFE0ubzoja4sfVrEu6fq0y Ng+YtCPQpJkzt02fvCkM/Q306NGlS6Eaj0q16tXlGrIi2srIKySwk8aKLesJrSi1a9mOeOtWLq1b tuzyyot3L1+/yAIDHizNcOHE3RgvfnxOcuTK8S771wxgZwGBRuBoo5mGYESpLchagx29BuFIssVW m0u34aYbTr3xBtxQwg1HXFLHGZeccswN4txz0Ek3HXUeWP+HCXbZaZcWdyJ4twp4rog3C3nmnYfe L+qtx95f7jkDHzXyWUNfffaBg19++q3DHzz+YQYgPwIOSOBBBh6YYIILpuZgmRFGOKFsFdp2oQQZ 5rRhTx16+KEFITI1olMlmnhicylCpwiLkbj4IoyayEhjKDbeiON3OrLCY490/ZhLkMAMmUKRyRwJ TZIsLMlkk948OU6U6EyZTpVWXnlPllpu6U+Xn30pWphijolRmQ6eiWaaFNbWpptv6hTnT3MSVeed F+T51J4Z9GlVihsAyoGgg1Jn6CUygpAoKIs2+igskZZAHi6U3mWpXuppugynzHgKaqiikgqlqTCg 2o6qMrD/Wo+rr8Iqq5e0kmbrabjmqmtrvMLm668vBSvssMXydGxwddp5J7N67gktIdJSa20jhGZL 1rbdhrAoo96FC9e45E56brooYJopu+6+m2S8h4mqGL32QobvZPry26q/+MAqUMAEDcxQwQYfrFrC qy3sWsMTwhTssMQWW7HFHyq7rMbOPtvxxyBbS2ihhpp88rfghuvyy+XFLDOm7LbLqaefxstzz6T+ fC+++lrGr9GbIa10aEwr5HRpUEcttUdUV221mha2qfVuE3ddwcXKaoxciR177NzZaLtIcsnYnYyy jW/DPW6556Kbrt023wyvzn3TW6qpQQutKtHzGJ4P0p4l/z7Q4g41LtHjkEfO0eQlVX41m5hrPbGx x16McYigY+Ds6NJOC2jIX6Ge7bbcdpvy6zrG7ePsdduu6c2C5cz37j7//Pvgws9AvH4YD3kIUd4N mNc85+UAepKTnkiolybr3SZzE8ge5zz3ObGFr2x/Mh2L0kYytrHPde4DD/xg9iOZzWxIdzNS3nIH qr65gHeAC9rg9kW0AAoQYAQ04AERCBEFMvBBDnwgBCeUtcxZsGsY9B7oNsjB0pUvZCMLIaLaRsKV scxlsqNb7Vh4O3fBMIY8411j7NW/oQlPhwPsofKAGEQhDnEjRTTiEWVzPYktcXtNJM73oNin8Xnw g+hbm/8IadQ+HG2RiyhM4RfBWD/c4Y+MZdwfGm2oxhwSz3jHS5wP4fgQBS5wjjqo4w7u6KsJKnFz TExWBpk1NvF1cIqCAmH6rjhC7jTKUY864dwopUL6RfKFk1ySDGnIP8H5T5ObRJwb3whKOc7RlKdE ZZowhD1WVqyPxXkix2QpxRVRsZCGXB0WdanIRUaqi8Cc37rCSEzC6K6SloxSGoO3xgC2EXkGBCUO REnKUprSmqmsSTa1OSfuvTJPsYxiOLkyTmzdEpeIdJsWe8nIX7bTUjS7m/3GKJ9j1tOeysxk4Zrp TE/2M5rSHOJACZqmHkRMj1xr5dcWOqKGQststCQkOa3/c8iKojOdGI1dI+0STEgO80h6myc9n1TD kuLzpCjdEgELCE04tpSB1ITphHoAVgrukY83daIGRQfOrAxSOlWcaFlYZ1G2sKxl6zwqUt25F49K Ej4629m8kOk7TE6Vqobbp0oX50+AkrKrXo0NWMNK05qStax+PCtad8pTiJ5OouU0Z6ISedH3ZdRc XgxSR+HJ1GKGVH9/Syaqbvg/fRo2YJ9kqfMC+tLGquSxkM3QWBPqyoxZliqj89NDNetTzsIoqNqJ q1xhZ1SNmiep70RtYJqav6faJ6qvXSZhjTZb2q5Uq7ddbG51exLePvZNv+0QN/E0XD4FcpbITS4l Usdc/7Q4NxVzHe3saMdRpbLno6pd7V9H+ph7Vim2suUhP7MKRMVO87zoVe96c5M932zzvSKKr3yZ I8ie2rc6bn1rLof63KLWVbrTfWR1i0Rgvmb3wFB17ZRgm8/ChrdLtSVveSdcRPTu1sK93VqcLhhc szL0mw7Vylq7YsvOmuWcatmlOldMWke6uBgt3KuMKUnj7dpYPzj+rr92zOPxRvjHLqWwbonMWzgh FLiU7aaHydZkFdWXrT8FKkWFWmWiqlg88SutaQXslxjLc8b0MeOYyWxSVrExpYdlWmK3Cj3GCpkH cI6z5uYMHIUKF5aAPFGIxbnZsJR4yp/db44GTWi71v8Fr3m17nULPB/W1viS3Y30lRrsYKX1eM1s zrSb39zpC7c31EmuLKkvi9njLiKiyvWzZ1uN4hSLNrpZbvGWiQRjMYLUMCJtLa9v7F1JA1tAVx02 AjEdOU0LOdnqrSComV1n+D47OcXN7LSpfV8rXhvQpiihCbn9X+rWeqmp/TKYGw1YkkqVPwyuKruf aWnbPg63x/YqvdW7bDo1W985LTWI/R0ogJNYyqwmeMEFfXCEy+/b4E60l6fh1DAzhrvo9vV/LH7x SmfcxxsHcpA3nd6P81aykwXRqJcM7flKO+W1bOty/9zcLIY25lieOc1rZutnYPfhEDd3YHs92F+v uzP/7Vbzu4tt7DoindNKB/mGkJzvDt+53/T9d6oDvupNwFXrbblyrFl816/rVdwON6Z2xXx2tFM8 xzoOtrAh/Ha4x7vjMK27he++4ZHrHepRP3nfqV71ao9FfVQO9Nbf4stue/vQiO6LonHO6LLvOvKQ 9jmWKm95WbmbeRLmKuc773m7y8mmwgGbN0tverU+uUV9vg7W9Uv4wsNaLoXWcoBfHO54Ltrxj7/P o/eTbrUDnTNtxzzxNS81eVc4+Z9ffuib/3TSEzetTkZ16lUdeOtzYi/3erAnc4aGHsI0YDcXHzmn e7uHHwo2ecwEfEEndLRyafCXMPKHbPSnfBrWdE7n/2z6t3/RNnXVonKVEIAC6HLdoW1cxyPd530J qIA2x3jjZ2A6Z37n1ntp93Prx34P5n6NU3xxd3RI54FEpj0hiBQ4dRwmF3395398Vn2ZkF9n4Wqv tm1dh4B5UYM22HCNR266Bnm8Jxllpm5ACBDth1gadzAcJ3dImIRKiHf4p2QkKBV8d4LmY3VXN3BZ l238ZXjcJ2tA8n3gB4ZhiHu5hxiOxoM9OIFm5ipoViBD6DRFaIQONHdzCGfMZ4cjWHJMJnV7mIJq 44d/iIVZOIiEiHiz9nVgF37i14BklxgRJ3E954O/V4EWKF6WWDCYGH/HR1Cc2IlM2D13+ISiOIpS uP9nUNaHq3d9qRiIgrh9cSGDiXeIXLZ4iriI5KeD4sBzkBiJ6reLQSiEbUh0b2hecbhpxEhkPuAD xuiEyQh9y4Fy0fF3K8dygtd6Lqh91SgprWiItIeItseASsKIToJgjiGBlVFx5cgl5zgwGVh0RqeJ cuiOvAWP8YhveRc2+8ZveaZnfvd/gHeKJoZt08hLWxiDhbgLtKaNDOce45Zr5QeO58cOaEiO4EWJ s+J276eBZiKM1pSR6rWRHClynwiK9BiSIkk+IuYVUXaSM5KSBFiArxB7XpeNNZeIt4Zr2FBuEBiB EzeOPwiRa4hxQ0dsUAOHRzhvRflYRwmPv8FhHwn/kh8WhSOJeiOmggE4eCrZXwe4UQS5cLHIjQhJ iwppdmNJlpTxkDwZfMLni7YCjMHIjm8Jlz0gl3OJLKJnl6FYj9FyjyiYj305lVQJiIAJXVzYhcHw hQZ5g92Yg01ii4yJiwtGgZAZmZU4mWFSmbrCgR0Il5vJmZ3jmZ/JlCVogsxIklSoetaHitLoele5 I/7Vmq5Ze7B5mIg5mw+4czhJJelnlrrJi72IjmupjhYpPZuYmZpJnJxZl3+kjKZ2evhYkvp4mizY girzgjDIirKHjTSYnZtykHuTkNzgiGZ4hr5nD2vHdmmJgW6Ynm12mfOXme+5kaKGjCQChVgxmnxY /4UxcoWKooqr2ZIC+ZKKt43b6YDeuYMKmpPiqYvkWZ5p1pu3EpS7MpSo1J7uiaE+cJzP15TLqZd7 GZXPCJ0oWZX++I/++Z9aSZhcqZ0zSZNgSYbf+Yjox6BFc5ZJI5ETKaFj0pYX2Y7t+aNH6ZHyGZqi SYqlaYr5+ZfT2aROOh4u2QuvuKJUKoZj+I03CaMxmoszOok96ZPnmXkVSaFuaaHDeaYZKoJ2hod5 6JRP2YzO+JxWOKLeUqIAGZAA6opbOQxdVqAtWosLyZCN6Zi5eWaEahDDR4TwtoE7ekc92qho2oT5 l5x4aY/1aZ/OCYBw2o+kYGUmeniemqIqGnZIUv+l1xCWZXiL4uiQqjqou8mbhgqUbLmOiiqcRVmr cnmrS5mrkuqU00d9vwqsA8ikWsiSTwqlXviaBBqbs5iYCFqbp4qqqyKtAcKqrXqjCPKbwCmrEESr 3Yqm8wgVOrWMzNmrRxqi2pKpNaKanCoL1xig7lqQU6qnOMinfVovWQqogdovDmqOl9evT4Oombie 7HmhBHuUBtss85mXhUAtpMmXpmltSrqfwyqxc4GilQKToZqn77Gs8sKxvfOn+bKlwyOyaPmlEZqO uDKmKVumK8uyLQuuHLqmKMKrIHqpmBqd25F96kqnnZpweJqsyrqnNUmb9Sol9/oOjzmt1AoaP/n/ qjmqoxW6rRlZtZt5tS8Lsx66tW76ptAYjSQatis5tmTbrukxoPAqi9y5sWu7mLYJrakqiVnCSRDq tOg5oSg7OXNHd1S7txsJqaCpnAkrs+R6LV3rsF9ruHI6p+FhnYMZpUB7tjjzlcx6pS/6rAuatAC0 tF56gZt7qJ3ruVSjsow6unI5epGqh9I3hb6KnzfbcjkLc4nLs8Z6rLVru4aZsbLZnY3ItubQkJZ7 uZqRuZprIBSJrer5uRipvMvbskI6pPQZuPc5vUmKs9h3uKtojXbqs6AKi97rlRqrtpIrlgnmtm+b r/pKaeaplsVrvJaprXnrjvJLnPSrq4ALvdFr/6nmSr2omZpW2Z+yK5izx72i+riQe8Au6qdHmyoy 2qDBGyvqu75hyiDZSqaYGb8YfJR7x39FSrM1i1+F+7okTI07S7Gfyr0D3JUFDL6RW6qmSr6ChZsN nBnp27Q3/LRQq8NSy8Pc6sNy+QM/EKl4hrqp68HlCsL6W738G7Hryq7XKSSN2x7xKq/hK76Tq8CS V5aCGrdWtcVczLlenKg7vKg9PMZlbMbhisZpPLOlWMSuq6kqibgGeMIVa7GFScBiN7TZsLsv3Lta CrJcSqMjS7LWWrfte8hgnMh6O8ZkzMiO/LwKO8TSa7MhzI/oKqzXi8knqr13KsBOjLFQnMd6TP+v VHwqC4xDWPwvcluoEXytrGx8eNtYAxvL8MjIs+y3WWtcbVqzg+vGIiydsCu2JsyatLvJMSmTQpu7 RIvAzkq5vlvKSquGTJvK0rzK1Lx51uxx2JzN28zNoVO/9tvBlfoISDrO+jnC6XrOWDm7MyignLyA K2yg3hjPWArDwFPPwHvPNTzIYNLFOey+yAu/YpzN2izQZbwx3vzNtsy1bbzQcYrEDw3R6SzRjGvH LrTCfRXKotzHfmy+aXjKqAzBxDvNE0zBiGzBxJjSKr3SLI2wBn3QRvrBMi2iRgyx5nzJ6AzMZSvA KrydF43MyZzA9nqbfzzDHw3S+QymI03S1Vz/wf9spk8d1dvcoRxsy7d81fk708HKnyV80zityTpN 0U/syWlrpTYZDuFIz1dM1EWNz26N1PtsyK38vlOryIt814z8t3otxDFtkue6pL1MndVJ2IV9Ke96 x3hM1mXtN3zctkLdH5S3qg981F/Cvkodq/6MfKIby50t0N58agi9uljdupTcOv1LrHOszobNzp2M tooNzy7c2OCJtB09abhto6p8ibAKsL49jAAd3MKN1xvMplVt1Wzs1167v3Bc0zYtLpnMxCkctIlt wC08xWc925Vb2+eLvtzd3fr83Sd7vAuTvCid0uY93OJKpGps3Mfd3ln93uXs0IGZ2vW9ztGN/9j4 HcX6rZj8vcy0ja8A/syCHNINsduXLddMfc11veAM3uBBHNqCK3DKDVqCjdoZPpATzeEd3invDMqM 3bEbrZPjedvQzK8l6zjgLZTiTZTkzdkyvs21LMR8zd65TLgVDraW7L912rMAZt+3ez/UXd37Lc9B 7d8lvpNJXqMD/taFHNct7spNzYlPDdVUzsg0TqnNicvi/Ne8HNhJLMdgHswB3MT37eHHLMV7LNtV zMxwi7n7qjje/YtO/uRz/dubjcF6HtUPDuF+3tcTfihavdxxjL3ZC9Zj3s6LzuiLXbRn5LHh+bvb reSVbumUiekNEpx0DdxT7ulVTtVXLsk3/v/G8O3QXT3YX03HdXyxyjCqpOroaY7Wa87AJn7iD5ri Ko7DZPLFmR3GsGzXwb7Swx7q653lgO7ex27hpq3jO16sq+7jPw7t0X6go6LMQBPpth3Ib16tcS7B LH7gvJLg4h7Q5P7poF3j+Kvl687uRxzfX664zb5Cz+643/vhukvkRjvKHwvZbd7v2k7Zut3t3o7Z Jq3ZnC6/CH/XCt/nop7uk8zlEO/u7w4pEY3C89690h3k+Q3rGc2780zKH4/kIR+Rw0vycI0aUQvu r3zBeM7yLa+14EzExk7OXY7qqb7EPb7hUnrxGM/CIG7WIq7vJH7t2H44Av7vlV3gBt7Pmj7/3r/u w1Hf2aRD9QzLuqWO45ta6IYu711PzMXs6mGv8bHu2EOv1iHL1p008oQc8GJa0gh+0gpe3nT/6aOJ 5QndsMn98DQ/6IT+y8z+3NDt9V/vzj5f+EAP1Gr+2Ilvym4u8o0v0nJu8icv+Slv8Adv+VH9ocXu l4L++cq+7M6d09i507f36j+P5tQO6WZPOGhfPJS+NExOEbvO6wFLPVI+97vf2fcbzlZ/9Z4f/BI/ sQAs5oAv1mBP+Gc+7Rrd8bSu3TTc1rmd9LRf+wN/JgWf+8DO/Sut3gsLCB2Cgx6FhoUfiYqLiiCO j44hkpOUkyKXmJcjm5ycJJ+goZ8lpKWm/6UmqSYnrK2urCixsrOyKba3tiq6u7y7K7/Awb8sxMXE LcjJyskuzc7PzS/S09TTMNfY2dgx3N3e3DLh4uPiM+bn6OY06+zt7us18fLz8Tb29/j59jf8/f7/ /HAIHEiwoMEcCBMqXJhDh8OHECNK3EGxosWLGHlo3Mixo8ePPHqIHEmypMmTPXyoXMmypcuXKn/I nEmzps2bODfo3MChp8+eg4IK7XDoEKOjiSBBqsQ0RKannTqJmjrqlFVVq15pPUGrKwpcYHuJVSGs 7DBjxZapRQatrYtqcKVpmwvjm11w5PKm26vunV949ALX0EcYH8DD/QwqXsywsUKJkCNjnP9MGaTl yxpRat4sEqbnzzFxih49eufPn0OHFjWKdJHSpU0pPcUUVSrVUFZzY92q1SstsLfGijUrDK2xtcvc to1bje7cu9/ySueb7q91wYELF0bMfbF3go7DRx7/kLJ5i5jTe+TM/iTo9y5Jy58/k+dpn6mFrkbU 2vVrELFVMpsmtW1yG265nbIbb6349htwKQjXC3HBGHcMcsoo9wxzzTmXDXTeSKcXdedY9xd282i3 HXeHfedieI2RJ+N5NKpnY2bt5ZgSfDyGRt+Pot0HVH5B7edBf/69FqAlA4pQ4AgHIpggKQsyCIuD sUCYi4S6UFihhRhmqGE0HFrj4TUghij/YjkklmiiOyimqKI+LALk4ncwxijjeDSed6ONOubYI49A FhrkfUQSYiSSSf0H4JJODfgklFGSMKUpVVqJZZYQcumLlytYeGGYYzpTplxnoplmDGuO02Zfb7YT pzxz5lOnnXcyludCe0rWZ2V/pheooIO+Z+ixNiGaKFH7MdqokpBGOtuklVp6KZWqWHnlplp62iWo oobJTKmnoprqqqy2Gs6rM8QK56y12nqrP7nquitCvfr6a0bBYjYse8XCh+zAM6G2LLOrOfuBo9E2 6WSB1Vp7aaYMbvpVt56CepZx4rJFbrmp1oWuujKw2667gMEb7z3zJlbvQfcmlC9k+07W/6+//24W MGgE9/wDfssaeSSjjj66ZJPUVnottqlou62DGGcMbrjilkpmmSGLnCbJJb+KMjuz1rOyDS27/DJ4 MeM7M0Q183szSDlztvNnPhMMxJCJLuosww1LCnG1S5dA8VYWXwyct2RNzXHHVpf7QtYjk8zu1ymj OPY+Zd9wNtpprx1R2xe9bVncms1Nd93HAqH6wQgXpTDfRyP9t9LXDk44t1FLqHGoYDL+8akho5tu qyZTHvZgl2e+Oecxe8426BWJDjfp7pn+EurIqr563nojWXTf0z4J+NK294b74d5qLCoLvv/OIeSr cj258WEnr/zyAqWttvPQRy/9etSrnv/1WoK91GkPCNxL2N7+Ey1pQWV2UQpc+VxRuNzpTnFo6VgL Ggey4MVPcl6jX5wuR7b7LU9/DXGeQ/pHkf8BMIAkGeD1CgikA2qPSN3zHgMh5TDxjW9i2XKaxbQU Ialh8Djt05DjPPhB4s0PZccjoQlPqD8VrpCFLuwIDEsiQwLSsIY23J5+ctia7/HQbxC8jQSDqK0h dip9R0QiqTiINSaCSH4h/FoUx5Y5zeEPByi0Igt3kEWObJGLXVzJF8EYRgSOUYFE2+EZw1ebiK2x aW10I/qMSCGqVc1977MjdPDYJsrRoH72K9sfAylILBYSR4fcUSJ9tEjSNPKAj3TdAqH/FTs0RsWS tWOjps63yQvGcVRzHNMSzxU5J+bRXXvkoypXWcVW9u+VsDzkLGlZy9HcEpeCENoueRkg2aWRKpfM SiaxZEHhqM+TGLLaW4AnyruQkkSmjGa8+vhHQFaTf658ZSxHsk0fdHM+3wQnGcsoyV4+sJI/BCIm h0lMXCDunYv7pDI7eCbh3ZM6+VSZNKdJxc5ZE3rYDMlAC3pQ+STUhq1jTSTJGZsenhOdwZwoRaHW zuFgNINJVM4yO9rMNRVPj6gc6bz6yUoVDjKlA5VlIltqy5cecKFHMaNDM5G0CJJPmBWraHDg6KX1 BVWo9GTm1kBYShGOUKlLpWbzTgo6/6hGlaVUFY1VbQhJHdK0pr60De1yqs6winVLnCQOPOMJSubU 055sxadbsSPFKZ6tqQC9Jjbvus286nWvfJWpX5UCPkr+MqIJmiAFD4tYY5a1dxpVIkc95FF1HRWK SV2ZZS/7z8yidLMr7axnbwLaMIqWoQ0FrGlP61XCOo0rrL3oMZGJHHnOlrZNdKZkkSrSfe72Zb31 3FOBG9xZDpe4xQ3t65Kr3Icyt7kSLSxvKvjGxJplsdVtbFwea5eP8iWkb4XrreQ6V6cGtJCcNe95 a5LeRg5tpqSd5HI9gVrdgHW+rC0il3aH37XQsY5Eza6IbgvN3Hq3ZUwN79rGK9DyTv91wTRpcCPH GeGt0saH8J2SahsUXbJ2ssPJ+bBj+asm2z6zxN2tFT8JvCsr6oDFCE7wi2EsExnPeLSwkTBXbzqV r17YfD22b1mAHOSNphW7Ih7xkWNlYiV/N1eYFe+BsyjlLlJ5Jla+JZYfUVr3CjbHFtapYXlaX9f+ OKPJlO2ZnVNb7W4XyQHWLUlLWmDf1pW82hTunfOsZ6RotZyB/bMavSxfDLOz0Ia+L5nHpd8OqfWO kQXpZCkr4DqluNJy1myLXWznO/+A051mBOxsTCCIDlbHO4ZumDc8XQ0KecghXquR28pdy6USxfiL 84rn7MI6y9DXvwZ2sBvBXqbY1Nj/gL7Kl8FM6GK686dyTDRaF02XRhv1iZC2dq27w+Qm07Vtdo0l Xjct7nF/ur1b5rKU4vtcTYbFx4pdtcdaTQ34SdvR/521YK4d12yb1MC6jjKvv+3rgn+T3H9tijnf eyBSl5rd7bYoxFWNaMaaGcRovvi9qY3bSJ8Y25S+l5OhTOeRDxDcJk/os2oM6lAbqMLqFrSpYy5z Zjf7rMu5br2LquY1m0ifPx9wv/M0dG7/z9tHL3nSv3lwlTv96emO+sth7pWe+vS1sLX5zaEd7VHG OuPV1nfYxe5xXG875EU3uvWQvna2p9zcbwdmfOe+2mWnesx51/u8cc5ork8H3/ne/zjHCb85bc+M 6N1WvOkY33jHZ7npE4Z73DG17lc4/OFWxztQY7v5UPbd7xgHfOhFv2/E3Nrwpze79NC+eLW33vWR 0PKNFQ6KdArx9mMVc3EkvsFnw8XisJ72o4efneIbf+zi+XfNAi5wTVP5+S/lc5+nz/JRT/76ln+3 7uOtebcMNefht3M8R35yYn4tUnjIly+od3aqNzesB3+ON3/0J2r2h2xSdzunhmpjwWGZl197x3ed l2Yj4nXX0WZz8mZwpmLJh3ip134KRnAQmFBGA3sJh24VaIGUx2P5t4HTxT6813v7RWTd4F97AWA+ d4IoeCcqqIDKJzpRJVW9BoMx+P9NEvgwNniDgXaBtod9rXV521dzHqhonLd1IkgOJEaAtDJ6toaA Qqd++8J+WzRw7zeFVkVsxVZ/OMVw+Ed12eeFX7h78uZ/WvccnjeCA/gmYOdmQBd0/gZyv7VrmfaC c0iHL0WDE0iBXUZqe8iHGpZ7EdeBamFd9EaGASiAshZ4tCZpk1Z6H2dpAIdpkThlk0iJCYVwlyh7 LUdYOfg0nChd+5cWWAcN/xeCOvd5JFiCR4iEqwheS9grC7h8DbgzD0iLtSggK4eJmaiH68SJnah/ v0hdYQiEQfh7kBV8RYiKxKeKHceIZOeGvwKHMCSHMEaNoGWNsYeLeaiNg9aLM4f/eaBYZh/4fUKI F+J3ij2XjNqxZGzYjo54aZAYi1E4i/RYjZJwjRR2bKmVbPTlbt74iYDYf1k3itpgb113iIiYZIq4 iLzVirn2iCIHkSQnhRNZiQ7kZxc5e6hQe5XHjf3ojx8ZjoIokh9SiGYIeieJksq4jqzIkofnkokH k2knkzNZixZ5k1iYhZvoG3Y3IT0YjMIolENZjMY4fmxmggmZhC/ClCvolC3ogrI4j1MJWlVJKRiZ hbuobBmIe55Icz/pYRRXca9WimNJlkcpeIO3huwII2XHggzolhEJl3Epl/coeTjYcBnWk3/If0AZ kmNIiGXoKkb5dWZ5liq5kgno/4yM2ZhQ2XxSGZkJZZNWmY+VuY38qH1f8o9i8pfmQo7R8XfniI7l p45KaZqN6IrrB4tx6H6Q6Zp7VYPYKAoul5V1p4E8+I0++IOc6XsACHymaJBoKDYGiCuJmX4N+YoP GY/KuWDM2WC3SJc4yTR3iZdauZWfcnXY+ZVgqSqfySbH6BeJmJSkt5SnuSdN6ITRGDDTuJ4vFQRW eIXZqI9TV5t76ZN9CZBiCILEyJ3d+ZsHaZgAGqDEyZDG+YbIiZ6SuJwKmlBBsKI49p6Co5Fc2I0d yZea6ZcBKZC82ZvmWB0aRw+VtYz1YnpMmJoG6pgxKZEp+k0ryqIO+qAZqYVbmP+XejmjNAqM97kh gziSRAma/fkO/6kiaIknzUigRFqkq7l6zpekKrqkQdCkCzebOyWhfggMZnWlWNqZnimYgyl83wme h8kix1ecLemQL3mmDpimatpIbLqkz/mmdimdXUGf9XloFWqhQYmnYSmWRdmlXoqUYBqm9jKgM1Kg N8N8aNqaiXpAi8qo+CibWAmps0BEmHmblZqbF4qheaqnm2qSyIiQpDmczKiWQ0qohWqib6meqaqk q8qkUCd3sBqr1Hl3lFqrE3ejgBmY5bijbgKcPhqe/xCoIjqo5lmsxvqYyJqsYbSsbEqZTwqlOiil fUilFGqlgZiduKql+7kuoSn/mr66IkCagsKKmmVaqgdaLAmKrqqjrutal876rJwSrbzAgWBoo7c6 jtuZrSVJmL3qoR8KqOhHniPaJymlUkYalUiKsECgsAt7lQ0bp/PJkdU5rTVqqZd6r/iqq7vqnWXp qf5amsHahuV5nOdZrkeKoiirsouai/dHmy87pTErs+BIseKIoxfbXwWps4WZisIJokE6pqM6sP1i qoeKquiKtEnrqi3rspEqqYljn/WKn5i6DVvKn7x6IqPZs1zbtQFLpmzZlsl5oueKstpjtmfrqK+q tmsLs9LqkdTafbr5OAM5PNoKKx2ajn/KbwupmO4osiUaQPIYuIJLuKsKnbro/7AP67SLy7j0CpJw q50ZqqF7yqc7y7Gf+q9K6LXk8Yxm+rfHel6Ca0OiO7rV51ymK6u2SaszS7Ota7Nym69dw6mycreE AaqhCrQhWyPw6Lnp6bu/O7jBe7bWx7TTqbhcaZ3XybrLS7VVW2STezLcmobeSi8fqydBS6JDq72A y73d+73LKjE4eJcbibrla53O9riQm6Psm7FYy6+0+6vACrCimrukGrYFOygHi7D8u6yaWLxsK7GN 67gVq76kiLN0q7F2y7N4i5jj6RiLSaxPybvmqr/7m8GrSryI+yDkG7Fdaaemkp/6ScIlLLtZa7kp +cAQLKhN6cKqaajSiKhHS//DGtyuAByjs0qnuGmrU+tq65vAscuhffqjPnvESLyWSgyNJcuaJ4vB UBzFabuP45vD3+K26NvDPkySXcyjlUvEHYu5K0y/1+sn2Us9nyvDv7vG6nq4bvzGVTehmZm8rGat ZoKtVnu1Xjy7Wnu555e5ICuuQkuu+Nu7w9W9CWvIh0x7OsmLTbvI8trIURuKBhy5kqvAQszAl1zE eXu7e/u1fWvGTIygTvzEpMzGL+qu75rKqvy0qtvKynuncfvDQPy8deuf0isvtovLEcwnYEvBZ3yq aVy2wVzKwzzFO5i687q6UpvFkYzABNm+RljLe8zHAjrGw1rGuwvDRQu6wPwEzcsaCAA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/master05_image002.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhGAKSAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAW ApABhgAAAAAAXQAAXgAASgAARwAASAAASQAATgAAWAAAVQAAWQAAUQAASwAATwAAWgAAVgAAUAAA WwAAXwAAVwAATAAAXAAAUgAATQAAUwAAVAAAawAAZQAAbwAAeQAAbAAAcAAAegAAZgAAewAAcQAA YAAAbQAAfAAAYQAAcgAAYgAAYwAAfQAAZAAAcwAAZwAAbgAAaAAAaQAAdAAAfgAAagAAfwAAdQAA dgAAdwAAeAAAggAAgwAAhAAAgAAAgQAAhQAAhgAAhwAAiAAAiQAAigAAiwAAjAAAjQAAjgAAjwAA kAAAkQAAkgAAkwAAlAAAlQAAlgAAlwAAmAAAmQAAmgsLmw8PnRISngMDmgYGmwkJmwsLnAsLnQwM nQ0Nng4Ong8PngYGmgoKmgsLmg8PnwwMnA4OnA8PnBAQnRERnhISnxMTnxQUnxUVnwAAnAQEnAkJ nAAAmxUVoBcXoRcXohUVoRYWoQECAwECAwECAwECAwECAwECAwECAwECAwECAwf/gACCg4SFAYeI iYqLiAKOj5CRAoWUlZaXmJmYA5ydnpyaoaKjpJgap6iphQSsra0FsLGysga1tre2pZYHvL2hOsDB OpcbxcbHyMnKG6LLzs/QypUI1AiaHNjYuoQd3R2WCeHi4+Tl4YUK6err6tsLo4zxjJL0kdv3+JSf +wz5/v+ZUgnUsMoVq1kIYeFaaAvUv16+NAkDhimaxWOhLmrcaKmagmvZOOTzBs6cSXPo2Kn8qGvB O3jy4tWbaQ+gTVH7BjDY2e+mT4ADURV8lXAWQ4aeAELk9WtixY3RMkKd6mwaNZaZQo4kWemk13Ep V65r6fKlqJiJaKqt+bMtoU88/+O6nVtqoIe7lA4WpXUU1z6lvRo0aCqMGNWqUg8rZjatXdZsH7Z+ 6/r1ayEHmDNrzky2rNlQMdeKhkSXrs64qEurDojqrmtKe/n2bZgTsGDBhIMZXoysGe/DlsY+/kAc nzcQlh4oX868ufMHlzdLd9DZ8+dMMkdrd7T6J+rv3cMXOuW6POzYs2nndOjv9u3cFC397q1pPnBK wjFhIx7ZeAfklTwnoIDRTadZKdZ5Rkpa2zU4iXgAfQcehOGVZ+F5CaVXy3qd7ASQew1AAN8w8tlX TGImXhScY5jwV9w9/4EAICUD1rhcIRHkqOOOOiKYoIKjOCgkdxT6I6FcRa5m4f+FhCCk4YYcnubh P7dBYOWIu83nW4oq4sfiJS72d4+MMgZoo42E8Khmjj7+CKQoQzYogQRJ4nMkknXOtaR5TcbypAFR SsnTh1YWimWJ9qHIJTQrYqZJmPiQOWMhE1Rq6aWYZjoBjmvySIqbPwYZ51pzlprnPXcyQMGpdO2J V59/BnokQIUaKpFTloSg66689urrr6H8KuywxBIbnKOZQBopmZVo6qymnHba4yiguinqqPSUqi2d rJJyJAXgduuWqx4UEmuUd676T61X3lpYrsXGy2uw8tZrryUHJuvismU2++y/lRJSwcAEF0zwp9WG ei22AmzrsLijoAbuxOFCfBP/uZTMFqigElfsD7siuqsbvPYWS2/JKAuLL2ct7rusCCL4C/CzhRhs cwUIJ6wwnKM67POcFoeyE8VEB20TxuYihW66FNPKLnyXpGysJlJX3Wsl+bbM38sxUzLzv4agFQC1 Ov9ogQULb/fz2kAbfQnRcLv9D9KELCTrt3Cr+/HTIpNYidXAUg141Ssjq7WY28AMs1XVNO7449SE HRPZZVt39tlpk8o223K/nffEneNDbrl1q7ce03lf4LSVLvW9Q9SDzyt47CivHMGj/I2Aj+JdhyXW 7+kUshbllZd1OeaZZ7v58iSETsnnoDu/Dd2CQMkh6nBfoL3Tb14SzA7gw057/wgnjy8vvtNqrfvu ilcC/PtYASCaKMVbfjzyodC0/P4k9C89IdADl+r+RwrqAeBuEoKe9hYIkARJBHwQFF/syme+eFli R/oagQbZtzgvwU8swlML/epnvPtdLnn721z/Vug/AgIgdQx0oSgMeD28wXCB2jvAPxyYCQhGkGQT nF0FLUgJDCZLg+u7B++wZqAmsmwQyxshCRdgwvtdK4VsY6EWW/g/ouFwezIMBQ3hgj0vfhEiO7SO JnwYPiAOjoJDVFkljHgJJG5Qie2jhBP3SJ1BbPGPoZiiS6poxVFg8Wd/BKQLKfDFL4ZRE3sqQQn0 wYkyUqyRF1iKDv2hxjWyUf+CbxRiHOVYRDZlwo75UJwJmMjH6RTiBLCMpSxhGUhBEtKEhjykthLJ SxdiEoePzER5JElMfVhyYpjUJFM42b1LsPF1fxsfHEd5tTnmCGeYsCMKOLjKUkrrm7cbxCzHeYJa TvGWVcwlFnnJzuYR8JeZ3GQwLXEXYtqTEjbMXiOVyYvBMHOQoXimGwE3TWru6oID04QGUbDN3Zng odYEZ6cIkYKKWvSiFtWEIKmIznSKgn/tDKkvz4jGeVrCnigtxHcUuE9+vuef+MOEQKNJu4Ia1BIF UyhDG3qPh3azZjcLqsEKoYKiGvWoRdWoLTtKSHX6LKRQ5aLzcKhMk54UpcX/JERcWEpSZYJoh8cL qA9BSdBMGHRYOK3AITKxU55uw6c/JYTY5EEIpNpVBUo9J1Ob+lGHRTWqtCQgPyNiVUJgNauDGNrn WupVEIXoH4Xs4VgHSjhRnvWglVDr2Ni603w8dAWVmGs8CsGC0pr2tCzIKwn3ik51/hWq4xTsYOVZ WEEcVpKFWCxjNenYELUrH8fDgFh/SNNQmvWy1aREIjjLUM+u4LmhFa0iChEVTGyUtbfEgHBF8dqQ krOc/5stbWt720nm9pK7XUpv+QZcC2h3u5IlLiWkadnLWuIQD8LETluQj+eClhJxIgQRL3Fd7Fbx vfDVRHf/+F1Zypa3uKmt/21v+zwBphci62XXdbaB4AQ7c7KVcIGIR0ziEpu4xJo4sYpXzOIT3zcA RLoEQ1tAY3z4978hdFAhWpyJAhv4fh0exYJX2GByhle97pHwILD6ghc8L5kuBRHIIFCWfwQ5vvLd cYu37IJQcPnLX7YEafRLY/7aGLqU0KW2CAGDNrv5zW227lJ/HNwOexgTCy7yd2XbW38q2Z5NDnQh LhwYKYOsk/l4bwYy4EkQaxnMK/YypCft4ko4gluXKHON73HjSgzZnYKIgahHTWpRy1mvdL6cnd8r ZNjqucj/6/NLJVyCQNvayYRY4GAzrGEeJnrRi250lgdBaRVLutjFFrOpMP+h6f6iuRCfLkSpp33q 1aZa1atmdSja+epux1rWIZPwrW096F07dsqg+gewg43lNlIC2SZOMbyTXYllZ7rMMjjzDGZQiW4b eRA0CLjABx5wAs/52tlGcKu16O+Gf9vQvy3suAVNiChDvFagiuk91p0AYbv70fM+9rzBbIlSgdoS +O7vviuB0Za7vKKECIpADI5qhCdc4dwlcsNffVHpXTziVp14kwsB4Z9T2U2RxceixeFxHlhi5CIW OdS3XPIVZqIFMsg6PvZdgxpQ4uVgzyghRke6SvjY5jfHeSh2zvOWx3rKQDep0HFd8X6eu9dmq/Od S0GORvPA6U+HutSnHmn/S1id2VnP99a7Xom7Oh6pYx8dza19bfemHcHs1gTbGxx26cH96EoetzaI fne8JwjIar/HOKDTw7///RJTlzfhqe5pEgT2Elm3gQ3w0XXGkxa1wA9+agkx96Gb/eCpvjzmM6/5 zccy7GJ3nuk3PM9Ah0QkhTD60fOObcz7Ixw3yoTrXx/4kct+9iw2/O0tkfvd8973vxe+/IcviOvb 3xJnT77ytbtuRoti89DndtLHOr4mcfY3eoNQJYeGdN23fP6HD8yxKeI3fuUXcueHfpVGCQ6GCbqn e+9XAz1ACfchCGFSgviHfHS2f/zXfw/YfG0XgC7nPAkjYQeIgILgW9Pn/xl654DMtw3KYSmaMH6A 926ClwkYyGP9dgIpkAkd6H73AIIhOF8pUwglqCyFkH8pqIIsCGz/p2cw6HJGJT3VQoM1WAg5WEIN qGgs6A+YEoQUGGJFiAlHWHj9BnMc2IG81wM94ANSOIWDUIUuc4Uo+GMqiAFbuG5dOE5f2HJ3JYNj WFg1iDgAUCgZt4NqyHHnkA+WEjkT6HoVCG8XOIcjZgk9dwlNmA97yIeUAGes2IowQAh2FIt3JIg1 p3/7d4iImIhKuIgY9XhieHoaN0/XtzWEsH3AmIaGyIJ9p4mN44aeWAmuGI2tGArSWI3WyIqkmAJ4 dYc3cAP4kIqqSAjTNv+O1EYImnaOm0YIWEiIWoiLuRgKvNiLjxeGoWM/J1RbkBGIg8B9Z2NnW0gO yuEPjuOM5LeK1yiNmnCQComQLEePlmAD3eiN+OADFFkJ5HiRpjYI6HiOlLCOBlaI7riG8BiP89iI nTNIfGVVHFCFHamDyJiM/bd6zCGQHtGJz2iQC4mNmZCTPPlmluCQlhCRODCRFOk3AEdwSJmUhJB4 TMmULVmLWXiLISmSmvCFJemLoZNdtQWIkoiGltdh/ygOzREw+XAVwYMJQngJPQlnCbmWOXkJKlBa mXADODCURGmUgyBzenkKhNCEfumE+ziIH9mOU9l/owB9V+l4ppWVqKf/XVsJiIXQmDwIbDK5HJfi D+xgk0OIk2tJjW65kJZQWidyCXRZl/kADNAUc3spc4QQka7pmrRIeWinfIWpjB0nCmCYmHYFfM7z koXFlZHZj/4Yk5X5ANCSD5mJlm/ImZ25k5+pkJfAAqN5CXWZA6epA6kZeWTHJILwmt4Zm/VTecIp lbVJmUw3khWlm7spf6Fzc78JmYTwlZeIiWJpmZnCifiwDn10CWkJjc/Zls95jYhCPtSJAzlgnfgw bOW1oIRQlw76oHYZmFDJjuRZnhlQDqKgnus5f4zhNtnGhVZVhUkkCGBpm/X5g/dZDZipAE9kCf1J CRgZo6OmCTJaozUq/x+6kgkHmgOTsQ3gs5lLtqCH1aAQCqHqKJjYBZIWunQYmqEaOn+iaQztOZ89 +EhhgkSFQKVMCn4RmKJm6Q+b0Yk/8AOWYKMXGQpmmqblSFOYsKM96qMFOQjFN3eEsKN2uqNPWTzi KZ+Xt6Rb2qSaoJtQKp3SIDcrSJXzlDuoVAhhyaX2iSmNkx/3kBnhhJZjOqZlqqalRqOa2qnw0mVt yhXbcJPEN6fjxg3ekKrdcIKVs6dKuqSWEQolOajPEDruGKKyOKKCQJyOiqKX4jgrkQ8OkD6XcKmY apGdOqOZkKxqGjVRdwk8uqr4QKr1V4PWSgiSkq39cnw646qEaaGVcf+bgbqh8tclboOL4hpMuTqL u3qhxakpwKoShrMNOoJNmGCsZIqszMqpzGqj5feKl5Cq0/p3+UoIXAmcg6CtktJjCeOtFVqe4cp6 slpUtLoRBGo0jWpV6+pWAACQj/qrkcoOYYoPEXAwmYCvmZqs/NqvNxpicYYJojqqx2qwB8uSCauw 21ptxzibfeqnERuQoTCohHoRsnOuf3qe8xSLnUUIJ2qcXooAK7EZpnQPOXWyxqqvKrusLNuy79Zm MQCz3TAppcADYwoEhbCuaDuivLO2HWROLll5rwquldEcolCuGkFKQeOulamxC9VWhTCWTxu1mkFH 2zAwa2W1Mytt/br/slt7ptCYkQH7H/nwA0BgtoXQVpibuUsrCGy7RDmDknD7rRA7t85Rt6dlsVPj NsUJtOqquX/rqyBrliJLqTuSUPiwXIhruTC6uFrbuI6LrDQAs8xyD5QLBEFwuZqbvM01CHDVvHFF OQ5Lmz5Lus9Rt1BRL3KTAANiUsnrNZAasrOLGTxStfeAu/davCmbtZfguzFapgKHCcN7D8Z7vIWw kfZbZszrvD6FDxwVug9bmz9LIIryDCXzrEEzIBIYTJiLv5SyieCrn7RbrwRzuOULY/llCcVbuemr qYzLvqR2Ce97CTLStrowv0JQCE2ZwipMCDfWwji2DeIZt6P7FTVC/5b1QcD2gmJuA7hAqMAzxpGE UCnxCsERXLIFY77b8AiYZgmV28SWkJRQrJSZEMVUXMVI+cQ0wJciTMK6EARBcMIorMJirHiC4MKd 5g88m3Z+qrdeUcM9fMPIgDLGZjQf+8ZhhAL2WwgPrA5SK8ET3AgXrAsN0zaX0MQaXAlWTMWakMiM HMWWQB6YoEr48MVCAMaD8JeY7JcsbMYv3F6D+b+FGcDPkSlbsgEFnH5uQzPzlMeEILtELL5+bLiA HGPbYHKZYMi6WwiNLMUgvMu+XHCP/CqWADPPWwqVbMmD4J3KDJuDwMkrEIUA8cnSC6vUO8qknBGn zGWp7KWrvJG+w//HRWzEsjzLj5APEnB4hWzIWPzLwTvF7LzL9FRPlyAC+3sPx4zMALDM+kwI+9bP /gzNNsFaMgzA1ewcqlxfvjJpL2sxsauiwbSRZCwI4TustfvH5KzE+UBkt6zOlPDOwIwJHs3Il+AB uHUJ9WzPQjAElFCkLP2g/OzP+6aHbsFUAx3KBc3DziIKxAJpbGk0E/A4X+JC55h4YTG4FT3O+BUJ towPtrd+lYDLiOzRixzSVnxVtYYJJvBsulDJQ6DSRNrSLE0IvTfWMk0X2SW6BE3DCDwzOt0rPO2K RjPEZxlG+OaUBULR13TEF31p54zO27CB6ezEHS3VIE3VVV0JtUb/d5XgX/nQ1USw0mAd1oIw1l2n hwA9FweG1jat1gLyNdZwMm/NkEHjykFNQFiXwnqE1+KM1MrDcPkAS3YY2LmsmqvJmqxR27ht25XQ ZNhnCc/Fb/fg2I9dp3da3Hcq1mRd1qshmT1LzZxtzQDj0KHIYtaorBbzO/spQyoMmABw1KwtCXPC cE5dCqUo24+c2wOhCei93qqw2zZICSuwcvhABERQBJSgqvitqsjde5YNIS+ZcGssygY9MwM5eCZW 3WsqLoKb3S7UlHiYJqutCK2tc7OED+XNxPN73uytxZew4ex9CfuBCVw33/Vt36ia3yg+CMmt3OLB p2o8vc894NH9/zgGLmIITo5GA85Zo93t9+CDoNd7PcgsRE6xrQvpuY2X4MVerOEbftsejtuWsB+S +NJehw9FcOWUgLM4u9+WfdniodlTKeA4/SyQA7WDd+MYGTQs2seV6kKZDFQSrtThTeGydOGlYFT0 ZwlKTr+UsJ2uAkl+HuhLAiYvYgmVnQ9FYARGUAharrCE0OX9nSfTLLcxPubOUuZzbYQugOYyajRG TawEhMkSOQgMIufiPUsXlVT3EJdyiQl7XgmCPujCFOu0DibsWghQGI66kOiLzuiNnq2PDund8uLO 3cZrPeNAXdqWII1qGsIQo9qeIkN+GZFhM+F0/nwWdVT4YFodWv8Je87n2knrZRfP4i7olrBQmKCH uq4LRnAER1AInRvvvQMAkO7ldQLgMG7snU3gkKMSnsmKacrL3SIt9hrquveaAGbqQ47qqY7neV4K Q+vqr97n5T7usF7xfl5HeHwJ4IgP7f7uhaC/Iv9T9R40qxbgN92lyC7XkqqWbhbwjmwx42uyMrTM OSbk1w7bDU+xookPxnCx3j7xhVDxgI7xZGcJP3wJFLnupeDuIJ+/I9+8wR7pJj+Zaa3v0P0vmA5C aGqmiUwQEBPLhhtGyhyhgsDXC8/w2e7wGHEPppyjSa7k+CwIRD/rRm9A5oh1mOAD8bENTh/yUS/1 gyDsnXOolI7/9TKu9f0OPKJQo1bc3hBjM4hA9q7poIUw5/1D5GvP9scA9KWgKwYc9Md88eJu93f/ 5+yndZbA93jZ9EeABIAf+CdN+Laa7yfhxiu/x1Hb9eT4+EFhMUBOwQQklC5NCGlf55vP83EM99tA Yphwz1YtpFiVCdJf/eWV+hFNCaiJD68P+4Qg+3A19fZutDOM+JYOr4sPPC26vqXm+3tpMfMQyM7T 0tDW1GqvjUcVpcXg1vhg4wBrCYAgJCgEUGhYWJKouMjIePiI2Cg5SZkIaShjY3NZqKOzwxn6iISU 9LiCmqq6umLY89ojKjtLW2uYgZuru5vQ6/vr+yA8TDxhfIx8/4ywzLys8Awd/exA7VAbE0Ojvc29 rfENHv7t4WFrfm4YoB4g0N6ODh8PiUNfj5PzeKK/n9LfrwJQBYuBGwpuCIEQoYuF8mA4hCFqEKFL lSjNqoixEidNm0Lt+CivlKlDrEqiilUIFkp5LOPteokLmMxexGo+SIbTWLNm0noqqFatVreh4opq IIe0XMulhdS5eyqAqdRZ9nJYhcTPX4qAAgkaTKhwoQuI8RzGkCWRYsZGsta6XRTKxo0bHkHKS5JE ySmTq1YCgDU18CyYumbKtFksZ7KdzHxKA1otAq2h2oyKS4pZMEuo7iRo/lyIntXRWLVuDej1a0Kx Cx+WxXY24v8gtW8tiar9NtRcHB558Lib99GM4cSLF3/lCjno5bcIGwaGeJjixYwROI4GmVqE7ZO9 WQ6HObxS5rU4SzhPPvDo9R0e+ePa1WBBsKzHPoyNDps2tLMh4bYdyn9rcXIDPb39Jo8SCgpnXIOA paRcesvB9Nwv0QkzHTLVWXfdNNltx91k34EjXonjSShKO+dJQEKLJKC41Ho5dECje/ClNt9qrD0E A2zxcMOfEEPQltttAmIUyj34cOLbDwkueEiDDkb4l18wasZLhTRdmKEy1XXoIWQggkjLiCaKp8iV oqzoootqyjMajXI+whWOYIWwI4+wZfPjNmgNAeglLwxKaKH/hhYqy6GKLsoooZzc014oPDj55BIM SjmDSiu9ksCboOWi5ZbRdanTl2Bm58CYY5Z52ZnhseXpIyy26Was58iJa6SGdMWCfHfmeR9sfsJT mQayABooJI0ymuiyzi4ayoy6QvJDtZU+UkO22m6r6SE9/GKrYKEmcOFNpG4I5k8fqrrqLCS6mtQk L4R7CK0t6kNvLbnSCMIjdtInFo89CsuNseiEcyyygj5raLMMPzwvJ/yG8gMQLC2BMbbbctttSjLl K5WW5ZI6AbqnrsvudhVUQAu8SMmLaL607nMCyLTgCkLOj/iqY8DBElzsN/CQKAqyyT4C8aCycMB0 004/DXXU/06H0oHOnFRscTwYM6HxxjVoGuG3htnc0nMjn2tqh6imDOLKLM8CLyXQykwzP2SLwm/O Vh9yUM+t/ayfd0QfjFTRCkMideJML61444qHkrMIoQCRtdZMcH2I11+DfYiWd8sz09ldmqw2yim7 vXLLJcLMbL51a/U5J3rPLvkhfttn1p4Fg0cOPC8bfvQhjkfN+PDGNy07CLVfQnkQ8lyOuSFeg/0g AOPGDg90XKLNWLprsx0B6isHoPrLkjiLPL1ZwY79I7MrL8LyheDpM+DdtEpOCb6nGYrRlxw/NVEA 8HihiJ8JQhEE5z3vcl3LFvUiNC5ftM8cwdje6NJ2ne+xTf98FVhHy1jXqKeBzDSnUcEEDRG5+Knw EfXLXeAEd5R4AcgciogYJwBFBCL8b4DFG6DjQmGCIHIigQqEB/Qe8UDqFSKCwThhLchlwQyRLoOm YxcH10G+izQCfVLL13vg40QAqHCM8gMA7lyYjd2NQ4aJsCENHRWKHOZwhwDsoQ8TB0QTtGKIE4kH E5rQBCQmUSVLZCIUHxDGWURxOlN0jAZPJz4sqoMWNVyW4z6QL/gEJJFkFMEBDwG4NMIQM4uA4zkG tbg4ypGOBBTgHRsHRFTwsY/o+GMgvTXIBxnykMNIpCgQQ7JG+uSRVoykJCc5C0te8gOYpJcmuxLG MQbxk4b/GBjQaIA/DzCiUByARwA5IUcdIo6HomCmOc+JznSq85ycSEUoBDGkeADylsnJZSx2GR1f hqImwcSgI6uoqise0ym0WNQy0enMOhEkmp6cJjULoTsYxjB/pSRU+s7BNGaKIpyXWKdHZeHRkIq0 mZdYwXDeGU950hNC9rSeIculT05Ih3s78R5AxyTQgb4jmdxsXEgzORAcOdGh04TE/XhH0UqikgPm hIc5R7DRVUJipAgtJ1Wv2lROnPSGwTtHE5zgBFy2FJ/lEkZML9HP7p1MTODL6TGfUtCDhhSq4cKR QYZKVD0+YpRsLIGhMspOdHxgBISN6hwfgdWshiKxVw3F/wyy1b+UwgOsYa1nLslaVrOe9REXVGvp 2LpBY+oUKrRQ3EgJi1p6yadvIcDrNN15CGy+y3xt7Kk64YFaFBi2CFNlrChQC9zgCne4wg3F5m54 2MmCVayXfWlma7LZQzDSn8O8adtE+1bORGUWUDvtcFWbI7CcMIiseMRsk+pX26azsOgYAQreu9Ei 8BYSxK0vXTlh3/zW17g98IEqWQLWJzA3iZh9LjGia4icCLMnxAwodiWp3Z0Wz7v2DRdrdeTEkpi3 r+ldKlPRGVx4vBcFLRCFfOf7CP2G+LcqbjF7L9Ff/14ihyhGR4AH/MACGxhDE0BwIajjWSqCFpKo G6hTIv8sAM/MgsL1hW+4AMaQE7JiBo+gbW09vF7gOvkcJG5BiUNx4ku4+MX4HbOKQ+EDGc+4xuh4 gptxDDYd7zgZPvZSkP855GIW2chITjJ6lqxO/Y54xE+uT2uknAriVHmbFv0wiLXcZXh4WQYyALN8 jSDmMbPYzPlFsyc4EeZ4uFnAls2xc3c8UzojuGTUZbB1VfZgLPZ5RSwC9FPzO+hBezlcwCJL+1Bh HP90eKmBzu17vYxsdFCa0mA2grMz7eJNc3q/nPAEKC4hX5aMGs4qkbOBp+PjVj/m1eGL9TpmzaYW LVnFuR4xsr8cq7/paYLF2RbS1Ptowrr73S2o9DkorYn/UDj72fSNtrSnXdxqfwLUBIeHm6HAbVh4 +7mkQnBN1woU8JV7z6ONMK3bRAv7tvvY/N51rARmTXo/dmP3fgFg8+3eLvMb4OjgSEcuMXBMp1jT ohi5z3+e67ogCBINdzgUIF5qTU08syTrcXQbg/HItNXcR/Z4ukE+C+H6vOT8DhcasXFCzT2iaVk2 NtcBHvBzaGIuAh84JIA+8p7Dfe7t5sQOfCPwI8jj6EhnKfWWXtamG8PHNs2zgzmeXaufx17qloWx R871mfvbU3si2ASnN/ay61vm70Y7R9AxlwK1veiFoPug5W56uktqUpw4gt73fvSIA150gnf6Zj+b 8akj/x7CSP4440lQM1lsPfLIXvaybXVNGlxeW9UrBMxjfvZM2Dzt5iiQgTiR87enXvipVz2TKHUJ 18O+71X6+6lRba7aHwPBeM59aHcv695f3V74moWuiT9p4y/75m8SpTeW3zGGcGubx3nFJ33Tx3bn UA9LgnNu9wj4V3KyAIET2HVXYy3hhwQsAQVREAXcNnuLpH7LEF2uZng4RXXsIH+L93s0QwsUqH/7 93meclRCgz1go2bOB2kF2G+exxGhd33moCQMSHRG8HoPSIEmxwlHqIQUQzmcQAp7x4EeeH6opn5A hgAjCA0NZoLwd24pOCuMVzfBJwr494I8GIMyaBTto/8SaXaDhbB50Td9a2d99YAOpBEKrleEh6CE 8HYJeziBTFg5o5CB8sCBHZh0YsNE6JdqVchqzYCFWnhdXFh12uV7YBiGYhgKJVeGBxiH1Kcm2VSD McaGbUhykteJu2EPP2gL0iIKeNiHRyiBfoh/k5NATjgS8FCIcPaBo8KIpVIdmwWJsCaJKKh4X0h/ l5gCLbiDL9iJcZiAb7JGSdE+o8iGRmiKzjiHVSGE+lI1rSh+kLCEmSiLszhERfQIeMESuZh0uwhM vdiIGwKM7kdkbmNkxEiJ8zczyNgPtFCGzWhzofeMalIi00iNOmCN+XeK2biArHgOetOKT3iQfyiO 48j/dQgkCJyAjvGgjn7HKVM4Z+64IVAXj6mie/TIZ174e8Cnj/4wC8bnjz0IkADpKWiiP7Ezip5g kHqIkNiYiqIhLTXSkMojCqQwiDoJixNJkRV4Cf0BCXpBiFFYauxoE+74jv50ViT5fibZcfeogpYY hiSUjLLwknIYkzEZK1ZWk5+TZjj5aYcAg/+Iitr4k1XTL+ewQk5IlOB4lKGwiX3pl+90kZcAJbgI lRwplfwEkiHJIdJwViU5PidZjCl5iScAllsxC/5YlmVJh2+iTbDyOWxpbY+QkD0ZhDjjkHYZP6FA lEWJCX5pfKLgmrGpfyglWYcwmOjAgVLAXIeZGL2o/5iL2RObpWdamXhcaYz5+JVgCRC0gICZCZCk 6SkV5XKxw5YfcW2G0JykaRW5QjtlRAsGpJp5+QiyyWx8SZ6yGVmccJvoIAW6aVm8uYhV+Jvp0piR SJy8F5kruJKmwRWXKRfO6YOkqYowcmUXdTefYJ12gZ3/qZ1zSZcplJrnUFR4CZFuSZ6iMJYZanOR JU5N6ZTw0J7uyVLwyWO+qZjp8gz16Vb4aZySuZ9aoUmzAKBxKaD34CkeZqA2k6DW+Qg0upDcqTdk JETmMKGXsJqQoKH8dwlJqqH/JZgfCqIiWn4kmn6MOJ8omqIxtaLxl59e+TrKqUksIKOaWaM+eRVv 0v9dJEU2O3p3j9CgphmkKkRUEipLFLqkTRoXTDqWcZRtl5Ax8RCi9WQIEaSIJWqlJ4qlHqKl98ml LaqfyUlCzzQQY+qjDSoj2yghZBdYd5OgvjF0obGQc/k+0pRX5wBbRpqRh8CkGKqnL2lpOvcIfwqo UkolhWQ2hUqVV5qoQLGo9YhuXXmMkMqfYRpUMlqmZiojc6Im6/Q5d+epeHcIZgqnENpQRFWntmBS VIaRqbqgeLoRrdqMJgarsRo97NmeycEJt6qIuYqou5od+uSrKPmoXxqpxBpUYioLNXqp25krbxJo n/OsTfII/Con3SmneaUK5zAcNRAKeHGL3ZqhrAr/rnE4en5arubqLbJwGLiamCGZqGHyrr60leaB j20ymZUpqffaKxtAFXKZrPuirFdyTql1N89aLeBXCEBKrdXqUKqwVbagLQ3LrYWQpBI7sdPXdpzA QLMqolYSChW0rh27YLjHVvDaqCQLrMhJr8N6Iyp7V/mKrOwBs7jir99Vszd7gYeQNzuLsD6raObg QEL7sETrrXd6tBuKfUSotCxxrvFQqFUqn+2KpaiiHe0SRl3YpcG6tTBqr0G1WrOwr2M7rWoSXIR2 N2hbLYEIAAbLs6/ltgvLsObQfOc4tAAwozKpG6erugH5CK4ICYAkD4HKEujHrh77sYSLlYYbRr96 /5wm+6Jf1LX3uloHAbkEK7nvc5owQoDJRjY3SzlNeAjUmld69LkrB1mi219yCwmrSxcEwr2n642c sFLsOQVM8ZEmarvuGoz6lLhaSzMo27h2xVqzILkFi7zwoyb7xrw2gzXPq7mkaq2JVm/M57SyUI0Y uZ6mq7qi8L3g23oVegiwC6hTUL5SwXRSK25CRm7h40tY27sucrJgGryOu1riJQvHe7+dpCYVSTb+ +7yPYEBtC2wD7ECjOws+0JZPCqWFsLqicKw/vJlGypoRzBIUrBkgWHu6OriEq3Eb18GdUbIg/Lv/ EL8ryzMmjDfTyrlktMKa2MIubI4AML3Va72bA/8LbTgLOKmeCrLDQMwbSeLGZRqeQ1wIEgwPFFzB R4yY6Du1GlyCW5g6iaQiUXwvU1xCCiW8JfwrLkC/97uzneSdzNF5NPfFQEBEj9Cz1bsxa3jAtqDG OjwPQAzHcVyjqlm6AFBZ8WDEzBGfISi4KIq7TcxBHZRIlai47yvCiEzCV+w3s4C8kCykRSohy3iG IGPJRBTG5KXJHPMK1IjGsoCga7zDACDKo0zKPSkKp7xcqpzH5FG7fdx+f2yfWlnLH1zIwsq4Iyy/ d0I/rCELcQrMMTynMGKGShouyBwEgWkIy0zAzezMOWkLPArKbvrDPnzN0Lmtc1sIqXzHV8LHGRz/ zvI4j4waRi6KzsCry+u8yPUxC/F8sG17JZ1INkSUFiRhHMzszwWZw7XwEZ9qmwlczY9y0KmYzdOM ygx9Dt0MI66cvkscjMIoiRV9y+vDtRltxaoBZYbW0ZA8vdR7qhLSnN2bL/ksEbQEADRsxil9kzh5 nbXgqdIcysdqzTM9oC9t0zitT02nxLDMxBo3y/WYRSfkvkSdzkY9vOxsaD4jC8Esw+WFIjBpfTZT 1fpcCKBbw2es0lwt0F7NeoIpq4ZQ0NGyr5NN2aGQwAvNEhig2bbSWeBcXT+9ccN4ZE4kxRdNxep8 1OF1O722103t1HwBIwFa1rEy2LWJ0s6Mw9W5/6PmcLOcgDGWMrCUfaacINzFbYfqCdyPQGrxoNm6 wNkK9sqFt8FvDddw5UQhXK+ofdcbbWgCMwt9bRJvKyEKOdueMgiHIz1ZjdugyabQWgu97aePDQDG jamGQN/GHQq/fQnLjQ6EkQGxghNrLd3iDNSMyqISNkGmfcio4bWKnNT1gXL4kUd8IcDBhiIInS9C 4j/Mtd6KvaPPytvQCwlbE9zFLdn3PdmiIN+F8Gbw4N+5AOC+6NkkON1beuDWneB0jdEMnsi8HBZ5 HeFgJwoUnq1SEroSIpc2YzRD0KEQ0uHW1t42aw4iDglHdAj4TTX1q+VAGd8Xy+Iu8eLO7SkCHv91 Ej2cBn61T/FnOQ6/2u3gq91CXycL4W3k9obkQXjc4YIsHHUI/+zhneqpaDvlmnsIVm4IW57FW16/ obC0ys3fthDmMBErMz5uoE3d8WqcTtTmdv3mP97dAlN5Et5OFX7SmnPk5PGyIMPk4dTkAMCG7B3l TYK2hC4KlszoXo7oEqPoi37r+w3mkf4Sk84Tt9vWjvmYmO7Bs3JC2c3pPt7On64nlbcfsoAppm7n 6REnZEsvrJ5chZDbf97SNjvrVD4Ltai0uK7lWb7rY8vodmwIsScPwC7pbwJ16lvjJziJUEFrxrjs Ow4QKpvaF+bpEA7q0j4sjlXq1m7GKLIvdbn/7az+CLoN6IHuvC5sDoT9CI1+6Omu6+u+L6Lg7u/O FPIOKr3gKR+rLpZu42kOxVE8Qafd7EgN5/IWSv437Qiv8Idtw6Bhv3sTLqzOZgj64eKeuS5s67aA 8YZg6BsvuYnu8dp+CfN0CeTXEmH+HCfP1iqP7/ao77ZMKxOUsj0u8wPfa19n8zdvXNY+SBLyoEGa L3IUaoYQ67Je9GBs7rWQ9IWw9DnL65fw9B8fCiFfCFQ/C5jICVlyPW9S5lJn7B1U3cVozioJ9jGv 2mQf59aUfMUyC5pjT8+sGQb79ifWp3JvnURf9/6Lz+bQVUr/R4+Q65fgyLGPvCA/voNvDiyo/7Hj YhNYT+MEHtpojrjJbtH1hz3/3uDOntc0b/aUgTCigNIPNIoS8sj0IvpFMK6F4Kx0f/rNg8/5rPq1 aQhSH72y7/CQQP7nH/i1DwCELwqXOAuGkVm8D7K+f+mQKfzzug8TBPDb/eBlj/kvBAg0gjQahYYA iImKAD2Njo+NPpKTkouWl5iZiCKcnCYmmqGiowBFpkaoRos8rD+urkCxskG0tUFCuKSIQ0OYTb+L IMLDxCCaxcjJxJpNTpdRuhwn09TUowkP2drb3Nq636EK4g7k5eUR6OnqERXt7hUB8fLzAQL29/cS +vok/f7+1aqlAEewYCIWCFlsWMgwhMOHLv8iSpQIo6LFGBgzDtpoqKOGUJAeUaKkQ4dBcJ4+fTrJ UlGRVKlWvfohq6atWrhw9dI1hIgvYIqUDcsktOgyTE6SWoJGioNTaQGnpRgYqpvVbi0Lmtu6rus7 d/TC4hu7j9+/f1GlTqWate0ihAwbPnQ4sa7Fixkxbhzk0ZAHUZBGTipJ2KTbTCpVrlhx2CBMVIte 1Zx181ZOXjtJEfF56VeTYEWJGg2dSenSpk9Tn1jLmm2mq7AfTGhMaquDruu+tgtLbyy+shLOok3b 2jXtlnEXzqVbl+JdGHn17iXUV4OH6yB7CJZUuLvh44oUL2YMXtfjI5Enx6psWSfmzKM2//z/HJT0 pdH2Lzl5cnpU6v9OFbeWKLFlM8GBCM5WXibn4JaObvDwJo9v+ZQlHEDEFafCgsjJNVdzzt0VXQzT UdfXdSiGsp133nGIyHgwuihKKkfUuIh6leXk3ns96UJEET9Zkh9o+CmTyRP89RcKgP994KSAUxHI TYJUJiijJQ4+qJuEE1IoAHAX9pPWahqqYOaVBCm3HIgRPQdddCVWZx2KKWoyGIuF7aDnDjLCOB6a mBhR46A3rpejjjzyshlno5gSJJHJZNLJpJRWOqkmSCqpCZOpOenpB1Aad0mVpE6AwKmnAopIlhBy GY+XX1oY5pgCmmnrhqqSslwIbLrg5ohx/1ZHJ52h4Jnnnnv2Od4MzOa6yKCEKgIEezoKkeiii5qn SmfOKGLppZh8Ky6lR2a6CFObcurUp+yGOgqpqMYbb65ebekqrGDOmmFrt9rKgrOjfMjmr3BOJ+ew KJZQQrF4IuswnxwuxuwMNVQMMCLQHoEEEovchOi12G4GJCmQ6ddtIuOKIGnK4mKaJDjqrsvuzO6K Yqq8OKMqDr3otHqvl/leSGuZ/Sb078WZMAciwXkFeyLCHiisMMOEPfwwKy4yW/HWSANQ48Ybd0zL xzyGLLKjJG9riWkotxwuy25fguTLiUixZMwz5/1kzZrkrLM4gO+sqs9c4iur0Puy1q+ZRv8j1DUm vTKtkcHCQi211MVa7TArnLu49eddgw12x2S/Z/aPpqA9io0mLzLuynBXiikUBMXMgd64780vrn3/ HfjvgOf6jqv1AH24cEPvXnTjDD1+SXOSS7fXwZZfXsILoWi+J+fc8+D55zX0gLToYStyGcghp566 2qKwvkhSJ28StyWxW6oJFLQvYncmtufuP6iLO1M4gPc72wwuQoUz3j7CRILkKW5xjVNIXJxniYlE j0SUexrCrHe9F2BPE1brngi/Fz5HjI98i7AW+halvvWVbHXoWRvb5Pct2NWvE5nAX/5Qo67/5W4E QAygADUBPNsYEFA/o1DQkJe4tQQwgsn/WQgFF9Gm5wArgx6BWtSs58EuZk9PIhThK1wUkhOCLQmL KJvZWngKmOhCYyaLHwDmt4jE2PGOd7zfDuvGP7z5UG9ADOQIhMg7BhnRiOlQFW8Mt0B9RaVWEGRe FB8yxURc0GlZrN7lusjJUISxezNxBYdEUgmAnTEJaFQEZk7Hxpc8hn2hKN/7ZggAPK4EE7bMZWJy iD9L7M8S/ftj3gRJTEKO4pBZUmSXlHi8szjQiZE0WhQ3sJxKIkJEBZte5TbIRU560Cma+CQPQjmT UQrmYkhApTrTyEo2vjJao5ClIuBXR1siRpe51KMvMRFMYbKLmAAdpBCPeZssqaMCimSk/1kQ90ii 3QqKk9yVNQFQkStqU4PD4qA3vwnOcHKPnOQEAodIUpKLqXOdikhfC18pKGjpQp6JoKUu74lPPN4P XXwEph/9+amAEhMFQEWBvxonCoNCSFXMbCRDAwLJ5UkzomuKiDUtypFtZrSb3vyPJ0Ea0liM1Afd MelJlbAIFq70nRmLYTxTOct62vMSNc0nJqKAU0T8UhH95KmTfCrIoPo1ggkpqpYg9A5AkaWZw2mo 8h4qyeTsilcTmerkLppJbm5yo0wKBVdhoR4OtQhgqFSCaMnqEneiNWMw1QQq9UO3Wr4VrnHNYybo us9F5FWvfA2kX3eLAsAqRBSE/co8DP8bK6UyUbEPdGpCpvlY6EkWkx3RokYxy6QPaAKk6pnMgrwD sVyNdrSLOOt50io6XazWEuZKhFxhG9tdzpW2d+uhXj2VWyDy1q8tyK8Eowhce0kIUIjFEHKhqVy4 QFVgFrRIJaHrF01KbaMv4JSTNMvZ7Npku1XTE8C+K9rwtnG80CJfajNx3kWkFxHrXYSfVszixWgC voq4KwBuy9P6juC+Qc2vjlswTSmGAoHEqweAGfjMqTyxsXFprl2es+CqYpRO081qdT0VCgvbxBYL etiGORze04ZYxCPGRIfR29oWk8cSZk7zmZ9RV53Kd74fsDGOgbrjOvd4A6NI4FgAtVT/gTh0qE91 7K6gR7AmU8+yD6YugGamCSuzJwhZ3h7WnPXdJSwCxF8GM0pFMWYTl5nFmVCzmWfb5rvS2J9ynnOd Vy0DGfQ4z69iJJqc2UQjR3O5B4bIkq2YkUoe+qqXlfKi89boKz+aFlnu3paXwGxLJ4JG5AVzOk9K CtKSWcWgxoSos/3edL15vqnG8arr3Opyv1oUSc3XlcRU6xQcOdBJHvSusZkXX1cW2IkWdpOGWeVp HXtsuQBPGJ3V7GY/K9qaPmmJQ2FtTyti1JfYNreXAmNETCERpxZmuO877h2Xu9w2sIGHKBmK4i7x H1dq97txLeioJpjXTRPEFKPrYIVB/1jCwwRiKP5dLSGUR4wEL7izE4FaaSuc2qMYusMTAXE0SzxG s5UxXncK7vrOGQUd1/HHWx3yrj/WIaIwLkNTTo2mMhbeI9f1y+k9WZlTsBDSxSoncT4zYmqCWj3P yc/HOcZcCV3pXtOY0Y8e2k6HAvCIeEIvmT5xbD/dxZmQgowvPmOq49bqqs56C7Yug6573gZfd4Eo HBmVlJsd0CyPt8tDxHbpbWSKcQ/23Kdcd4DeHSd511F5Qur3gjNhEdKeNuG5nPRLLJ7xKw7149fs S6kjIuN/3DhvNb/5rX/+8zdQWmRHP6ZHyujPjENy2rVfRZi3nS+FoCCiba7ofdf+p/+hyH3pdl/h 3i+BCfgHvogJX3jii+L3lnB8L9J4yPd4miB5lwB9PiR9u0V9nHd9nncDEngDvTIK3Scg32drBbZf qodgrIcXMUdZH+E8UCZ3XUR3/wRQQRV/eZcovAAenZUr+DeD+ndKw8dh4DUKALgIAggALaZty8d8 MeZ8Cvg/DIhfmveAEBhyEziBOIADbGKBahEqQ7QgK2dgLeeB5dd6GCSC2EGCWyR7J0h7KfhTfqUJ PeeCmAGDMQgoM5h/imCDR4eDo8VspLCDitCDBFiAEneAUleE/nOEOZaE1reENtCEEviEihiFogAl TyQjZ5d64wdZaweC5ycI9/YXjxP/ZbM3bO/XV7yFhiqkhorCKI1xZTL4hngIAPyXBHQoWgV3h8a3 Rz6YfJgwMbiYi7roh7ZleTWGeeJGiB9niIeIiIp4jDlQgaGggZEYWC6iAhCVhWr3gRWVTU4GdwhD QfnWie5XhqAYippAij2BLWx4E6qiiqs4h6/4d4jnC7O4CLo4A7cYj/TYLJEnY4D4Q8DIccIIcoaI iDdwjIqYAwSZjB8oCqgHWD7GIWinJqu3hZboeujXYJbjPB2kb52Sc2Y4fS0Qji54OqZ4GB5zjm9I H4kwVuvIju3YGe+YCPQ4j/UYj7yIcb6IavvIkVmnhEsIkAL5hAVJkB3QAW6iYKHg/1vntiBY2IHT CJHVGILXOCea5Dztl5GfqFv8mF8eWYogKR+0gXs+54ZM4BkmiQj9h4MqeX+rmAljmQgCKJMwGZO5 eI9T922Xl1tX54CFuJPG2JM/mQNB+ZdDCR2jwIHMBXYckmvk5yuXhEVQuX5SOYae6I1WiZM6pglb aVYj0xh5pypiuZavqARn+YaksJaI0Ja7eAlw6ZaYMAWUR5NkWJd8dZf9yHX/uJcC2Zd/mZvC8CbR MQqICVkuMomEZn4SiYk0V3Md9DgcFZk9pYJXWWeWCZJsdBw9x5liuQh0GJqqSApyVJp7pJrwmJpx mQmsyU9UWXV2mXk5mZcQyJN8+f+TufmXxTAiGBEw8tYcLqJkldiUl2gi2IicndQ1KNicG9mAHRed 2NJKqnMYH2OdnoGdlaaS6AiHotCdAAAFOAWeiiCeuKgJ5bkkcLZXN2mg6zmMtdmEPYkDuBmfHVAM nXBFATMwTMYhWqiYxNmFT6lFYbiNHvQ4zElfzkmZrBadCtpC1MkjgCKWMwSLEjqhNDgKFlpXp4ma HGqPq9maoQBngkhns9l5J+qE71mQLNqixFApJeJ2mkCNvFmfC5KYQ0lVE/mf63eRsyegTwFIQUqi 41ZumlCk09kYiZKkzUBPitCkTop/QBEKURqeHUqlVeqhWEoKNpmewVii/qiXKBr/pkDJoi5KKSpx pjQgClzYmwsybxGJo3HamPjGfvpmp3haoEjYcVvXp34aE4BaNmgCP4SaCH93qIh6nRX6DIw6MW8p nh7KEkY4orEqq+x5fe55m/DJqWXqqYmxAk8pCvRZnBzClGtanP6pqiUohsv5FF3zqt+op6w2q5mg oCxFG1oZkguiq7Tke77amYmqCd1ZcRrqklUqjy5irj4lm5ZKm5gKptAqptI6DJViR34iJ6PgrRzB IYvphbHHo+MqM9aFNJJpX8+ZrtZHqx/Wro1hNoAir4vAbL4alvZ6r6VBcRs6pYsAPjILPqpCoLGp nsxqogWbiJrqlwkrDAtbrTAy/zHCMgoMNoLlcarQpaOcCJl3+inlKqKwOog5q7N9ylLnQRskeyUm qwgpu7LAGgqtBQAVJ7OYMLNoazHOsqVY16XE+KzIGK3x2amTwrBDm4vgqomh8K1y+oXg0a2oapwU Oac3141QezFxlqfL6rE6G3KZgLWokDEja1a5qquLcKhg6xm0hAljW7Y0ewlpO7OPE7A4u6fNin22 GbcIO7fTWrdCuyy5uDVaNAp9ex3WsyBOmapMa4IXezuAhDSKS7Wme7qa4GUudRiokzqVu6uIMKGZ +wuWKwqdi1NmC7qh+7mje65CyrgE256pO5Byq5ut2wl2C7u4+DmNYFmikDAcdP+RuLu0Fcuq3Iix 7we8k4mu5KaTn1e8kZtWx+sWf+oiunpiJfm8gxq9YuuyiVC9lnC92EtBN1a63OulOxuQPTumdEu+ rysxsbs1kNC+UxMKvBthHLAgFAugU+m7GmlfF8Ox2+tx+nt9muC/X9YYK8W1+zE3l2vAB9y1CXwu 1As61uvAajtRANCxE/y23+uT4Suf45sS4mG+E4O+pCQJWDUKGLkuJvytuyuuJHyekrmCAFOpw9u4 znoDmUDDImbDrvRCHDI3JwYAzyuvdDwK06sID4zHRFzERowIwlvG3XvGmXqwm8q6CkutUczB5+vB VcwdOnBz/mG4EwYemRiuFvv/xU+7whEsxs7ywloXw6iLxmmcaWvsFq90JXDcWmBLx6xsx5oCAHm8 wHt8CQHQx277pTxLyD5ryECLyJ/gJ7pIxY4wEt2ByeQqCoE4AuVRu+zrxT8KpPd7hp38x/l7uhHY hDMcfKNjyo+BynC8CPbKyqw8tsanKQysx7O8CPRgy9V8qd47yKpbyOJ7yK6byCsQzIw8zCR1LJwy Churc+ARv3TqtPQbxvw4xm1bte4syNicCdq8zW0BbWq1IKkMzporzgOsw6JAi2SLznzs0ddrCa5i xPkFytcMz+C7uvPcy/X8y3e7yBUTGPucYXtS0BkbCpRaHqs60L2LO1PLpVjp/yxdSsHvbIwO/dAc Y8qS6yIVrQjQi9Hwk8rkHIDmLMQNnM6JQDz3MFHW3HVwm9Ly7MT0rMH2jM8x3chg1R2bwwq4Iwra y6U6vaPyS9AqXJVkXJlCPcFEzdCDfNTBt3AtsdRv3NSIANVRLdVTLQp3FcuIsMc1oAiLBCsCwNVK jNJMrNJizdJk7dJSrDX5HAkzXRJr3Qo/UL+hgL+bVx4j/MxS68KoHdS50s4LHcqpqwkJh3RZgVpM PTc9CNWIrdEEsdhWDdKhC9mxJtleYk1FncvxvMsrDQJBW9YdfNb6fCfHImmkLRk+NQqy3Wrgccms nbjRTM2fDDCf3NVMCJAWfP+Mfr0x/HcYghdmjaF4OjRLdPzb3xzcwv3RskzEiYDcAI4Pyp3elq2i TRyUGQzFnK3IU/zZ2hHaOjDafCcZsrCRo8B5ew0ehQvGNrvJr119fBrbGF7ZS/yEDt2Km9YSpbwg OtTb8orfUq3fHn22/o0IAX7jAl5JJb6ivAzdvmwCwDzdJVTdjnzdYMQ5oWRsOHbhRa3hdO3Tbw3U eu0sJu3V6p2iikhiKM5WKo5CHNLitHjYMA7HPTgKCNjfjz3EIQ0AON7mezZF693cGPzEIlC+DO7Z 1A3a1k3TR57dFeZvOCHlsK0JBN7Xx2HMdW3QngziVqsqZkzbBc7eWs5/hsf/El7O4i3+PmOeypkO DmcOy8ON5iHt5qQOHJUk5z/r4y0N5C/d4Hn+4Hsu2sjyUTNhbACHCwcqCgZ7m+DB4dDs2osLw82a K4EM6buO5Tgw6Sj5XW1hg1/e6Ymw6bwN5jLe2Fyj5sVN6gEOHNyuD1Nk4JiN4HRu5/cs5DId6xE+ 60he65ThlZdR0pwnCrpMkMdh07/u4cF+3o9uA7lC4pEOrZP+mW6hcM9e34og7WBu8N+w32l+1aOu 7enW7SdHAhQU1uI+1grO6p1NMQ5OzGqt7n5OE+1+6+ejKBguA6LQl84dlMcBsHct7PvOhKpSwcyN 7D+ZCZ+Zgy1B8AUvgGOe//DQrgsMT+PZDvEmJ/ETHyYU1OPRveDlDtNDrudFzuc7QOsUbijuviPj uBl5OQpjKp8t3+Evr++zbeWijCZ8fexY3peakPOVXhBHV/AVBwCIDfQJH9wz7vBpy+ZujvQSz0CA 7w9Ln+B1vsFP7+pRD+tTL+vYPeF/7jHVYjrps4Ren9lDQRutje/kDe/ojYj9Xuj/3tz0LmYpuZLg wPPlgaF0VVecbvdg3maKnfeLEBKQwPcA7vfdHvi6r/SPo9kZH+RQf+6Ln+6Nn+Qj3x4lv/WYWQRn PApCgUONEeUJrde4nIgzr95xbvMq75c4z2F/lxVluSCrP/fT7vo6tPp4n/8IJnQJtG9Cko37Sb/7 8l96j7PqwI/4wp/WRl716371gE7ygCAkNEQ4RHSIWKS4aHTj+OgIIDlJOQlyKZKpKWJiUvkJGio5 MoJiemraorq6KuP6KmMjOzsL+YiDK6q7q2vriAscHJxDXEzcgSyqpLTU7OzMG708HV39GYWNXfkE 1e39/Z2tbS0pRdmDDoq+zt4DIAAPLzFPX28/T5Kvv8/f789/IqDAgQTJGbTWKeGKhQtnOHxYI2KN dj4qVtSBMeOOjRt5eOTxI2RIICSBBDl5UpDKQYUQJVqkyIjMRjeE4Yi2KaHOFQd1oTrFKiisV7SK +qoZrKdSALZsOjVmDFn/slDPqkJbKmnaMqy7xEWpBC4sFK/ZDpqbtE5du7QC7rmt9y+u3H4E69qt y5VrJ4YNHzqUOJGdxYsZMXLs+FHkyJIoU65kScjlIZgxZxo5gvkpL50m+DLMSwlVUFZDXRWlddTp TdDRbqkeBvWY1KmgrFrlqnUr60pewYrtRlacWbRpP61N99be3OVz7zp/XnD3QYZ+/0qkOLiw4cMf QSouabLxY8iGJFMuYvkyZsxIcMTOEc1z9RnSUYxuVfp0LV+vV0sXhVR/7r0322yi2PZMXlot8R8l vU3yW3APknMWAMUZtxYAyTHHIV3QffhcCiKOmEKD5FQHGHYWaafDYTt0/6fYD+A1FsR4hZTn0nnp rcceEj6+Bx8v8/lVg3T3lRaLfjak1h8xJoIi4ICxFVjggbYxgSVuCT45IQBhSUjWcJJceE6GynWI JgkgrlkXiW6+KeKT0cyQomDZaecijN8xJt5jN0pGhI6W8XiEj4b+CBVtuhAJWERG4jeUkkvy12Qx clZS6ZRUVlnbM1h+ykReVXEpHCXegBmcQVJUSCZx7ACQZppszhoQnLaKqEKuuuZ66S6BrTOYDyzm mdieJNFoY0vmUbYjj4camkS0m3YQTaN17qYKkpIy+VpsvU6iGpDTctopqOZyNaqJXXqJqoSqlukO hmnF2hyts94K56767v/L67ehoBPssNwVK9KMfa7057IwNbvesz5GC7ESVF5SbUTHxQtafkpyGy6B /tok7rhSURyKuSZjdVuD67brLoVl/jsvvQDZuya++fKLswos7Mwzz/6CsiKeA3sUo8EoJRuZwowM 6qzDEEeb2yVSk7yLihbtRtTGlHZLoKKXAhOyyB1MLYrJoKLbTJYqlzoJy6m6TJxa6cisJs0g2vxm zvz2zHffO2/wcyUCc6RnwXwe7aeyOTLLdMNOP53bNCBsogkvwQpb2G7bbt2xplL9LGWiYo89NQgl m/0pVueqi02Fkrgtzqqu8+J6OvLC2qHdNeM9ot57+w08CxsMTzzxgVP/sh3hBC927MEqJbz4wo33 +OzTSUS+jDOUZ+IJL4PvoLlRnD/VNZX+li9y6VR/gnoTTXC1+n9RyM6b27LTbw2rtlcyd726h8i7 3vlOX8HzW/EOiMDhhSAEx5OE8ohmrPAgDmGKe4n0ZkIohyHBethjRlU4wZnu7cJFLmINasYHMvSZ 71uiE5v6pFa2T7lvhu9bSvykcz/XsSyH+KvGFOKmDtx56H/OCaAAB5irAhowgUzcwAKfCEUGNnB5 MjqcYyiYtOgtDYNNqx7ksHclJoSwE9Eg1kdMyDHyeW5c55ONC1+IidPRcI42PFuDcli/4PDwfrqY 3Q/HhLFzCLFuRLyL/xFxhcQkKpFvTWRiFB8ZRRe4oIEAiCCyEpdFC25RJhl8XMTAaBVz7cUz0eiO KXnAmqZkqoXjgmGvcjA60sGxcqCYIx3rmLr/4NFBZNnjLkPhRyB+opBFNGIidbVIRjbygJBs5gIl Cc1oSrKBRrvi8yo4GcZx0XFe/GTkwmgyvvillFT8QSoD1DlWTqt03xodHDFBy1racoZ1pKcu+cjL bPiSh32sxB8tFMhJEFMgh0zBMRWZTOEtk5nOhKQ0HypNGEi0gZfEIo40WZltUu9QHARlVdo3wyFF o2jgYc0qo/JG9fUqfe/cnijm6T6s3HI3v3xd6/bJT1H8UxL/3KlAif9Y0IMmlGcLZWhDoQjRpEpS okxt6kQDZ01BQA+j6JleoTwJNY96ymzzhAhgeAGesAIBNOlEKUtfKIKVbuqdk9teWuVpSyc4YSkz pWkPy4FTX+rCp/+kwjBpdsiD6myoCi2qE48aSaVC1KmMdWoMHhuDwFkUUILS6FW7mdVvhpKr85Sr tRwF1uY1hqywWeM6Z5kJtc6GrW6NZyVoKNfYzrUndWUNPieRV73qVBRVqASbgirUoRqWeIhNrGKj 2djkShSyzG1u4KaazQtysosc/aJmP8rZuMq2TvvTBY2ORtqwtRK1m1Ata1ub2lA0QbaypSsN73nX 3O5xr6Kwwl/tAtz/RBK2sIYt7hOP+1DlJre5BI4BDQ6M4AMHjrLanC43q+vN3IDTXDBlb2zXUpFo RFUQoFHhWslLuZWeF73pBYWFY6sU2MJ3VZSQb04PcoVdGDO4wh2uf/8LYOQK2LEFbm6CE6yBIAtZ yD+L7ibV82BoWVfCmzVZhU/shCc84XIZ5sU1b9ThYrgTxC69VEtJXF4TQ5muKMbhbfHqYhb7kBJy IIebBEvY4SrwxiHIMTR3zNge+/jHBx6yn4XsgUAH+mfSRfJGlRzhBTWZwp2FspQfPeU7ReNGf+rw ltEK5rc+CdOZBmEooDzbg7DXzHcFQJpLTV/Q+G6/cj6sf+18Zzw3/1XPkOUzgv/8Z0Hretce+BnD Dv2wJSsau05u9IkhjWwW6WDSF0VEXlKqvk6TUU6l6zT3pi3mE/dk1KSe3anVHI1/zmE3g61xf+kM 66XKerm0fqytaYDrXPN63oEugb3v/S0HA3uDwp7GhEH15GMje+DKrgagDvHsD3OaxDrxMjyl3fBs W1gp3LZtqU89BZ+mGgB0eNISbYxuWK+bqe12t63jPWR6q/zeLG95CV7wrSQHO9H+XjTAjW3hgQ/c G4U5TDS0mPCRcbm1Y6S2tUHImU+PWdTttSu40ZzXjGfcGhrv1blfne6Rs5vW74Y3yoOscnq73OUv KLvZzc6Bb2H1ev9adQZItStwnT86LCTcSDTOo4iEfxnMY8R2g6zddxFWgr2PpniZLf50U0dd6lNf MyUnUbyQi1zrJX/31wEddl6PveVnPzsHPg/60Kud3zTPns1liHPCy33uvxkaKnkhqLwM3a2B9/t/ Ml17wVMiygPfdmyf4PSn75PxxK86KIz/+Iam2wWUr/zJL6+BzO9685zvfNlDj/3Qf2D73O9V6T1I bEbDPeerl/JvThUFU4YkGumZCVeijfvc2343DM99KFbP9MIjvvFQl13xi/94u1Fnkzdyzvd8Xyd9 00d99mZ9aJd92Md9ESiB3XcpbZc22TVHoFZ+5nd+YyEOMbJ+vMD/MO/3cPUnf/PHGkR3gvencz0B aTTFeJVwP//3fwFoIovVfFx3gAiYgIK2gAzYgA+YfRNIhBFICkc4Ar1Sc+F3c+OneuXXgR5IFiQV DYRyVVwBcSc4Sk9COVqIggAgdweBbLsRgy0mBTRIgzbYK7JWcga2gyjXg/X2gy8XhEKofUVIhEio h0h4CnLyb6jnhLK1gdzQge0iVmMVDRqEhejlhaO0EFx4bY3IgmMohvoHGmU4CWiIhmoYOCTXbl0H fXEohwvYgNdnh5+Hh0W4h3v4E6KhCn54gcUWiL+3gVEIO4eIiLsAYYvYhY3oGTxhIkgniaAQhgZB iXmBiTyliTXI/4mUtGd8Bn3RJ4pzWIqnCHqpmIeryIetaB/30QKvICcYCFuOVouFCDvYUE3RYD3R ghW96IW/+BkN0ohbSIwtaIyWyBXJCADLyIzNaIO3FopxOId0aH3WiIrYaITauI2t6I3fqC2z8CSA mIHkCIXmeI73811BoI7r2I7CeILwyBcm4ovx+An2SA4veInJyI8A6I8t6Wei6AEDWY3WiJASqJAL +RPeiCSmISmy8CSpJ4jleH7neFM5NEFCoI6RgxUjCZIkKR1a+Iv1iGxQcI/ml5JSRwkrSXwtyZWU IH3UOJOnWJMJeZPcmApH8pA9OSm+8JPuo4FCGSFEiVOJIw1Kuf8UH9mUUfkf8gePk/gNYugNrKGP WomVXWmYXimTdUiTY/kBN3mEZtmQO6mWa3kUqWEiFLl6tiiXuUVphFCXubGUgZeXICmPokmaoCAW BvGXV8lXhIl8h9mVLBeWdsiY2+eYpACZaJmWm1OZaZQU//GEmWmRsHNqnUkE1WCXSjFGowmPDlGa ITSaoZCa5LCa+ViYmeiasKmdomCKYlmbt2mW3TgakjmZvembauQkwDmImnmR3yYFB3ecvCBhd7kT zCkf4/SUnGGfqBkWqhmYyHidykiY20mgunCHY3mbpcCNkbmbWmOeqiQg4uU1eSGcQ7mZ7rkq8BkN KdMTjmiffVH/Hc/5odLZn9YADgDKfwI6oAXKoqKQigmam+NJnj35oCiUQh6GDColHVM5nPaDoTM4 BZq0oRxqEB9KHUPinE9ppMD4CSVqov+JFVJHBX6FndnZoleqC+AZo0LRoA5ao78QoTiaowtXYqxB iBbanj+6KsSHdxt6Mj3xoUiKn7uxpExqKk4aDdWJFVM6pVnpmq+JpYE6CgrKkDrZpfrxpa4RpqYl dGRKe1+oFHGZpmpKg23KC2ajFKMppyEqHXXKnyf6pN2QF3xKpVW6koKKqtEgnlx6qOKTqOhUVmZV ILO3Pfa3G+FwoZSqiVVlGdUAiHAKkpsqUnQap/TRpOhHnWXB/xWk6k9amarPag2t6qqJGiUSulqO +qi115esIYXEqaZrupLtZwTVYEvAKk7COh9FQqyamqTXsC66wDZLwadY0Kz8CK33ahA0+qpREjqy eq3Y6o7a2pzDmhfe+q1/2n6YEQ3lOh0giq5epa6swa4PAQphYg3x2hNUgAVZoAX1qon4CrI98aqw ip7q1KjVFn8CO7Cb+lWggSrfCq5/mnFWeATRMHEH8bAo0ijr+osEm0/KGg0YexAcWwVF66cfG7JJ qxQ2KgxAAksKh7J8l3tNia6ftbMu6xUwe4YyS3w0a7MVdyI5a7U8e6Q+2zbvKgpCaxBFa7Sm2o9K C7dKEatuNP8xAJsTfLmyLGu113ExWKu1XEuDD/a1TRe2wrq3EZsX94mkoYC2jAu0SsG2W3C0bxu3 lbsUjDqmdqsJeNmzhnu4FnMcVFZlXHGwK3kEhKmIvHCzhTsknwtaoOGwi+uualuxj9sTVbAFueux +mi5vYsV/xq1JmiaeYukrvsrViO62pEXGAq4K5m6qvt7OJuuxou4XJGztWu78Jq95JC7XMAFu5ui viu+oFGCKji1xFu8n3sxPSC6d6JsPUe6Lta8qEt67BgNx2gNjEK9r2u9D4u948ALtFsN3uu94Du+ BxyMm4u3nau36hu67Rs075s8JPR6S7F488uPfLqO9rsL+Fv/DXSyvy2bF/47u9uLvVhBwFzQBZML qAjswqFZn+g7vQ6MYRCMORI8wa53SvGbQxi8kqSqwV+Up3paMSEsEaxBwnkEwF1hwgPcBV7wBZP7 wlPcK+fquYe7vjZ8wzhcdy9ySqcEgljhfz68jEAMxNgzxFBaDUYswljhuf/7FQHcOlgBxWAABkdL xXnsL61Lw8ibvDjcIl38xeoHgoVsTktBxppoxouMxrwAqtbAxvy7FHLaxme7xH2EatZgx3bsT3rs yYGztxejxVv8voI8yIVjyCAoVlGayIy3yIuMBWEwbGksquQQyaDBx0dcwrMDTJlcDZt8x58szDb4 wBAMyDn8/0Cn7B2pTFK4eDhK0cpT8MpmHMtiMAZjYBvVQMS8wMYB1RM6e7UyeGai4MvRAMzDjM5q aMyA3MVerMzMXMjObEUVBc0YPM1AXM3XrM/ZHLRNHAr72yrfbB2fBQrj3MuJRw52TAbpzNCceMym rMzLDM+GI88ZWSPj8Rj1LLP3TKr5rM8fHYu5xMSX7Cuu2w6g8bkFXc64tdK7QAYvvdANLdNqiMyI EdETHUHObNEYjTSU1hOuydHzGgbW/NFFPQZVgKlyTNK6gMXHkRcpLc4IrdK8bA0wHdMzjdVqGNES jdPyPM9HydOdKdZYdhAZHNQaO9RGXdRsi9QU1s9LLQqftf++3nwQhzvVVB3VeM0LMJ3Vfd2SEITT zKPTO83TVzbWxnlwP/1/Z43WRK3W18zWbDtPbx3Ha8y3c03Xtry3d007Uh0NL+3Xod2VhuzVolVR hU0eh41N8JkjZS2lZ+3Rj33Ukc3Wk/3WtozZr4IVdp3Xne3ZLi3awX2YXk3YqK3aYs3a8Il3eWcQ jB3bj03b0W3bSm0Nua3bS8HbZvjbUCfc3a20Fn3Rxn3clJbcDLbcR9bc9/zcah3d7V0F070LLQ0v 1r3bY/sJ8i3f3q3fgYraqX3c5W3e582rv6aw1gDLaS3bs+3e0b0FMBUN+Q1I9I3d9h3V8Q3h+43h V+rfqg3/4Eqz3OKqbzR7hQY+pett1Ave3rlbBmZwBusFtuS83fwj4Uqx2b2NyXqd4Tn+rMjd4VRV WQQu4hpkKOSA4LKN4gy+BSt+Bkt+Btrm29U943VN4SyN44pX5TqO5ana4QJ+ZJYV5EKuQRBjDUZ+ 5JGt4izO5Eyecw8e466C2RNuLVN941ee5XWOqj7eYEBuhWAu5Bv8NGP+0WVu5kmO5mme5iZp4dWQ 2z5Q3+FshhZO53Yu6aia515Os3we5n6+wdRQDQou6LhL6IYu6lZgBYiOyYouyldD43Fe4ToVoJMO 60pr6XuO6RCm6R3VQbrBC59+5qJu6KQO7Kbu6qhuJysC/+eVbOV7Fb6xzuxJS+u1jmi33m+5Dn4M suso3uu+zuTAzu2lLuzH18IRHjAYceySjFfKHu7Nru6pCu3SjuvUPmwIYu27kOKhru1L3u35jgbf /gnLrg7jrhGrfh33vd2vvu4Hr7Qz5+6ZBe9LKO/yfu1Fm+33nu/djgZpcAVXwIFqPOyWQxgaYXc9 cdkEj+4Ib/K+q+kNH+8Pz/LpogsTr+0Vz+0Xn/E1P5274O+fIDReTOMn3ayunu4nL/TPqvKm1/JH b3O8cO/4LvOkTvM1D/U3j/PRkDwQlIvk4PM/HwoGP/RdD7dMhvRhH9Koozai4OtN7/QYD/VrfwVS v3G6gP8Yi6GRB5H12NnxXo/34iv2LU/24lhDZs/0Tf/0bM/2bn/3oWD14YGUdH/ddi8Kypv3kW+5 e9/3fu/guoD2g0/4a68GaoCrlY3zgFpFKREZPdH4PPX4x8wiks/6z/qHlQ9Tsb+6oKDvar/5nN/5 uf82ob8LpF8eRWD6AV11qk/8q9/6xw+blS+RsT9DoDb7lQDsmn/7GZ/71a8Ga7D7yr4LSYMeNcv4 3hy+xS/+pdzFyG/+j7f8zO+Wzs/+ofYJtj/91G/9nb8GbNAGbZD9h/8Jk4FkSPD9/Q4IAIIAOoWG h4iJiouGO46PkJGSjoOVlpeYmZqbnJ2en6ChoqOkpab/p6ipqpVNra6vTrGys7S1trOZV7q7vLpq v8C/a2xtbXLHUcnKUZ5TU5tGR9JISEmjPdiXz6CM3YmT4OHij6vl5ufo6err7O2et/DxtU/09U+5 vb7BwMPFx/9ylin7tC3TEWpJlCi5lq1SQXOMxkmcGImHxYsYebjbyLGjx48g3cmTZ6+kyXuYeO3j R8wYQIACkxHclFDJEiZMRDUMeYmiT0kZgwoVyrOo0aNIk54aebKpU5SWVgpr+bIqMoEzM9nE2Upn D6Wgfj4aSrbsxR9o06YFy7at27flZD2dSxdTsH4urVpdJqVvM01MWsXyChfVWLOIg6pdzLgxECCF I0ue/5yUruUnUDJrzowJr97Pcur0He2300NLseqF2kn5XGKMjWM7fky7tm3IrXPr3l3qMubNwINz rpQX9Ms6yEWTLs3pdCV6w3nDtSi7etrb2LMH2c6du/Tv4HOXFE6+fHRBxgEmX7+c+SbngjaH/x47 u/3a3fPr3y6kv//5AAYYknkECsdMJcatp6Ad7UnxFyZQDCTghADcR9t+GPLn34YcbjjEh0NQKOKI pBQYXEzLIFiVguvZMceLDZ4ShXsk1ihIhvl1qKOHIPbo4xBEBEmEjUSSaCCKSEqI3jEsJufii1DO 0d4pNBZp5SU77vjjlkAK6eWXXhZx5Zi5JWkmVoM0Wf/Hk1FGGSMpfcFH5pyacPkjmHiGWcSefPbJ pxFG0CmoUWcmOVqaTrapKIxTkuLMoJCekieeflb6J6CYZoqpNEdE6ik6ZjZI2iBsLtomHW+OIuen rJZiaaWaxgoop7TWSs2treb6iai8lmbqqXQEm6quxCola6a1JnvQrcw2y2wS0Bara6+iAvBrsNgK K4Uz3Err7WTKOivus9CWa265Cin07ZzULmdtlNnGSwe39K5rr3TjnqsvtOn262+/Syxxr4jt+jWH vAjPS++qAze827n/RpxuwBRXXDFOODm8W8EJy7vwoxqHPOK/FpccMMYop4xyVyKz1W7H2X68zQk0 12z/8801t6wzbxSr7DPGrwQtdBM7g7TcwjAHuzAAODfddApQRy311FRLrULRWCMF9NBcNzHSYFmf I/MUST/q9Nk1V6322imo4PbbcMcNNwt01033BhuErTc6sHxNi1N7O0pv0mijzfbhVsuteNx22433 45BHHsLklFcegguYYx745pzc4ltTnGfCLcKFn4346Yun7nbjdUfu+uOWx5757JjDYPvtuMeg++66 0+D776GH7ZuJ54VNdrClO3064qqnzvrdr7seu+W0z4779TDwzvvv3NOgwffgf+/B+OSXX8L56Jfw QvD3En8iii0n//TybDe/+PMsRC/99JRXnzn2udNe/++657vwha98CPRA+tD3ggY6kAMQjCAHPkDB ClZwBBjMIArY56nNFMpMxJIfzuhXP/vJDX/6kxz/Jue/2gHQdgIcIAENCL4Emm+B6nNgAyUYQQv6 MIMaRIEQh9iCIhrRiDJIohJtwMQm2oCDNfqgoapUIxHejIRrM+EJn5dCyK2QhS18IQxjSMAC0lAD NiQfDnOoQx5C0IcWBCIGh0jHI9pRiUt0oh5vwMc+4uCPgAxkDgZJyEF2oANQ5E1MCuau8FjRZlhU mxYZx8Uu4u2LlwujGGMYgzJ674xpHN8adbhDN8LxgnKkIxHtiEQ8ykCPe+wjHwNJSxwUspCHzKUu O/8Agl760pciCKYwhymCRLaFkdWCyyPTFkmqTXJulbQkJlvoAjFmj4xlPCMaQzlKUrpxgqf8gBxH oEohsrKVeISlE2U5y1oC8paE3OUuf0lPYtozmCbIpz73qc8V+POfAP2nMT2CzEZ+ZJk0a6Yzn7m6 aHZxmpp8ISc9qc1QKhCHpHzBN8MpzlSW85xFdOUr1clEdt7Ane+EZw7kqUt6/vKe9uSnTPMZ0JrW dAY4zalOd4rTGvj0pzUY6CqoNTaGjQKhJ1Do1BjaUNZZ8pJfpKY1J5pNUHITo940ZTjHWU4UgLQF IiVpSdmJ0j+qdKUsPaRLgQnTYc5UpjaNqz95Slf/nQL1rnjNa16xwdevCNU0RR3bJ5Cq1MQxFIVP haj/porNGVo1jd1so1ZPydWPgjSsYjVpWW2p0rSqda0gaKtb37pPuca1rqjVq2pX69O+uva1sI0t X/8KgMAuzRxYZKoKECvNqEYUgFR1LA0tGtkHThaOlVXlVzFLUs2W9aye5SVoRStM0pbWtDdFLV1Z y128yva74O2rD8ZL3vKStxuRoC37rrrAjG50qx5V7mVdKVYbOBel0PUsaENLXRFYt5/YDah2t9vd AtcgvAiWrXkXPF70AgU2arFNjoTgI/VaOEAu7a9//2uCAAt4wDs1cIETTGLXMnjBDq4IhK+Dn+70 /8dHX7qUrchVk4kJ7MI4zvEmSnxi86YYEhlZjIRdTOEexXhPs6JVs9AFsJusrG9yOUlwdEzlKvOG yTZOWdD+JuX3LZKRt7WymMdM5jKb+cxoTrOa18zmNrv5zXCOs5znTOc62/nOnLOtnj+G5z4Hb8+A DrSg9eznQtdo0IhOtKIXjWhDO1odySiopI/G6Epb+tKMfrSbx+M+KRZq0qDeFqZHTepSG1XT9tJy 1wTztc/Vw30R8nSoQi1pU9v61qdG9Yicta8aS8wmJuvZz7a2ar+5GjqdlvUUaY1MXDu7qLpuzaSE 9KoiHCsa4RoXjSH2a4UEW9jDDsyqvdbqY8Na2f/LZnbBnp3paLNjNvbBUJZevKVpB6na11bWsrSN kH1129vfdnK4x01uppg72ej+srrXzW6QufsS5/VGISSCmOpYSN7z5pK9iYDvY+mb37fq9b+B/e1w c2Xcxj448RKOooWDWdFwNnCJe9BjBkt84uOouGwuvp95F/lO9u64rD4O8mr4+98BF/iwCZ5yV5+b 5QJxOcM1lutNmBbEWBexXmdecxTfnOJmsfh9MJ4ljQf9VfnONshFjvSAm1zcxS630xEO9UiHumjd 8oSH9/5PrINY63vlcdfLe3MdgL0sYo93zzNe77NbKu3JKrrR9TXypL+d6XL/3NPrbve9ySwVfOf/ u98HDHjvCn7wDf56zsO+87EvvuyNn7bQY0X0tR+925Y3OeYNPveVI+nP0GZH6Pc+eu2W/q5cR33q JX54siReO6/XUuwnNXtN1Z7fbMe923WP8swPTz7G3LNRhu/h4qf2+D9NvvIL3/yhPB87ZJc+0GWP do+rHfu3/3XuB9593tPjwoH2FluwBeQXYOZXV+iXfqeHeuy3eojXeoqnHz5ndvT3ePYXeUWXffq3 ffy3alXWaIXhBiI4gm8ABwNYgNh1gASWgOrHgKonDjpXH64ngYw3f9RXf0N3f9qmgRKzfxlDZu0W GSM4hEQogiV4gigoVyrIUwnYWgs4eA0Ig6wn/4MROGGwZ4N5Un3IooP5kn/+smaWlhtFOIZk6AZH SIBJeFpLaFdN2IJQ+ILhEIPwBn00eIUw5niwcoEzpm1wNmq8UYaAGIhnmIZquIY91YZP2HVRGIdT OIfwF306QoE3aIGyUmem9h1xkImaGAeB2IllOIiEmF2GOANNeGCJWHOLCA5yyBg8V4fyd4eT4me4 Nh+bWIu26Im4SISgGIoANYqHyIKn2GOpOAmrKGQzaIU7gmrsFiC22IzOmIm5GI1maIJoyIt954ul 6IaKCIeq2IiseB8PV1sNV3WtQQXPeI7oKI25uIvWuAK+SIqISGLKt3ze0H5CgRbhaAnjWC8jQv8F /viP/4iOAtmM6oiL7GiN75iNwXhiw7gD+agJ+8hnNgKQFFmR/jiQGKmJBemJB8mLCRmPCTaPPlAI D7krojKOV2KRKrmS5piRGLmRndiRofiRwJhgJTkK6kZqZMKSPNmTLvmSMAmIbzAI7XiNo4h+Nykj H5STgiYoY9OTUKmSPzmQQTmGmFCUc4WNQZWUq2AeysaU/DgoghaVZAmQUymQVekGnYCV7khXXJkO qfEUBPKVksYqllaWeHmW6ViQoVCAb9kOQhMPczGXsjYsn3JreFmWenmOufiXlHExKsM1gimXXvlB xBKRU5CYZLmYzwiIjgkWWOYvJuMzkgkPg1n/mQdSLJj5lJoJlZzpjEX4mR6xh9vma01mMaQ5NJPp FJphL6sZaK3pmq95i7KJDnpyKZuiZLxmLj1YMrkZmKb5fwPzm4wWnD45nJlYnKUQBBxiZGDiJ9an nEvGnBEzmpGpm04QMtRZatbJk5ypnZvAA8b4GMj4c11yZMiZZJwiLtxGMs6ZMjqznuzWniw5ldqJ CA9GHRF2IUTmH96Jn0i2hfu5nKF5mzsjoNRJoCs5kEmpgHzlY4eQoPK5oPTZoPT2IZTSJ+E5oeNZ LlmDoTDKLRoqlc6IajTViyHmodgAoo2gYgrKYiXKHd0JIiman9i2n54Xo0r6MTNqkZt4Z9LF/1bV dV1GmVNAZWKEF6I+OqJACgT1+aDHuSd5tqRkGlhNSpFvZla4JE/1NFoAVqW/aIofmqU9CmRnQaJe aqL2OSTAV6Z+umdnWmZNdF+CtKbz9FJueqNwCo9OOKcRV6eH8aNo0WLbAUV/eqmK1p44Blb0lVlk VUu3xFJtOqVvmpVs2Kg7Sqc4Z6c/Gn6Y+qqVppmJtErL1anN9am0FKpsiqikqqimaqU6SnOqangO KVSweqykFpV7M07k1FXm9FWcmk6eKkvupKuHKqX4RKW/GqcmZmHI+q2IuZIhw1HMGl9dBa3Rmke3 Sq2gaqgtxavZWqptmVM5Bq72OqAA6S1vxMFR/NpR5TpHzupV0Mpc6kSoKRVPu4qtG5ZPH3ivDruP uvJNEtSv/PqvQeSs6EqwsGSwaoqw1ypmDxuymKmvEruvFEtZFtusGDuwtlqwuFqohASEIjuzEHsv JWuyJ/tDKRuwAlur0rqufnRmNDu0ERkyNwtOOauzFsuzGduyTKRmRBu1NaszR5u0yLWzAZuxbSa1 XIuSelO1VhtHWIuxb9a1Zju1gQO2YUtBKTsCcna2cOu1HKS2a4tBdBa3eCu3xhQIADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0002_image003.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC529BbRXRdf4P3tmzhy6u7u7u7tBWrpDEJFQQEoQgwZBUkARRUJCQBqU7i4RQQUB QUlp/p9zuPdZ7/+33rWe936ftT7PmTNnz549e/aeuBfwzKHds1X4v3T+bv+oDkppm4mKrZT5qQb/ p+rFCuo8iKd3++n8oBQ3lLMBEj98ahHl83ym5ZW6sDY/L0HzJ9oL616+fBlVL+HTiY5qxf+VSPif VlptMEplM+cloX3+Mr1NpfLaoqqUbaSq2TdUQ/uRamW/Up3sT6qn/U31tUb626zyjU0lV2xiSecl lGZeUpnopZVdXh554lWQvK6VtHJDZbRbLNPdT7LY/SZrnNXbXA6919XWR90b+qSbok+7dXBBn3Bi zjltfnXGXHWe+cv55q6LY/518c1zl8hoP6mJ5ac08f20JpGfySTxc5hkfj4oapL7ZXhWhprUNzCJ /aYmod/aPHGDzDM30rxwH5uX7lP4HF3fmKdujXnktph7bre55Q7T32m4Yv5wf5sr7qm55Hx7wSWx p1x6e8TltLtdQbvFlbSrXQW73FWyS1xlu9BVsXNguqtqJ8KHlEfBUL4NQqa9e8PWdrNsMbfHZnL3 bTyXxXvsNfSueu95J7xl3g7vvLfCi+W+8lK5eV4uN80r5cZ5NdwQr6l7w+vo2nl9XANvsKvgjXD5 vbEusfehe2g/dhdgO719Zce6CXaEG2AHuza2j6tmO7oCtgkWN3fxbBtG0dndML3cOfOW22sGu/Vm qPvKDHPTzRA32gzAKyPdKDPevW9munFmkRtvlrmpZp2bbba5RWav+9Ycc2uZke/Nz3CJ8hW3Gg+t MtfcSnPDLWOGlprb7mtzB7330C/+ARPXv2KS+o9NGj+hzexns7n94ra4X8VW82vbVjDQr2nf82vY D/zqdpJf1X7mV7IL/PL2a7+UXeEXsWv8PHa9n8lu8J+bzf4Fs8XfaDb6s8wa/13zrd/KLPBLm0/9 NOZD/6ke5v+s+/nn9BD/pB7jH9YT/T16pr9df+6v10v8FXqFv1h/78/RG/2peps/AT6EMTAChurt /mC9w39b/+j307v8Pnqv31sf8Jvqg355njl5T6x/8p/KNv+arPdPyAp/uyzyV8in/jz5wJ8lA/3P pIs/W5r686Wa/6UU95dJDv97SeVvk7j+PnnhTsoduOVOyA13VP50h+Wq2y+/uz3yGxlxxe2QX902 +cVtlQvukCxzZ+U9d0nqucuSBv70Lso677SM8Q7Ja95Oyep9L/ftHPnbjpZrtqdctI3kmC0tO8nE VTaRzLdKPrJ3VX97XbW058jcQ6oAGZvSblEvzQZ11axVh8x3ao1ZpmaZJWqkWah6QEvzhaplvlJl zLcqr1mlMiCbyGxXxuxVD/UxdUOfVxf1z+okHNZn1X59Qu3TB2EXbOF9HaxUe/VStUsvUj/qOWqb nq426QlqnR6rVunharkerL7Vb0IPtUJ3UGt1C7VaN1ArdQ21TFdQS3RJtVAXUrN1HjVNZ1ef6Exq tE6vhui06m2dRvWGzpRf1+lUU+rr8azOewWdUpXSiVURnVTlgDQ6iUqgEynRCdQDSaBuSEJ1SZKq U5JGHZQc6ifJqtbDUsmm5ksuNVXyqXFSRA2TMqq/VFE9pK5qL01Vc+moGklfVVeGqRrykaoqM1Ul WawqyBpVXnbwPKIqykVVRa7x7Y6qLk9VLbFSTxJII0klzSSztJK80laKS0epKF2kqvSQWtJb6ko/ aSADpLG8I6/Je0iOluYyTlrIeJgqHeQz6S6fSx9ZIv1lpQySDTJEdiC5X0bICaQvyli5KtPlkCyW dXxdIAdo+6u8Kw+lm8TXzSW7riHldUlprvNIN51dButM8pFOK3N0ClmuE8s2HU+Oa1/+0FYesZHE My9VUvNCpTHPVWbIBQWhBJSHauaZqmueqibmiSpm/lbJzVX1QF8kIk4zk8eZseNqgD6lmlFXSt9U 6fRLlVobSUEfSXVcSaQTYldSiUP/vk4tRqcTpTPKc7z0XOJQvq88fYn9br9KTjRlJIry6ImqhB6m quqeqjHR0kVXIRoK01c2oikN0ZZE/c4si4lPxMYnehOr5iaF6m7Sq8Emm/rQ5FOfmWLqa1Oeva26 2msaqDOmpbpmOqp/TS/1xPRQD0xbdds0IzPqq4umpjphKqv9pqzaYYqrH0wBtdrkVMtNBrUCnQEr TTpIC2kgdRSpICWkoE0ytRM7DpqE6pSJpy6Z2OpP49RdY9RT9lfPvnwZ7K8B0bt18PyH/ff/3Z2P jSn2P3bnfirYnUuoJuR8XdtYGtjq0siWgryQQRqyC9e3lm//qlr2hqpuf1FV7HFVNYpqUN0eC6lh j6qa9ggcRvawqs06Uc1uVBXsEnb8T1UhO1rltP1UOttBJeIEoG1VRlCS0RRQZ/HIBZOdcjb1m8nK 6LKqv+AfeGCyqMcms3qOx8SmVYltCZXJNlH57ZuqtJ2AHd+quvaAamxvqqY2njSzBaQJYwn4b96o /1L9D2/UCL2RWX1hGqvt5l21zgxU35p+aqF5Q8003dUE01mNNu3VO+Z11Yc572SaExvNVEPTUNU0 tVVFU1WVNBVUIVNa5SRGMppCKiXxktDkUj6jS2lyUJ8bmXzIF1QtkOmO7CBTUY0llqabuvTdJCRm lrcMLc/DettUlcaiPKaFSmtaq3hY+0J3Vn/rbuoya+Rx3V39xPs63Zo1spX6WrdUi8iCefAZTIUJ MI76UXwfgtwHuhHZUUst0BVZY0upzbqIOqALqPM6r7oOj3V+FccUZm0vyghLqPSMKCvZkZuoL8io iuOZcmRCFbxaC9sCYja6IuHoUqo8drM6bEaz2wwnF94lpwaSf2+p3aav+onc28EcbWWONjPqH0wb tYvycdObqHpb3TRD1SMzRlkiJqH9TKW2X6gsdmWoMyBmFlULLcqkjuo31Bb9tlqqh6iZerQaoz9R /dmjOur5qhH7ViW9XhXWu1VWVrR8eq8qpn9Q5fTXqpr+TNXXH6oWtOus+6q3mJ/RuqOaAXNhke7E 3HTG351ZCbuojbqr2s7c7WIOD+he9Nsn5L9ZveZ/jZJtZhxx/RExPUGNMVNUPzNDtTNzWYu/IHq+ JUbXqhRmi/LYqV/qPZz6d6n7+id1W+9kxneo3/Q2du6t6gy79DG9GYs2E1kr1QXW1z/0DPUPXnim R6nY5h30vEWfvVUR001VZj4amk6qLc/epit51IP+31CTybF5ZhBr6lC11owi98aFxGx00XOyTW9U 38FCvYm43cycbFGDsLgHlrdmFPWZh0r6MHNxknnYqZrr1aqX/lKNZE5mcrZYqceoPXqo+lUPUI+Y m8RYGcv0IY8GsDsNVX/p9/HAJ4x2ujqh56mD+ivm5buw34CYWV0stDqVym53q+R2F2v5LvaRPeq6 OcCKeIR4P4UvLuCXy2qJuaZmm9v49BB76U72pg2qgVmhOprFrCHz1SfmM7XATGfdmkZ+TFdXeA/0 BsTMqkKhVSnIjJMqgz2jktgLytlL7G6/sbNdQ/MNddrcUvvYtTebO+xSd8i4G2Th7+qouYTl51nD T6v75gRr9jGVANJBoC/gv1lz8H/N/6I2jRSzGSEr5JIiNp8UtgWlgC0ieW1xyWlLSFZbUjLwPGyS yHmTVK6ZhPLAxBZjRRLbJ1jxQOWAAvaxKmI9CXQG/DeLXqqi/8Oi4C6dzWSzH9uRMolz86cw274v C+0YWQLLYDXv66nfZEfIVjtM1tl3ZIUdJF/Zt2WefUum2zdlvO0j79teMtR2lwG2s/Sx7bkBV5fh th7UlBG2qoy2lWWsrSgf2/L0VY52ZWWWLcO5vJQsYqRfMvLFPL+CJdR9zdn9G2SWwrfIL+O5groV tphssIU51xeUQ+yRZ21++Q0P3mavf2zziPVyS0Ivl6TxckBOSU05NXWpuHmn8vJKSi8f5KccUACZ gpIW0kF6yAAZqc8Ukl8yI5+FdllpnxldZdFbFr1lw3JuyAN5IR/kl3JQnrYV0FMRKkFlqAJVqa8W kl+qI1+DdjVpXx1dNaA21IfG6G8GLSm/Th9tkWtHu7ZekZB2UbSPokNIUekYUkw6QRf09qfdCNqN 9wrLLA//emVktVdBtnpVZb9XS0579eU3r7Hc8NrKTa8NvC5/wS2vtdz2WoX87bWEFlE0l3vwgPJD 6h8i95B2D7x20JFyZ/nX6ypPvW7yjPILr5O8pF5cR9FgwblOEst1ljgQz3WJoit0i6K7xA3pERLH 9YyiF++9+N4b3pD4rk9IAtdXEkIiSAwpkC3vxkk79428y51yknsoC1xmvcw10GvdML3BfQsX9DoX x6x08czXLiH3+6RmrktpZrh0ZorLwr0/pxnn8pv3XTEzwpUxw10l856rYYa5+maoe80Mca2gA+Vu 1PVG5i0z2g0yE91w8wGMcCP5/r4Z6D40/d0E09dNM73dbNPDLTBd3Vemk/vWdHCrYL3p6LaYzu5H 6vea7u4wnDDd3Bnqfjbt3K+mtfvNNHfXzGvupmnk/jEN3H1Tzz02ddwLU8tZW9PFtjVcAkgKKW0t l87WcZlsPZfNNnC5bCOXzzZxhaA4lOZ7QeSKQHHaBu/lkK+EfDVb39WCepQbUv+areaa2iquua3s WtlKrg10oNwFulPuZSu6Prac62cTu302nvvJxnW7bBy3OyS222Njub3W55vv9lvnDvA8CIfhCN8C jiJ3FPmjtD2KjqM2fhQJYJm31lvirfO+9DZ4X3ibvEXeVtgBu2Cvt9Db733uHfLmeIe9ud4xOEX5 rDfb+9n7zLvkzfB+86Z7V72p3nVvsnfLm+T9433g3fU+9p55Pb3CrodXyHXzCrqu0AU6Q0foQH17 IMdcW68olIDSro1X3rX2KrmWXlXX3KvhXvNqu0ZeXVffq+/qeA1cea+pK+y1ctm8di6F19nF9rq7 p7anu2V7u1/gqO3ldtge0B26QVe303YBIsB2iqIDtId21LdFpk3IdtgGW2ELbIZNsBHWo2sVOpfx /AZ9S2xH9xXtF9vX3Ze2lfvCtnYL0DWPfubAbPgMZtDfpzAN+akwmb4nwnjKE0KC9/ZRtIO20AZe j6I1tEKuZch4+MS2cB9H8RF8COPgfWRH0GYIDIQ3adeL+i62qWtPZLa2DV0zIrYmkVnGlnf5bTGX 0eZ1iW1WZ2w698Ckcn+YFO40z10mg9tjsrj9JjsZk5OMyeXOmtzuosnjLpu8yOV3f5rC7rop4W6Z omRNYbKmsPsXnvD+3BR3ypZEbxnnE8Fx6O+Zqepum5rukqnrjpBl28i2FTDfNHQTTX03wtQmy6u5 t00VMr2Se9dUcMNMWTK9NJleyn1AXx/DBFPSTTZl3BSeU+hnKv1No9/ppqD7FLtmmnxuFjbOwdb5 IXkhHxRwnyPzuSkERVgpirqFpphbhI4v0PsVLOH9a+q/Rt/XyC2hzVfoXIyOL9H1BX74An8sM9nc WpOJlSWd221SM54U+CcpvknsbsB9eGGSuZfUKZvECRmsQxLhk4SQAOJDXIiDzzx8KO6qeeFdMM+8 Y+aptxs2UV5F3RKjsN+4ecYxrliMLy7jjM+YE+KDxPgvqfuE/saZ5G4MtowJnwHJ/sP7yEQz2iQJ GUXbkTCC8vCQpO49GIb8MNoPhSHoe48xvs14e5ocrh2+aIpfauHD8virMPOQgzlKY8q5BKYiVIDy UQR1ZaEMlHbxQ0qxK5RysWnng0fZUm+RM7QxtDfMvzaVoYp7riu4J7qce6jLu3uU/9GV3F+6qruu q7s/dA13mefPugo7TiWoSLm8+0WXdZd0ab6VghJQjPcifCvszlM+S90pvp1A5qgu4w7BftjD+0/U 7+T7Tl3U7UB+uy7otuoCbgts0vndD7Aevtf53BpYpnO4xTqzm6/Tupk6hZuiE7lPdBw3Rls3XL/w 3tH/ev31P97b+m9vAAzUt7xB+i+4CdfhT+qu8u0P5H733oqi3//gzZA/QvoiG9BHX/PegN6Ue1Hf U/8Gl+ESXKTuAt/Owzk4G9JLn4HTfD/t9dCnvO76ZEg3fcLrxPf21LXRx73X9WGvtd7vtdK7YKfX Qm/1mulNXhO90Wugf/Dq6TVebb3cq6GXeFX0Iq+inuuV1TO9UnqKV0J/4hXXY3mO8Irq97xCeqiX X7/j5dUDvNz6LS+n7uPl0D29bLqrl1V39DLrdiFZQtpS94psuk1I9pDXaRPQClpCC+qa870Zsk1p 1xQdr3kZIQPldDzT6iZeat3YS6UbeSl0Ay+5rucl07W9pLomVPeS6Ko8q1BXiW8VoTxyZaE0lOS9 BN+KIVfESxxFIkgICSC+LurFiyIucnF1cc/X+T2rc3hKZ/SecQp+LIm8BxLLuyvi/c3p+S+5a2/I DXtb/rR35Q/7UK7YJ3LJvpALVvRZ6+mTNpZmr9aHbAK9j+dPvG+lfoPVerV9yUn9Gaf4R7LA3pM5 6Jlpr3HS/0emoWeKNXqijac/scn0OJtOj7ZZ9TCbRw+0BXUfW0x3sSV0O1tSt4DGlOvY4rqaLarL 28K6pC2gC9u8Oq/NpXPYzDqzTaPT2SQ6tY2jU2JbCvtYktNPcnsVLsLJkGT2hCSFJJDYHpdEkNAe kwT2qMSHePaIxLUXQuJBfEhgf0Ym4CLyv8Al2gb8ip4r8DvlP/h+FdlrtPuT9tclNr6LhQ8d43b4 IBHEZdw+PrFWaW2tFhtbvzTx9QuTRD83KfRTk0Y/Mpn0XZND/2Xy6mumkL5siunzppQ+acrqQ6aC 3m0q6m2mkl4P3/H+jSmnv+D7XFNUzzQF9FSTW08wWfVHJr0ea1Lq0SaBHmWsHmmeykhzB67JKHNR RpuTMtbslw/NThlvNsoUs14mmbUy0ayBVZS/o26FTDPLZYZZJp+Zb2WW+UZmm6+Q/xzmy2Qzj+/z +D6Xb3Nlrpkj880sWWBmyEIzTRaZiTAeJssc86lMN7PR/Tl9LsaGpTLErJQB9NnHbJBuZrO0M1tg q7Q326UDdnU0P0knsxv2wj7q9vF9r7SGVmaPtOTbK3ZJC2RbmB9hZxQ7wmdj6upBDaiMTDmeJaEI 3/LTT076y8L405nvJSVjTso4E2JfPOyMzVh8M1U8xmDNWDGmlzjTU57pHnJPd5Obuotc0Z3lvO4o x2Cf7iDbea6nbnlIF1kR0jVkJW1e0T2KHtAzZIXuhfwrlsG3sBS+ieJr5JegYzH6voAFMI/32eib ybdP0TEVuckwRr8h7+i+8oZ+SzrqAdJMvyO19VCpoEdIUT1acumxkl5PkFj6M7kvX8olWS0HZaf8 IMdlifwmM+SBfCC+Hixp0JoO0kNGNGeCLJBV95ZsPLNDTkaRCytyYc0ruvyHnHghmhy6U0hrXRMr i8p+nQ2vppNKJo0MNRnle5NHbpmyktW+Js1sf/nYjgr5bz/F+P//bj5R+HMVp7p5lbn5VoEK0i2k SkjMtGUJtSVU071KMt2rLpNCKsjkKKbA1CimhVQMeSX/ipj1GP1zoSpeNalCb1W8GlHUDKnMTf0V taVSSB2pwLgCKnKTf0U16qOpjuwrqkQRmUc/sXVkXEh1GR9SJyQybce9JnLYew0ayPGQ10Ii03bb tmGnagst5XZI25CY/eYo+ieEZ1RrOa3ayAnVTo6p9nJYdZQDsFd1kt3wI+XtqoNs5dt2ZHaqtrIL +T3qddkPB+EIOo7DKTgbRcysqRVak0Vdpbd/6PWGekN+U/3lZzUIywZj0SB6HiA/ULdSvSlLVF+Z D3ORm6V6yQzVU6bBJNVDxsOHlMfCaL6NUL157yJT0D0HvkT/CtVV1qvusgOZ/cicpM1FZK7yLSBm M5MptD6B+sz2lBm2N/t9F5kK02xXzgBd5VOYYbuFzLTdQz6zPSSQD4iZr6J7+1mNxOZRMFIuqRFy WQ2T39UQuYa/bqi35Zbqhy/7yF3G/wReyY6KYW8Jwt48dVe9J076SUK4q4aHRBZxa9R4+U5NkGXq E+bxI1mkPmBe3pdPGccEtH7AOIbDIMrD1FB5X70rH8NkxjaD+nmM9Qs1Wr5RY5nHj2QtugJiZk28 0BqrUskwyQKpo4hMy0q8c4IxrMTmlTH2TLSPt6uJckV9iKap5NqkkP/6c+2DV/+Hpg8k0LRDlZEp UlXmSy1ZJnVlo9ST/XBO6st1aSj/SjPxdDtJpPuEu142drSC7GBl2LGq6/bSULdh52opXfRr0lfX k8G6mozQVdhrK8mHuoJM0OXYf0vLDF2CPbkoe3NB9ug8skhnZ7/OApkop+eZBlJBckgKialPiGx8 ma8V73fVEv27WqpPqWV6D2yApbzPU1/pyWqhHqNm69Fqhh6lpsIEyh+Fv6UbrUbyPkyPVO/q99Rg /Y4apAeqIfptNVy/pd7Xb6pxuq8ar3urybqnmq67qpm6o5qlX0dfMzVHN+RZl7qafKuKTCX1ia6g PtBl1ShdCr3F1Tu6mBqgi6p+uojqowurnrqQ6godoS20oq4535og0wr5Drqk6qHLqDd1eeyprN7T 1bGzLvY2xu5W9NGGZzv1se6AbR351okxdKKvToyhkxpI3Vt866vb019AO/WGbqt6h7RRvbA9oKdu Da0oN+d7U+SbYmNT1Z9xDaBuELyjW+CLFtjQXI3Qr0FDyvXVUF2Hb7WQq0mb6rSvqrrrKqoz9naA Vrqaas3313U9xthQtaNtB3R0oL8O2NAOu17H1ubYWkd3VhV1N1Vc91J58HUmfJ9cD1Zx9LvqpQxR 9+QddZUcviRvq3PypjohvdQh6aY43aqd0l5thu+lg1ohXdUSZObKKPUZOf6ZLFBzyKEF7DhfyiG+ /awWs559Lv+SFc/VFLEyWeLKJEkCqSAj5ID81Bcl7svI1JCYreHROXiPE+E9tD2BV+UZMdTUOtSU VxWWVVKA02Y+nrnlO2xcIdnIx8yyVDLIN5JOvmbF+VpS8J5MvpWkspwxrZDEyCaiTQJZI/Hle4kn 6xjvBolDHjvweLfotch6tHOcY2PJF3xfgPw82s5B3yx8M1vSUs5IXRb5XLLLQsnFCTgv8gXosyD9 BTYGxGyEbcIR5lPn1X72+sOcHw6wg+7lDLCLs8CPnAm2c37YxjlhKzvsVmZym2xi1perM/KtOilL 1TE4RHk/u8BuVvGdzPg2WaU2yWq1Htawoq+Sdeo72aBW0naFbFHLWQ+XcQpYht5lnD+Ws3OvoK9V RMlaOarW0f8P2LEZe7bKGbVDzqmf5LzaAwdCIttnK6GlHJRhdKX/Q/D+o5TF8vKMtgJUYgSVQ34K iWx37MEtpav8I53kpnSUa9JBrkh7uSjt5CycgMPSVvZJG/mJ8l5kDkpnOSZd5LR0kwvSXX6VHvKH 9JQb8LcE+gJiNsPRv4vPxy0pr5yCc5IHK3LJZckpvxPH14ip68TxdUkjfxLDV4m534jfX4nfi3CO 8mli+rgklyN8P0Cs7yUed9NmFzmwS7JSzi57yIt96NyP7oPkyWH6OipBvwEx82GG0Or4KhsrUWaV UGdSsXVGpeGpZFL3JYu6JdlYlXKqXyWPOi8F1CneU+iAyGbrNZWGNTKpbqLis8473Yi1r4F6JPXV HbgBv/N+URoS+Y3VL/Ka+kOaqb+kOetMC/VEWiqlWyof4rPOJmMdTxMS2flzM17fLL/IejnDevGK H2BjyFnZ9B8CuYDzIZGNva3KyH6Vhr0gGcRnX/B5vpSOjL8Detqp69JWXZbX8XR79oFOeL4LM9CV meimnvG0uouKyz6ShHap2e8yhkS2Fl1Wf3JjuMn56W/5Vd3lpPtALmDJOeb+rHrO8wU7idJX4Fdi 4pIy+qLy9AVm7RycxfrTKpY+CceJm2PsZIepO4v8KTjOyI6i4xCWH2Tm9qN7H33spa899LmHke1W 13heof4X5H7mPnWeteg8dlyQX6i7zLcr2BkQWWRXULk5X2ThnJKGs0YSXRorSzGaklhUEktKEXNl 1G+sRz9LIBsQ2Z08n9wiE/+Gf8j8O2TnXbL0Htl6j+y/T/beJ4sfSCZ5SEbfZ5e5R/kedXdZGf7h +99k923kb9H2FjpuSb4oIluLRB6LyFN4Bs9FyUt5ycy8UKKf44NnzOhTYuoJs/oIHjKrD3jep+4e 3+4hcxfZO7S5w2z+w2zeYTbv4rv76l/OFw/kMXn5FD++gJeUFSN81e/jGFrdN7S6uMomCTgVp9fZ IGsUWaLIHJIhJJNkDEkv6XQ6TuVpJSUko5wEEkI83uPo1OLrFJzeE0N8cTq2xNJO4mqLjEZWSQo8 kgZvpMcTGSENXknOe2K8FI/vsZCz2hOh7QtODM9YqZ+ySj/lxPCM1fy5pMezGfmeWQz2etgeizHE hQQhkUVUdYmtqzOCqmiqwmgqQUWJr8ujsRyUpVyaulLIlMGaclARqmBVNayqgVW1ROnaWFUbq2rh iRrIBkSWTQ1ULU66VTgVl9W1OcnWUgUhN6fjrJAeUkAiXYMsa4hsQGSxe5VZ+EOl5a6TTv+G5isq g77M7FyCX+AiXIDzcJbvZ5E/q1JBclanJHxLhEwC5OPTLh564umrlK9R9yc73Z/M7nX2oeusxX9i 9Z8qJd9S66Dfq/+H/eR/909pVY6VpRS3m2Lccgpx48nLzScnZIH0uiAWFqLXQlhRBtmAmPkn+k/s bmXcW1VmyALZ9BaVXW+mp00ql97IjPzAHWM9rMOC1bCKuu/4vlLlgKyUM0NG6tPzPa1ew5jXYt33 sB5+gI2wGZ9s4dtWZLYyF1uRf9V3TPedzaHl3Im4NbeQ8rqxVNJ1uT3XkLpEd2OiugXR3E4XF26N 8obOJ2/rXPIO+TRMZ5Dh3IpHciMeRQ6P0j5loe4Zt8F/ubnd5YZ2ixvan9wCr3DTu8jN8ozqxp7U RR/gBrpLtdfbuYlt5Za2mfJG6jZwi1vHDfV75NYgv4p2K7k5LueWt4K677jBraHNOtUM+Ya0ra13 qKroKq/3Msf7VRF0F9cHKR8kHw6qCrxXpr6a3qdqIlObG3o9aKhPqKbsoS2wsSVrS0sdi7Eml6as F410fqlDBlfFB2XwRQmytAjZWhDyUSa3JAerQFZdjbWuGmtdNUlFfRpdj3JD6ppIFt1MsuuWyLaW /LqNFNZtpbgO/BwQsz/nF732OOmLd3vh5Z6slj10XOmuE0Fy6abTMEMZpQsz05kZ6shMtdO5eeag PiuyGaUXK+8bOiU6ksibOgHEgUBnQGRntVEyQQ+XqfBJyIgoRoaM16P+wwQ9OmRiSMx+HhQ9/rqy VteRNczCGry9mplZzSysxvurmalVujJUku9Yj1fqBjIX5uv6shC+YGYWw9dE91JYhp6VsEoHOgMi syinHNZ55BhePs5eeJycOIaXj+DlQzqZHGB29pIbu9mjfsLLO3lu430z+94m9r9NyG5iZrYwQ9vQ 8aPOiXygMyCyn6v3oZceIVt1n5CdITEbX/RPBGsznrpyRQfPgP9q0//6p4rLi5iy4pnSEtuUkPim mCQ2RSS5KSSpTQFJb/JJZpNXsps8ksf8o26ycpxgxz/NDn+OGP0Fb13hxHCNk8UtPHNXF5B/WZGe 6UBvQGS/IXpTzupXnIPzUVzQfUN+DukjF0N6hETLn42hH6LvGrfUC/0X3FDPWRWfs6c9Zz99zl76 jBXyGXvi05Ar6gl1T9gfnyDzhD3wCfJPaPdE3+T7X8jeot1tdAXEzJoZoTW1VVIpYZJJSZNcSkFp KGNSSFkoBxWgIlSCKshVNUkhsVQzCaW6SQDxpIaJIzVNbKllfKltnNSFZry3MHGlJTItkG9Bu2bo aGpSSROTFjJIY5MlLHc2SWQAOsYakRnmkVrC7P9grqsD5nf1i+H+Yy4pZ8+qf80J9ac5os6ag2qv 2ac2mN3qa/Ojmmm2qw/NZvWOWad6QXtoZjaoOmajqmy2qpJmpypg9qoc5rDKaE6rVOhLYq6qxOYW z3sqmXmiUpqXKq3xJCN2Z8fmPNhciPGWCImZZ6NXhYaSwRTGU4XxXhE8WhRNxaQwsZ+PHMhJLmQx FYj7ypLKVJNkpgbUgtrkRF1JYepJSlOfbw3Ij4aSFtKZRugMiFkePwt/kv5MfUHvi5nXxczXInz/ ubQxs6WbmS5vmgnyjhkrI817Ms4MkInmLZlk+spk01ummp4y3XSXmaabzDZdZK7pJJ+bDrLItJMv TVtZAkthuWkvK0xH+c50llXIrjE9ZC3tvzd9ZL0ZIevMZOoWIrNavjE/0vYEen6XOeaBzDJOzzYp 9TyTTi8wmfSXJov+2mTTy0x2vQrWwSbYTt0uk1Xv5/sBk1kfgsPIHzEZ9VGTQR8z6fVxOImeU3Da pKUurT5o0ujdJpXeQR+bTDL0JUFvAr3cxNbfGKu/Mi/lK/MUHsnX2LPU3GU8/zCW29j8F/bflI3m hmyFH2EvHILj1J81t+Si+Vsu0+YP86/8aZ7LDfNQbtP2DuO7Z87LfXNUHphd8AOskIfmS3mE75+Y mfLcfCraThVnJ0kcO0ES2vGSDFLZiZKO+kz2M8lqF0luu1zy2x+koN0Fx+CiFLA3JJ99CFrnswl0 fptEF7IpdHGbWpe2aXUFm15XtRl0LZtRN+D5mk2nW9o0uq1NqHvQ5i37QAbbqzLEnpFhdi9skKH2 a95nUf+xDLTjZJAdK+/Y96kfLcNhFIzhfZwdIx/DBL5Pwt4ZdprMtXNkof1CvrLfylK7VpbbzbIS e1fbw7LWnpZ19qRssCdkI/ZvsUdlG/U77SH5yR6UPfaA7IdDdr8c5Xmc+hP2iJxC9jRtTttTcgY7 z9hz8DP8AjvlrF3Ctwm0GYCONrLZVpcVtpDMt+nkExuHcTxRnexdVcX+o7LaO8qzD9U18n0/a84K k1KmmRzEfklpT+bVMHVYw+pKfbKvMZnXlGxraZrI66aptDMtpKNpLV2I+27EeDfiuxux3c30p24Q 69gQ6WCGS1szSlqbMdLcjCPHPkTXR+j8mJXgI9bSj1hfP2Ql+IBcHCP5zWjJbUay5oyQrOReZjNU MqEno3mHLB/E6jCQrB9A9r8taXim5lsq5FPRPrUZT90Uvs9Afjbt57OqLGR1+RLdATFbJd4I161i SvwixviloaLRfjWj/NrmuWtgnrgm5l/X3Nxzrc0/rr257TqbP113c9n1NuddX3PCvWUOugFmlxto trhBZp0bbFbw/Iq6he5NM9/1NHNpM9e1heZmnmtkPne1+VbVfOHKI1fKfO2Kmm9dAbPS5TFrXE6z 3mU1m10ms8NlMLtdOvSnMcdcanMGLsJvvF93ac3fLj12ZTKPkH9Gu5cuvxG/aEjMvBD999KGS3nm pBJUY05rMTd1zTBpgP8bMzdNmZfmzHtL8yZz/Qb0hG7QWVqxNrYkRlqYNux5reU101IaETsNoDZU N63Q+zr627HfdpTirKlFiKUCrJV5iaecpp/kQndu+shjBjOf70pB+i1C/8WwoySUMYF9ATE79USP 7jTzeco1NiddM+atlTnOnBx3Hc1R18Ucdt3MAdfD7IGdsI152wwbKW9gvte7ruZ75nEt8muIg9Wu DbSGZrw3or4u1GD+KyNbjnaliIfi6CqKzsLoLkwfRemrOH2Wov+yUBGqYk9N7KprAvsCIjuP73Tt zFbYjFWbiLRNRO5mtG1xdaivQTRVNT/S426ibr8rAxWwqgrRVQPqmkOM4qBrSl1Ls8+9jlxbE+gM iOznRSNcf/OKt6MYEDKcXInmPXIlYAi5MjSKYfBeSD9konkr/Lsq0Toju7OdlkHmtLxrjnD2OgrH 4HgUJ+AknAoZiFzAoJDITtk7ZKjZwelic8i7IVtkyH/YyveAbVFsD+VfEdkqdtMtZXVaZf5w61ih Nptf3HZWqV1E1V5WkIPM71Gi8QRzeprYOENEn2W1OscKdI4V6ayZQ92nfJuEzEfIjnGHzEi3B+/v ZDY2wzrKq5iBb80o9xXfF5hxbo75xM0w09wUVriJZrEbz0o2nqyZQD8TiKcJRPd4bPnYXHVjzQ03 ztyi/Df1f9Pmb/cpq+os6uabv9wic9MtgW9DYvazguhZHskpbSiMlnlRzI/i85BRsiCKhewqAYtC IltVtuKHbfh9m1tBnq0m39aRexvND24rK8GP+HgPK8MBVooj+OWoWeaOmW/gK3fcfAkL4XPe5/Jt NjIz8fmnbr+ZTrtp7icz1e0wU9A12W2C9bCW91XUrzAz8NFs9w27zBKzCDuWuMXsJF+a7+B7+IH3 wL6AmEVU9M8919LLWvcdrIHvWes2MJJNZhUWfYdlKxjhMrfbLCXCvoav4EtYhPULqJ9P9M1lFHOI oNlE42zazcI7s/HSHHTOYyQL3UrarKD9cnQtR+9y86rfFTG0OvqnkQn0Vs65O2AX7INDJj5n4nic kePqM5x/z3H2vmA0vJCfOQNfMI/lPOfYs3CKc+xxOAIHYR/s5ny7mvPyGiN6jTF6rfH098bnTB1b rzdx9A/o3kgfm82rvrdGmMGH3e/sETfJ1n/gIeVn7BvaHnS+3efi290uif3RpbTbXTq7yWW261wO +53LbZe6fPZLV8DOcwXtDJgEH/E+2uW3w/k2xOWxg5F7G/l+Lpvt47LYXi6j7Y6eLi6N7YTOji4R xKFsbWf3wnRzj01Pd9/0cX+bt9wNM9BdZZ2+YkZj48fuGtF5g7n9i4y/bZbDOtjqbrFz3MDmP0Ii y6mFWDDPOTvbxbafMeoZWDbdJbPTsHKqS2snuwx2IqP/xGW1H8JYRvM+7yNdJkabwQ5jVEMY1Tsu FaNObgfhtYEuAcQFn3dLvdh3GeVQPDzcPWE9e8x69oj17BHr2SPWwEeM8BE59piIfcxIn5Knz4lq ZQP7AiLLqcnM52RaT2aEk10siMt8JWBEiewEl9SOx+JPsPwjRvCBS23HUH7fpbCj8MBIRjICuRHI j6DdCDw0Aj2jnMdce8havGHsOPr4CD6G8Yx0IrzqV9vI9s7MOoFNrpNwn7Lcq6zNBJm1Bw58iA1x IB7Et4F8QGRr+H6Jy80snt0jCXgmgsR2nySFZJCc9+R2N/wYEtfujyJmvUX/maEV9LCenjajLSgH ROalGuRdZajqctlqIblt9ZA8tobLC/kgPxSIomBIZL91SaQr20S6JtSDxtxvm3Mfbm3j6XY2ju5k fd3NGt3TvpTe9jk8gyfwGP6VXtyhe3IX7mHvS3d7T7pCF74XtC9AdEHrca/2dRF0FUNnCRuf+3VC XQ4q0l+VkMhOqxoLX0onrGoHraE5NKHnBtTXsUrXwILKUJ4be2lreXq6knW6GhbVgnrQiPem1Lfg ++vItQ+J7KfHed0wWyDkA5s3ZFhIZGe/5/IZ45mDhwNm4O1XPILH8ASeysyQZ/BKflZIZKftLO4z m8XNhjkhmd1cmGczQUY332Zwn4ekdwtgRkiGKDK6mSGZQj6jXcAs9LwiMh8k0QtsEr0wikXwBXwJ i0MS669gCVG0hKgNCORfEVn2JXXf2WRutU0esgbWwvfUrbNJ3XqbxG2AH2xitxFWUfeKyGL4jhy2 1+S4vS5H7U3Kt+SAvS17YTf8CNup22L/ko32hmzg+YP9m/I/stnela1k2w74EXbDPuoO2EBnQGQW XZGf7BXZBbthD+y1l+FXtAdckv32l5AD9hycpe4scueQP0/bC1jzs+zk+05kd9J2p32l86cIo/Kl 3CCnb8JfcJv4/hv+Iebvwj3i/z65cJ+8uM+47+ODe3AHf/zNqnSb1ekv8uYm328gd502122gMyCy GDnqNfeOeC28w14raO0d8l73DnptvANeW2jn7ffa8+wAnaC5dzSKyFaVjd473paQ0d7GkHdCYvbv r0T/Tuq5TPBi68nec5kYEjMt0btdBj2f1nO9dHquF5QDYqYp+s8XxNXLvTh6BTat9GKBA493A8I3 pZd5L+RbelvqBbIBkfWUSO/0XsoPaN2I9k30sokeN9H7Ji8eJICEeouXSG/zAtmAyHoqrc96edCW T2/1CugdXiH9o1dU7/aK631eSX3QK62PeGX0cTjlBbIBkf1rOg6NTh+I4iAcYlyHPKsPwxHGecTT +igcgz0hJgobshf5aAJdAftDIrMoub7sJdNXvKQhl70kUSTWv/6HRPpSSEp92kulz3ipGX9qfQ7O w8/UXeTbL14KZFIgnxxdAZHFag5928tP6/z6qheUA2KmKTrvM+j7RPy/eOcq8XqVqLlG1FxnLH8x xtuM+w523sP++14a/YCseEVkeT/cu+MN8e7CbW94yN2QyGzPo1O5XDqFq6nvetX1Q6+KfuJV1C+8 8lq7Mtq5EjqOK6rju0I6scuvk7s8OnVIzHqL/l1tT53UdddJXFedyHVCa3sd17XVsV1remqpjWuh xTXXz73mWNGSZ2v90nsdS9pqi6zvOiLbWcejfUL0JHY9dbKQyNa8gvop85DQFdTPvICYzUd0Vs9h TNN1LIjtPsVbMxnTLGycw/jm6gRuHj3MZ7zzGPccbJ0TY3ujeyqs87gCOjf+z+my6+wus87q0ulM LqVO75LqNC4h8xiPXmLTcxFkAyLzTAW0lEBz8AyIbLY760LMciHXQRd07XR+9zr2tNK5mOXsrpnO 7F7TGVwjndY1IJ6CZxPG0VRn5Htm5LK5NjoH7XLTPh96CrguunBIZLuzNmmdNukgPWSIIiNkgsxO QrI4BS90IPuKyHrr76V1/b10kB4yRJERMkFm91ZIFtcP+oayr4hsvqrjuQq6qKuORwMiW1nu4vdb OgtkcHdDsoRE5oGajLQmo3xFFsgK2SB7SA0vB+R01aFKKPuKyHIjvy7hckN2Xdxl0cVcRl2E3Cjk UhN3KYi7pMRdYuIuAeMJZAMiG1drxtOasbRmDK0ZQ2vsb+Xlci293JDHtfDyuuZeviiy8P0VkZ1y T5PrZ7D9NJwiFwJOMp4TcByORXE0JDvlVxyHE3ASTkVxmnw6E5IzJLJYq0c21tSlXPAMiMyL+b1C LpdXAgqE5IY8IQVd3ijyIROQ3yv8HyKLjpdSxr2UUlDSKWZeiBJNlFjwyBufaIkFsVldXsmWidA7 /Ym5nrqi64+m/jqm9kbfb7vpJux3dVntGrn30TIKe0fo0m6YLufe1ZXcIF3Vva2ru366luuDXE/d wAVtAiI7n7XWZVxAK102inLsyK9oocuHNP8PRaEYdcX4XhxKIF+C9iWhVBSlXbTOyCLkgSnp7pvS 7l5IGXfXlHV3TLmQf0x593cUt0NKuAemVEhkp8HnUsclwm6na7jnUjcksl0vv27BiaI5u29TV1y/ 5koxh2WZnwrMUyXmqwrzVk1XZp0uz7MS79VcZV3TVeR7eeTKIl+KdsV1M1cYPYG+gMjG1U+3ch/T 0xC09dOtQyL7mctFU9FdNJWiqOx+NlWiqOouRHHeVAs5HRLIvyKyv2/Zw9Z27Ww11yOkdkhksXTP NnR3bCP3EA0PbZ0o6kI9qO8e2AYh95G7j9y9KCJbbWbpvpwC+3Ia7M2psKebpru6qbqjm6LbusnM xyTmYqJu7CYw27P0myGR7Q7jsHecbew+gLG2ScgYeB9Gw6goRoY0oPyK0fA+jIGxUXwQ6gpoFBKz sUefIeLqhuyxjaC/ixvSKCSy1XQW2hbrPnioUUhkWtrh8966Gytq65DIolF7HZ32aO21ca/KHV2k N88erAZtyPw2LigHxExT9E/p++t32GWGwFAYBu+5t/RwGEGmj3Bv6pEwyvXVo/HASPaJ4dybhnF/ epe9ZRB3qf7cqfrhlT7csXqzWvfiVN6G1b09K3pnTuDd+daL03cf2vRzPfTb6BmIvsH09W5IZD5I g8bk5EQatAflgMhmtw4zm0OPdcEzIDItg2k5nHkInoNjrCV6nfmNrL9MNl9GwxX4LaQ79ICe0At6 Qx8XyP6G7G//h+z/321+jNb7eoALno9jHEPR+9Vj/bF7pMeh4X33hBh5Sgw9Z15fEh/K9OcOhH2m t/NMD+hFuY8zph93pbeRGYzsENoMp+1odHzgAn0BkcXFY0Gr9II33RMZEBKZpjz6E26W/dmHP+bG PD4kZpqif6taxox0Zcz7rrQZ60qZD1xJM84VNx+6YuYjV8R87AqZT1xBM94VMBNdYcpF+VYUucK0 KUjbfOY9l8sMddnNOy6zGegy4tUseC8b5ZxmsMtjhiAzDNkRtBmJ3lH0Mcq96ndkhNGxilydRV6s IkICItNyGi2/sbqcQcMZHelcZMNzKcy7Lr0Z7oJyQGRzkVkvDf/d4kyQUS8PyaBXuPSQDtJGkSas W8r3xbCA8hzqZ3AfnMJ98BOXjEhNQrQnYWzJWSlTEf1p9YfomoDuqdwhZ7qseq7Lphfy/Io+vw2J bPwe441DBMRhNoOyF+PxR2vqhO3NybYuRHUnIrpTjKM6Ou83kufr2RvWMvLv8MYy/ZH7Gu1f6onu cz3ZzcELM/R0Ti4zwucsPDdPT3IL6XExst/QZrke41aT9+vw5EasCohsXM31p9wmxzG2KTAjJLKI 7UoGdjLTXFcyMiAy71i8YPCCxguip3FrnO5eyHT3TD5lTfrUPYZ/4aHMCJ+P+PZYpvJtinsqk7k/ TGYNm0S7ieiY6Gw0EXmnpp7N3WEi+9tnLigHRKZpCxo2oGkjBOWAyG6MFfQW7ipbYT33llXcYZa5 GvobZnGxa6IXcX74nLPDXCL1M84dzAfP4L0V2fgaMvWRrUn2VqVtRf09J6IfYGtIZGfPD+nl45DV 7sOQaSGRxVEZYii9+cYFz4CYaYn+twfqm89cPTPb1TVzXW0z39UwC1w1s8hVMV+6yuYrV4keKptv XVWzwrUy81wLvjfj+2tmsWtslriGZqmrb5bRfoWrZVbRfg2y39NmDaymPZ43K2EFOpfDslBfJdpV QHcF8zUs4X1x2Gd1dNc0C7Hlc1cHm+qaWTxnuMDOgMhuPHXMDvcGrYM/kd6NEXSmtw703iYcVfAn mdcxmo1Rf2Z4R0hk8buRKJlDdK3T3xHDG0Mi05TCrOX0tMglwMYUeDQgZpqi/yZeZrPT5TC72eP3 s5cfcXnNSTgHv8Dv7O3XXX5zm/PBPcq3qbvuclOfy1xi/z/HueCky2oOcybYy9ngR6JuK/v/Ct5/ DIksfpvrlZx/vmcl/S4ksnVwsN7pBsLbege3im3cJrZw+t/k3mAeepH5PfVabhSrXTd66EEm96bc h7q+eh03kA202UjbLW4AbQeiY7D+MSQya+IRP3Hwjm+2cQ7dyhl0q3uB9qdY9AiL/sWih/T+EGse YckTvcY94/0lfhBi0Jr1zpkNLhaxGMdsdvFoHxAza0qE1qTmDvML54mL8DPnjQucH85xBjnLGeI0 nOTccYLnMeqOcM44CcdcUn2U88ZhlxJS60O0OYTMQc4cBzhz7OessZcT62oX6A6IzE+J8EUCfBIf 4urNLjbEwk8OLGgQ1tmXgv9kC2ymvJndahO73ibkNtFmk4vH7CWARFFEev/+gTjZzeq/MSSyu243 /Y97xd9wG25F8RfcZH8JuMF+c4N77XVORte5295wHUJu0nPAX64dbdqG3HZLsGah3u5mY900ZmE8 MzSW2XuP2RysfyWC/yCib6L/TkhkO2U75rEDcdIJrV30efLlLLlzmjw5SX4cJzeO0tthN4RYmM5M TcKij8mRsXqPG0FcDOHbQOT66VO0O8soLzCSX0IiW/tqsfqUIf4bskLVMn+ERKapDjY2JpIaYG8d Yjcgsii5IzvcbTnkgmdAZDvRIny0CL8uwl+L8OsX+O4L/PolflxMfi3Bvq+xeSkzvog5CIjM3j/Q 8DeZfZVnQGSx4bFneOYgK9MhbtWHuW0fZqU6ws37KCvbUW7XR1nBjrHCHedWvZsVbRfvu6jfzffd rGx7kN1Dm72034eefe6Vzv0Rrh0aLwneUnhN4b2XgiVyHE5wqj3J6fYkp9yTnHiPc/I9CocpH+L0 e5D6A3w/gNx+2u2n/X6no4jMmgbEej1ypg5ra01iv5o+w0nzFKfEE5w8j7lSzEAJLC1GDyWxugzl ctRVxG9V8Fk1YqEmc1ybdnXREegLiCza15FxG+lpAxqC8roYZ2D0WfV95ueDkCtuTMj+kMi8VIZT RSlz05Uwf7ri5HJxNBbndFHc/Azn4BQcg0PhswQnjlLmrCvN97LmV1ee9aC8ucZJ8YYrZ/5ygb6A yMbWnXjuRU+9sKJ7yKGQyG78KbA3mTnhEmNzQnPaxcfuOOY8e/jP7OW/EPW/Ev2XyYYrcImMuMj7 BerPkQVnOCucRv4k+/wJ2h9Dz5GQJGRYNEmpTxr2E3DcJYcUUUS2OuQh7nIQHcEzIDJPzqLlnJBr 3L8DToZEttZMxVtTopj8P5gUcilkIt4MmIzXpuC9gKl4fCrenIrXX3EBfoaLLtAZENn4JpFHU0P+ YNcLuBASWXYqIjYFtng8VRSR7SIP9WN3Hnsu6qvuV/2n+52zxDXOETc5P9zm3HCHc8g9fc890A85 az4Jidl/ZXJB2FMD9VIeumfyiBX0qXsgz909eelo7d8S698U378ucfw/JYF/TZJAMsopqEvt35C0 fE/v/yUZ/duSyf9bsvh3JJt/T3L4d+GO5IRc/j+SG/JAXt7zQX4oAAX9B1LcfySl/GdS2le6lO/p En5sXdSPrwv5iXV+P4XO66fRefx0OpefWZf2M0B6XZb3clABKkEV6qrxraafUdfyM+k6yNbzk+vX /AS6ie90Y/+FNPYfwi1p4v8hr/kXpal/Spr7h6Slv1ta+zt53y4N/G1SC6r4O6Sc/yO27cbGfdh/ ULL6RyQDOu64wF8Bkc3rZeb1MnP1K1yCi7xf0I/cOf2vO8Ncntb34R7lO6Hc5f/DvP7v+Z/S/MM9 7qVLZe6ExOxvj4wMtVRQjyS5/1RS4cHUvug0zFAaP5ZO7cfTqfyEOqWfVKdglpIzS8mZhaTMQGI/ i07oZ9Px/Rw6rp9Lx/bzaOfn19YvqLVfRL90hXkWpC4f33LreH52nYgZS0r7FH4q9Cajj0Q6HVGQ zo8DTqf3LQjlF5IOe9ISNWmYjdREW0pI4t8nQh8SqY+J2OdErmjB1hcujn7G/eEJN59HLiHPuLzH ot7ju9bGfymO6IvjP5H4tE3sB+MNiFkuzQ29VU+t0D39BXqwP1sP8Kfpt/wJuq8/TvfyR+nu/lDd xR+oO/pv6nZ+D93G76Rb+111S7+bbgZNoAHUpa6m30VX9TvrilCOcmm/vS7id4CO0Ak668IhXciT LrogbQqEdCNnuumsfi+dk37y+gP49i7yw3Uxfwy59RFMgk9hDnXz0DGfdguQXUCOLdTZIDNk4D2t /zmzMZ+ZncTsTWbWpuCAaczgp3hwpn7OTvDczcWj8/VTtwAW4eElyC4jAr4jStbq7P4GbNxIzm5k XBsY5/eMP/BTQMxiMjqHpppY/hDzxL1nnrqR8L55xinmufuIaB9vlD/RaH+ysf4U4/ypJnZIzOYz +lSTmTFnYDzptOen1r6fUsciOmOzNsUl+uORBfFYr+IToQnIinh+XL4lQC4x8slol5IIS42OdERb Rgj0BcRs3NF/c7CDeeHaGvFfN8ZvbTy/lfH9loytpYkL8XlPRH0Svif325gUfjtob1L6HU0qvxN0 Nqn9rtDdpPF7QC/obtL6XUw6vwO0hda8t6C+KXKNadsQXfXRWd8khHh+A/prRL9N6L8pdrTAntb4 vC2+7xBFZKObzjo/gTj8AEbq3P4QnYN8yeL3I/PfIA67s0J0xs/t8XFn/N+NGOtFXV9WobdYGQbq TLTJ6o+g3Rji/2OeE2k/iViexIoyAblPkP+Q1WYsczZax0HWJzcs+elTF4f8iO+PZwWbTMxPJX6n 0/en5MOnxHFgX0Bk/3Xpd4jFQcTtQPz3tonjv4Uv+zFnfeENk8DvCd2hK3RiPjsj1xX57vi6J23f wN99iem34G0YxHugMyBmFkXvDw2I5bb4pAH+DIiZlp2hlvaqKrFRjRipTnzVJHbqmAx+PZOJuMlC jGTzm5nsxGZOYjIXNmf1B1DuZ/IyHlYrU5jYLErslOB7aeKoPHFbmfGzApo6jL0eMVrf7wNvUu5P 3QBT2x9sajDuaqwBVfzZ9DebfuaY3P58k89fZAr6S9C7DL2rTHF/Hbo3mZL+dvTv5PmTKeXvobzP lPUP0t8RU9E/bir5J+EM5fPUXzDloIL/M+8Xqf+Ffi6Zqv6v9HnFVPd/o//fsfGyqUt9Y2RaINue Nt38s+YN/5R5yz9qBtDHQPrt7y82/fzxpjfz1oVxvu5XNY38fOhIRj9PWZ1/I+L3Ea07dRL/sE7m X2Af/JOZeUjUW/yaGDKQi3nJ55ImmR/4PCCyvw+61OTwv6D1crI8KAdEpik/Npcgs+pAUA6Imabo dbYXnu7NbPQxZYiOkniqGLNcxB/KbA4nWkYTPR8QSR+ZzDyz+e/zPor64Xwfyky/wywPZFb749G+ zFwvZi0gsnFtNXmImczES1Y/KAdEpukEYzhG67Mmvx+UAyLTVJA4KcJuXgKCckDMNEXfZm/j21cU 92/ht1eU9P8KKRVyE18GXIdrcJW6q3y/Sps/aPsH4/iDLPvdFCIjCpIRhSgXDuuu8u1PuA434Cbz cwui+43s70w30MX9CpxaKkEVqMp7dU4wNbgt1MQXtTnJ1IF60ID3BsgExKy30WFvFdUlM4QxDWAs fRhLV8bRDr80x/6G/h1WoAesBE+JL2Mr+LFsRT+BreQntVX8VLaan97W9LPYOn4O28DPbZv4eW0L P59t6+e3Hf0Ctiv0gr7wNnWD+T7Uz2NH+DntaD+7/cBPZD/xn5lJ+H0K8TLV38bzW95nmk+I+w/I jxHs7IPZhd9iFejlF2dVyYl9aUxLP55p4r/Q9f1/dG3/sq7uH+dudBhv3AjuVtibkRWrNONoYjqx Avfxx7FCfWGGskq95wdjDoh0fhr5pblpleVZXjf0K3KarQxVsaY6t7GaUBvqQYOQxiGR3Urm67H+ F3qM/7UezVlzhL9SD/XXcO7+XvfnjNmHs2YPf4vu7G/T7f2tuivl3v4mvv2g30VmpL9Kj6PdBH+J nsY5d6Y/S8/hzLCIs8RXfgv9DZYv9fPqr7lDfskNYT733E/9s/Ix98Fh3AuHcD98h3viIH+rDIC3 oK+/Rd6AntDN3yxdkOmGfHf/ABylfJq6C9LJ/1U6+FelPTrbcgduy82mLefEdtyE2uO9jn597G7P faGffoNz0NucXYZyBv8g5P/1lgm2ZPX/AUM3rMWejQAA ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0002_image004.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhWAEqAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAABS ASoBgwAAAAA2DwD/AE3/ALP/ANGENMz/AP8AM//M5gECAwECAwECAwECAwECAwECAwECAwT/EMhJ q7046827/2AogkFZjmiqrmzrvnAsz5Rpm3Su73zv87dgLkgM/I7IpHLpKjqfpCeUSa1ar0OpVtrZ FrHgsHhc85q3GmdhzV7fyPC4fGce2In2/NmIIbb/BW9zg4SFHnV5iYk2inpcfUGAbYKGlZaEUo2a miabA1qQfn+Ul6WmWE6eqo2Mq04WT6M2p7S1SE+ruYqduVMTamyktsPEL7i6yHe8vV9lkcGzxdLT I0XJ17sB10Swz4HR1OHiF3va2NmZqq+/osLj79Pl5snyy9mfQhJFbjjw/tJ4kLVyJIWAwYMIUy1a B2Cfu38QLQXEVpCACYQYMx4MspDglm8n/yKKlMhx242MNjSqVHmjo8dYD0fKFFNSVxCWF1fq1Dnx pR9wM4OGqanu5soSO5PubMkKJlChUJkQ3WSUZwClWK3aU6bmadSvP3o2RaqUbNasXsY+AsvWx9SX WM2e1ejkKFOfJkDyacuXxlt8csvOpUtk7kDAvvoqbjI1peHBG4tAjlxi4Q29izOzqHlycGC0nSej XBbJq+bTXUo6Nvy5bE7RS3mtRU07DcfVnq+eDQ07acvLpmsL1/f7NWEzWnH3jusw+HDUTxLWkyzd +PLcpfs9Hx7d4PRy112f0bt3O+26Z7qdCe+7qndvzs33rSdiD3vKrfHn5RdS/mkzMqwnmv91owGD mX//gdIDcszphtNHByKYWWJH2Hfcg+ORJ+GEzVDx3YfNabdhWx3SBKIUBqSYYnYijghWPkqc+KGK NAIXn4sy3diCjDzaQOOPNraII1Q6otDjkQH8qKQBQQo55ExOroAkiEtWWaMN5JUXwndPmrjZlGBa uWST/ZEDJoVdDiLjAWy26eabcB7wnZgqkqnlmfKkCYc8cfbp559vyiOmnUeyWUKgAbRZjp5W7AHo o5BCuseYWE4X6aWJuukFo0lscemnoEq6xYosaiFnqKjGiQanOpia6quwIjqeFLHWCueq8aRXCK22 9hqrGVke6uuvfSpYC4h7OjHssrV+VAT/s9AaOhsmYKKibLTYpupotsxmKidDcuAZpVvPcmsuqmac i22mJY4x3SQA3kKEuvSiy2u90KJ5hRaSGBhvq/PiK/CnTwzcraLcWAusJAwHEGy7xgRh8MQEF0yx r/rK+13DDu837Y4BXywyoF6M3CyMMXrxMDB5bcqYxCbH/Gi6MleMclh7QBPLyh9XA3PNQP/padCR JlxhPfwd+aUNRDftdLYQZyFunimE/PTVWJ98s9TiIuD112B/HVNqNxia9dloh2o0wF6IvUfYXgcA NwJbc2B12njnLfTaAbY9t9tOwH2D4GObWbbeiCd+K98waPH345ADbgPhhbPDtOKYZx41/8iBRx62 CZGDHrfcYG9uuQmZp4656SpI4bnkJUAeu+yMO4O66rgjzrqRT7w++uS+/236z7kXn3btUrY8uO+z 00168J9HTbzx1GeNfNWuey662No/Xzq4DR1e/fjWVx7FFt1D/7v366M8PfnwN113fWeEzv7rwH9f goanexv///Izn92Ul73gNW9uy9NfxwQhPgA6MGjzO4THFlgEA+YPgdvTX5bCd7sHehBoERzg/r4B kmAx74Lqm+C1PsjCmIXQNg7jRwn3h8LHJVB2GKThClvIQ5EJ0HAynCEF72fDDB7Qfq7qoRIp9sJQ BFF5eoHeAUWXwdHBrlxLzOLAflgBFf+WMBBRTGHprGjE2SVRi2ikFxedwZ8vUlB93Buj2+R4xcul 8Y7qWiNxYtgyMIKxiid83hSJqMAG4vGQ0Wqiemj4RyJoj3B0tGL37IjISuarSF2sVCNvKLwjwlGS CrSkKC+Jyf790YRI/CTlCjnKVmJMj5cRIiBVKcXmGdKVuLRXKX+iw1nSMpDty6UwX6XI/lEwjL+E 4+BuOcxmkgyWISIkDmlZRmE585qiGlcoCnhCah6RktgMp6pKucfeifGTNQSnONcpLW0azpyB9GUh UahOdrJzjZMzozxz+KHoddCeAMUn6DxpwTr6LZQATei3djlQguKvk/WcZT0Vis1icjD/draUpjK5 CTuKBpSLy9RnMv3pSMr906PhvF4m84lR7znUgkHgpzVRKk6VrlSf29vnSOtIU3ta9KKky59Od4rF nqZUoDV03kt32r6TGtWZPwUq+zjJ1HnO9KnXjKpU4VlVg/oPq1DVYznRp0o+gbWiYrXdLKbW0Ime tZVafedN2frVt+Yyrluiq12zmlafyYOkAavrXkWJV+y9zatXHawrCxuDAt5LsbhkbONABFlhSjZi JhCAZstxqsqO8rIvK4FmN3sGzy62r429wWhXWzLTfha1mM3sall7RtciErTJC8JsRzs0294WtpwT rQ12S9ui+vaOuPXrE4hbXGYeN4u7//PLFpgrALM+l4UZk64Zdvud6zpQV3TQbXNFW9zqWte71KMP 18jLXdWSNgC8jalVBYtezVVQptqVLXN1q1/zlpSn9cXdf4voTuWyl7r+dW+CcQpY+gY4bwOmXZlC i+DZEiG+CfTk+x6MtwhrlJxkg2+Fxyti+X6vwRxO3ICTur7J9nfE/KWq81CcYr2ZeMZ0I7CWcivi Eb+XqyeeZ40hfGMz6tjFPa6wGTpJ4yGj7b8ZheiOW/di6g53wXIDZBU37GSnFVmQRATxBq7s4/bm 9Mz3u1uXvXxDW+I3tmU2c5pv3NHErploX04ncG8a5/Gi07l3xjMn6ZnccvYZwxqVsP+dAx1AFjd4 yktLso8djcTEOpjRPoxwU8UswQNPeqmK9talMe1CLuVX0gimtJQXLSu3ktpcH2Ibqvc7VJMuurSv zmM9lCrrWZu5lhJjl7C3let1aZp2vYYxqB8t7IVaqtikVHUO16vkWm962BxVqpqh/Stp81PW1U70 fA9aaVZzG1Qyxl+BqexpC1tb246rNGDPbatB0xlw4a0yhoHdOXVfEND0LlqGM0rIdbO73T/uajxB CfCAz+zfLi24wQ9OXG8rXNtzhLfDiQnxSCpwQfq2uMLLGMyN63KQGQcsyNst8pFPNaiuNvneqknQ PXfa0y3v6jezHHOZ++neMoV0ft3/veyL/86rPj/5iqObWv3m3OWPTbrAY300p7/b6PDmstR/Djyq Vb3HV8f6prduM1/el9M8hu/Tqxp1sj8z7C3WmHDh7u9nuz2bg9Qp2g8O9JHa/e5Tj3jfeZ2ywf+y tOYGfLE6DkqTLuG+OldWs80WKMXPHOVx07HQ851ubx7uUIm3/MNJnuMjP/7Yhz+R6C//8pfa3LBr n+SHVr94emq+UZ1PJo9o3+pavz7tRRd7HDXOe01NZyi5F74/S877RB0f+bGHOsxDv3VTm4juF+e5 5Irv7L1XwfDKjyOYqS91picL+zrPPPNXb1M1oZ/tOCa+6MFXivczNcsdpb353R9+/3lnvfntZwjB 13/bdncBKIADKHbGpXgHWAn2l3MWo3+FpjDiFmqqB4C/d30VuGqUVXwTCH0JOG64xn3dt3nDAH5B 11okaHzeh4BPxyfkV37tNGHvgIIceEajVn0ZSC2xN4IkuIO7YoM3WICW94FBKIQW2HNJ53xASBLJ V3faxn1GeAlIiEFKFYUS2IK5gnoQdYUNZ3L7FxHZFnTyB3hhKIb1k4IxuHENKBQ9goET9yLdBYdx yBbWlYM+N4VoODRrGHBteB47xH5NGBUROH966IaFyICD+BWJaICHSCSNSHaPSIiBKImTCImVWH6L aIdtl4ebSCKdCIafyIm1xYajSP+KoUhvl4iKmaiKpwiKqQhtf7ghvWWKWrgdPshtqzgfKnhuu8gX NOOLr6gYwaiLw8iLvZhrv4iMtaiMx8iMychoywiNzSiNz0iMuRho04iN2bhm20iNpdhl3wiO4Thk 40iOsRhg54iOkZhi15ggnCWO76gZf6eOZ8gqW5UkN8AkROhb94iPZsCPX2ha/8gqZyCQTvVcBWmQ s4eHg7WQnLIm3jWL+DhW9WhbEBmRQYCQ3QhZGamRRMCR1WhX/vORjIIiHblX9FeRH1AoT9OPKmaS J+mSMlOM9rWO0IEkNUlsiiOTIKmTnWUwF3k8PjmTIekj9SAwKdmTK8mSLfkEImn/AlEJk6rSbYm4 gNZTgnXolHMVklM5lVrXLVc5kiZDX03JlTe3kVoAlmFplc+Sg+m4kxSJlsakljSpNdcSetg2kNzi YD1Dl0+JlF7AlhHoVHZGMw6pKDPIl1t0loAZYoJZDoQ5PaA3lCRTe20plI75mGNml9MxmWUjkXgZ iH04LNnFmSLEI6CJJ2pzXky0magJQ/t4lChJV7ZZjrB2mrHZmZ4ZkAi5mrepXnV5UolZdrC5m7IZ mb2pj7QZnD2SASMoasW5mLqJnLw5m6MClc55IpDpmpj5L9ZpYFIZkE4AnNsJW+d5i9Z5IuapnOPp nkoTWsEZnsH1maSSnuAwl4FJ/1f0WZ+D2ZzaaZ+4gntT0p+xBaBJ0p7vyZ9zAJ4G2jfYmaBU4pwP CogBip9eV6GL8Z8Ymp1bqaF7WJsI6pxgCaIb6qE+Yp4qyqFTaaLAWA/36ZsHeaHV6aIhOqMjmqP7 +JXLiZM2ui+TIqITKpUxWgKg+aOYSJ44ypyfaX1ImiNFIJKkAppSKqMRyqTlOY9PKhVZSqS/yaNR KigLaqRCSoNbOg4dupa/SaYSmqUceab+YJsKyqbNyZYtCqdxeiRzqqJz+qF4SoXsOaQB2qcm+KfE 0KFreiaGmqetkKaKuqjioBqV+SHooJOB5aOQ2nSdgDqyMamIgBcdSBqciqmZ6v+fyqCVTJgulWEZ u4eqA1qqgDoQntqQ84AYXLEHp+qqewCrLmgPxNlAnrKqiFGr58AVCFMwLsOrZPAWfFgywmqrxVqp wbqrykqBzwqqafGrrBqtzMAI8wJe1cqlW+ET2CqrYmEN3LoQC8Wqofmq4Yozh4EO0ioW3aoQFDGq xMquTOOu79pr57AFJvFP6OoK+GoTlUGt/QoE8Wqw6SAQbvUX7FqsxFOUCftO18qwx+CwWHkXnHCx 9MBqpLqlEFsUAjuuJNuI9Jquucp16lmxXSmsPBKwZLmw3JqQveeyEIqbZ4Cx8ciCKruyrIezmkqV b8exHTuHLGiyBot3hSq056OZhOiWsrOalL2ntB3LtE57oKWJKUQxtUh7rFrAqlibtf45nUrXrpRg mTwZtGRbtrp2OVvztdFmpm1LP0QrlvExe8uin3WrVoxZb4rUgdpSo32bmnfrlnXoqH5auIt0uGdL t915noyrtY7LtJDLO/M5uZTbiiz7l2X7qJo7tFNDLngSuutVLeIqI6bLefEJgg66ugrrpLC7AhEA ADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0003.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 1= - UNDERSTAND IT
3D"*"Read the problem carefully. <= /span>
<= span style=3D'font-size:113%;color:#86D1EC;mso-color-index:6'>3D"*"Find the important information.
3D"*"Write down the numbers.
<= span style=3D'font-size:113%;color:#86D1EC;mso-color-index:6'>3D"*"Identify what the problem= wants you to solve.
<= span style=3D'font-size:113%;color:#86D1EC;mso-color-index:6'>3D"*"Ask if your answer is going to be a larger or smaller number compared to what you already know.
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/image005.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhDAAMAHcAACH/C01TT0ZGSUNFOS4wDQAAAAFzUkdCAK7OHOkAIf8LTVNPRkZJQ0U5LjAY AAAADG1zT1BNU09GRklDRTkuMCAk+fVyACH/C01TT0ZGSUNFOS4wGAAAAAxjbVBQSkNtcDA3MTIC OAIBFEkMsQAh+QQBAAAAACwAAAAADAAMAITAwMD/v8D/v7//qqr/lZX/lZT/lJX/lJT/gID/gH// f4D/f3//a2r/amr/VVX/QED/QD//P0D/Pz//Kyv/Kyr/Kiv/Kir/FhX/FRb/FRX/AAAAAAAAAAAA AAAAAAAAAAAFRCAgjuSoZdXjMMkxCOJpqU1CvPE1r0iBA6eJZGUbBGKZCQ1xOwJRtIXhp8FMIqvF DfakQBwNhY8bxDa01IzlW/M5S/AQADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0004.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 1 - UNDERSTAND IT
Read the problem carefully.
3D"*"<= span style=3D'font-size:138%'>Luis earned 14 Accelerated Reading points the first week of November. At the end of the following week he had a total of 31 points.&nb= sp; How many points did he earn the second week?
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0005.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 1 - UNDERSTAND IT
Find the important information.
3D"*"<= span style=3D'font-size:138%'>Luis earned 14 Accelerated Reading points the first week of November. At the end of the following week he had a total of 31 points.&nb= sp; How many points did he earn the second week?
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0005_image006.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAsAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAAAw ACsAgAAAAP8AAAKZhI+Zwc0Ko1Su2jBzvNzq34Xet40ZRyJmCqxaxUJu2cR0PcG25OT97nvIfsAg hoIrnpIGotK4ED5fSec0eGBeoS3pFmr90rpe8VhrHmLQ6ei63HaH49kZvflg32tzOl8fhwOY9tNH KGUo5pS4tTh4Fcao1Ce5o4P0aDl4OcV5c/TkySOaYmcEt0RKZVrHSiICCxoa61pEG1MAADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0005_image007.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQAw ACsAgAAAAP8AAAKdhI95we2sopzm2RuoVrjbrXWTCHJfCVxo9azICbau2cTOLMljje98dOtRdK+f 0JehJY9DY8rJzBmhUeAvWA1BWMtsc0v10p5b8ZfcNVszYfUC5l5j48p2XEWXz/NcND/BY6cWKOgV tEc3VZY3hzi4yJVmhkgk5ogmGVVZVLiyCXg581nHBKcVetrJOVoH6UmyaorjQZspVCtr6IFTAAA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0005_image008.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhGAE+AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAX AT0AgAAAAP8AAAL/hI+py+0Po1Sh2ouz3rzbCYbiSJbmiTreyrbuy6XyTNf2A+f6zu/3DwymesSK MFEkHpdMWTLWjBqeG6m1SQ1ct6Us9ysqgsdAMRncO6uvvLXQ546f4XISrI7P5/I4F/8POOX31xJo eIjEEqeI2Oh4wPjl8UhZibBiNWm5yQmgGdTRKTr6SQM1iop6erKa6kpaZaLxSlsbGzJbq2ubMZG7 C0z729AbbMx7oZJ8zCyMsVDcLO36nGg0jU29LHid7Q374Rn+Td65vF2eXpk8ru7+OPwubxg/b68X fa9f99G+/6+mnz+ABLewQ1cwIZZxCBU6LIOu2sOJNSRCakgx4wiLh5c4avwIIR8FjyBLdiRpDaNJ jfWUiVz58BYImTAL0gxzs6a8VrJ46vwWykapn9KCvjFKdNdQJpiSqmoqKZJTRFLXFJqKZxChF1ij XqW0p+uPsE/JisWlg1mbsxfpkEtiEi7ALFp2UllJtyW8vCid8l3r5K9ZtjMFGz6ck/BRxIyXKm7U GCnBAgA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0006.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 1 - UNDERSTAND IT
Write down the numbers.
3D"*"<= span style=3D'font-size:138%'>Luis earned 14 Accelerated Reading points the first week of November. At the end of the following week he had a total of 31 points.&nb= sp; How many points did he earn the second week?
Total =3D 31
1st week =3D14
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0006_image009.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQAw ACsAgAAAAP8AAAKehI95we2sopzm2RuoVrjbrXWTCHJfCZxo+qyIGrau2WzyHN2Sg1N6wuv5gsCa MAahHUHEinGJfD2hwyTLSq0usNlRrdndfadhcYZczkHQ6eKZ23aD49IffWu/X/d69zXTh/cX6JTE Fhc0h4h1WNak6AgHmTU3CQVpKZRXCNi1iQfX81kXugKD1FiVSbMKmop6+hc741HbSWU7S+mBUwAA Ow== ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0006_image010.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQAw ACsAgAAAAP8AAAKehI+Jwe0Ko1yuWjYzvPxq3QVJKH4KZ3rmYa1jtcLuKWf1TDf2g0v3q+tNfgai MFcCJo/DIMvJ3C0B0GgTU6xafViqdrsJfsFIb5d8NU/RYdGYTTHC47x5RGVv1/PKPT/r9jYndvZn Bmj4hOWXByVItscI5ycJqVW5VYnJJKfG1glYeASqKIpDSmf60eKCt8o608Hl2kNia2mLOkqCUwAA Ow== ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0007.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
3D"*"= Luis earned 14 Accelerated Reading = points the first week of November. At the end of the following week he had a total of 31 points.  How many points did he earn the second week?
Total =3D 31
1st week =3D14
2nd week =3D ?
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0007_image011.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMAAoAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAw ACcAgAAAAP8AAAKNhI95we2sopzr2Utzurxr2gVS+ClYCXDoiSLW97ZRPD1yZo/OreXbzusBXY1g aWhAGnHFimi5giSbUFhTWQVJqVkhhNvV0sJiH7kMPs/G6rW5/ftK4aZimp7a3tvDvbrvF4aE9QdG KHh3WKWoaPQWNwfF5hYZNKnzaNVImVl3qRkSWskjSkJWGniamlEAADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0007_image012.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhLAAkAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAr ACIAgAAAAP8AAAJ3hI8Jwe2sooyv2omP3TtL/nWecY1k5aFmoobNOj0uBMeOItdYftJ6dtO8fqlh kFgM9JTIpHLYdEKjuxbVxrvOplqctcv6goVP3xjx4p5vx/PC1wYf49o4PZpddvNkM5GPdmci5gWI JVhYkmhYxeGotvIoUve4UgAAOw== ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0008.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Total =3D 31
1st week =3D14
2nd week =3D ?
It will be smaller than the total but may or may not be smaller than the first week.
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0009.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Problem Solving is easy if= you follow these steps
Decide how
you’re = going to
solve the
problem
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0009_image013.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhWAEqAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAABS ASoBgwAAAAA2DwD/AE3/ALP/ANGENMz/AP8AM//M5gECAwECAwECAwECAwECAwECAwECAwT/EMhJ q7046827/2AogkFZjmiqrmzrvnAsz5Rpm3Su73zv87dgLkgM/I7IpHLpKjqfpCeUSa1ar0OpVtrZ FrHgsHhc85q3GmdhzV7fyPC4fGce2In2/NmIIbb/BW9zg4SFHnV5iYk2inpcfUGAbYKGlZaEUo2a miabA1qQfn+Ul6WmWE6eqo2Mq04WT6M2p7S1SE+ruYqduVMTamyktsPEL7i6yHe8vV9lkcGzxdLT I0XJ17sB10Swz4HR1OHiF3va2NmZqq+/osLj79Pl5snyy9mfQhJFbjjw/tJ4kLVyJIWAwYMIUy1a B2Cfu38QLQXEVpCACYQYMx4MspDglm8n/yKKlMhx242MNjSqVHmjo8dYD0fKFFNSVxCWF1fq1Dnx pR9wM4OGqanu5soSO5PubMkKJlChUJkQ3WSUZwClWK3aU6bmadSvP3o2RaqUbNasXsY+AsvWx9SX WM2e1ejkKFOfJkDyacuXxlt8csvOpUtk7kDAvvoqbjI1peHBG4tAjlxi4Q29izOzqHlycGC0nSej XBbJq+bTXUo6Nvy5bE7RS3mtRU07DcfVnq+eDQ07acvLpmsL1/f7NWEzWnH3jusw+HDUTxLWkyzd +PLcpfs9Hx7d4PRy112f0bt3O+26Z7qdCe+7qndvzs33rSdiD3vKrfHn5RdS/mkzMqwnmv91owGD mX//gdIDcszphtNHByKYWWJH2Hfcg+ORJ+GEzVDx3YfNabdhWx3SBKIUBqSYYnYijghWPkqc+KGK NAIXn4sy3diCjDzaQOOPNraII1Q6otDjkQH8qKQBQQo55ExOroAkiEtWWaMN5JUXwndPmrjZlGBa uWST/ZEDJoVdDiLjAWy26eabcB7wnZgqkqnlmfKkCYc8cfbp559vyiOmnUeyWUKgAbRZjp5W7AHo o5BCuseYWE4X6aWJuukFo0lscemnoEq6xYosaiFnqKjGiQanOpia6quwIjqeFLHWCueq8aRXCK22 9hqrGVke6uuvfSpYC4h7OjHssrV+VAT/s9AaOhsmYKKibLTYpupotsxmKidDcuAZpVvPcmsuqmac i22mJY4x3SQA3kKEuvSiy2u90KJ5hRaSGBhvq/PiK/CnTwzcraLcWAusJAwHEGy7xgRh8MQEF0yx r/rK+13DDu837Y4BXywyoF6M3CyMMXrxMDB5bcqYxCbH/Gi6MleMclh7QBPLyh9XA3PNQP/padCR JlxhPfwd+aUNRDftdLYQZyFunimE/PTVWJ98s9TiIuD112B/HVNqNxia9dloh2o0wF6IvUfYXgcA NwJbc2B12njnLfTaAbY9t9tOwH2D4GObWbbeiCd+K98waPH345ADbgPhhbPDtOKYZx41/8iBRx62 CZGDHrfcYG9uuQmZp4656SpI4bnkJUAeu+yMO4O66rgjzrqRT7w++uS+/236z7kXn3btUrY8uO+z 00168J9HTbzx1GeNfNWuey662No/Xzq4DR1e/fjWVx7FFt1D/7v366M8PfnwN113fWeEzv7rwH9f goanexv///Izn92Ul73gNW9uy9NfxwQhPgA6MGjzO4THFlgEA+YPgdvTX5bCd7sHehBoERzg/r4B kmAx74Lqm+C1PsjCmIXQNg7jRwn3h8LHJVB2GKThClvIQ5EJ0HAynCEF72fDDB7Qfq7qoRIp9sJQ BFF5eoHeAUWXwdHBrlxLzOLAflgBFf+WMBBRTGHprGjE2SVRi2ikFxedwZ8vUlB93Buj2+R4xcul 8Y7qWiNxYtgyMIKxiid83hSJqMAG4vGQ0Wqiemj4RyJoj3B0tGL37IjISuarSF2sVCNvKLwjwlGS CrSkKC+Jyf790YRI/CTlCjnKVmJMj5cRIiBVKcXmGdKVuLRXKX+iw1nSMpDty6UwX6XI/lEwjL+E 4+BuOcxmkgyWISIkDmlZRmE585qiGlcoCnhCah6RktgMp6pKucfeifGTNQSnONcpLW0azpyB9GUh UahOdrJzjZMzozxz+KHoddCeAMUn6DxpwTr6LZQATei3djlQguKvk/WcZT0Vis1icjD/draUpjK5 CTuKBpSLy9RnMv3pSMr906PhvF4m84lR7znUgkHgpzVRKk6VrlSf29vnSOtIU3ta9KKky59Od4rF nqZUoDV03kt32r6TGtWZPwUq+zjJ1HnO9KnXjKpU4VlVg/oPq1DVYznRp0o+gbWiYrXdLKbW0Ime tZVafedN2frVt+Yyrluiq12zmlafyYOkAavrXkWJV+y9zatXHawrCxuDAt5LsbhkbONABFlhSjZi JhCAZstxqsqO8rIvK4FmN3sGzy62r429wWhXWzLTfha1mM3sall7RtciErTJC8JsRzs0294WtpwT rQ12S9ui+vaOuPXrE4hbXGYeN4u7//PLFpgrALM+l4UZk64Zdvud6zpQV3TQbXNFW9zqWte71KMP 18jLXdWSNgC8jalVBYtezVVQptqVLXN1q1/zlpSn9cXdf4voTuWyl7r+dW+CcQpY+gY4bwOmXZlC i+DZEiG+CfTk+x6MtwhrlJxkg2+Fxyti+X6vwRxO3ICTur7J9nfE/KWq81CcYr2ZeMZ0I7CWcivi Eb+XqyeeZ40hfGMz6tjFPa6wGTpJ4yGj7b8ZheiOW/di6g53wXIDZBU37GSnFVmQRATxBq7s4/bm 9Mz3u1uXvXxDW+I3tmU2c5pv3NHErploX04ncG8a5/Gi07l3xjMn6ZnccvYZwxqVsP+dAx1AFjd4 yktLso8djcTEOpjRPoxwU8UswQNPeqmK9talMe1CLuVX0gimtJQXLSu3ktpcH2Ibqvc7VJMuurSv zmM9lCrrWZu5lhJjl7C3let1aZp2vYYxqB8t7IVaqtikVHUO16vkWm962BxVqpqh/Stp81PW1U70 fA9aaVZzG1Qyxl+BqexpC1tb246rNGDPbatB0xlw4a0yhoHdOXVfEND0LlqGM0rIdbO73T/uajxB CfCAz+zfLi24wQ9OXG8rXNtzhLfDiQnxSCpwQfq2uMLLGMyN63KQGQcsyNst8pFPNaiuNvneqknQ PXfa0y3v6jezHHOZ++neMoV0ft3/veyL/86rPj/5iqObWv3m3OWPTbrAY300p7/b6PDmstR/Djyq Vb3HV8f6prduM1/el9M8hu/Tqxp1sj8z7C3WmHDh7u9nuz2bg9Qp2g8O9JHa/e5Tj3jfeZ2ywf+y tOYGfLE6DkqTLuG+OldWs80WKMXPHOVx07HQ851ubx7uUIm3/MNJnuMjP/7Yhz+R6C//8pfa3LBr n+SHVr94emq+UZ1PJo9o3+pavz7tRRd7HDXOe01NZyi5F74/S877RB0f+bGHOsxDv3VTm4juF+e5 5Irv7L1XwfDKjyOYqS91picL+zrPPPNXb1M1oZ/tOCa+6MFXivczNcsdpb353R9+/3lnvfntZwjB 13/bdncBKIADKHbGpXgHWAn2l3MWo3+FpjDiFmqqB4C/d30VuGqUVXwTCH0JOG64xn3dt3nDAH5B 11okaHzeh4BPxyfkV37tNGHvgIIceEajVn0ZSC2xN4IkuIO7YoM3WICW94FBKIQW2HNJ53xASBLJ V3faxn1GeAlIiEFKFYUS2IK5gnoQdYUNZ3L7FxHZFnTyB3hhKIb1k4IxuHENKBQ9goET9yLdBYdx yBbWlYM+N4VoODRrGHBteB47xH5NGBUROH966IaFyICD+BWJaICHSCSNSHaPSIiBKImTCImVWH6L aIdtl4ebSCKdCIafyIm1xYajSP+KoUhvl4iKmaiKpwiKqQhtf7ghvWWKWrgdPshtqzgfKnhuu8gX NOOLr6gYwaiLw8iLvZhrv4iMtaiMx8iMychoywiNzSiNz0iMuRho04iN2bhm20iNpdhl3wiO4Thk 40iOsRhg54iOkZhi15ggnCWO76gZf6eOZ8gqW5UkN8AkROhb94iPZsCPX2ha/8gqZyCQTvVcBWmQ s4eHg7WQnLIm3jWL+DhW9WhbEBmRQYCQ3QhZGamRRMCR1WhX/vORjIIiHblX9FeRH1AoT9OPKmaS J+mSMlOM9rWO0IEkNUlsiiOTIKmTnWUwF3k8PjmTIekj9SAwKdmTK8mSLfkEImn/AlEJk6rSbYm4 gNZTgnXolHMVklM5lVrXLVc5kiZDX03JlTe3kVoAlmFplc+Sg+m4kxSJlsakljSpNdcSetg2kNzi YD1Dl0+JlF7AlhHoVHZGMw6pKDPIl1t0loAZYoJZDoQ5PaA3lCRTe20plI75mGNml9MxmWUjkXgZ iH04LNnFmSLEI6CJJ2pzXky0magJQ/t4lChJV7ZZjrB2mrHZmZ4ZkAi5mrepXnV5UolZdrC5m7IZ mb2pj7QZnD2SASMoasW5mLqJnLw5m6MClc55IpDpmpj5L9ZpYFIZkE4AnNsJW+d5i9Z5IuapnOPp nkoTWsEZnsH1maSSnuAwl4FJ/1f0WZ+D2ZzaaZ+4gntT0p+xBaBJ0p7vyZ9zAJ4G2jfYmaBU4pwP CogBip9eV6GL8Z8Ymp1bqaF7WJsI6pxgCaIb6qE+Yp4qyqFTaaLAWA/36ZsHeaHV6aIhOqMjmqP7 +JXLiZM2ui+TIqITKpUxWgKg+aOYSJ44ypyfaX1ImiNFIJKkAppSKqMRyqTlOY9PKhVZSqS/yaNR KigLaqRCSoNbOg4dupa/SaYSmqUceab+YJsKyqbNyZYtCqdxeiRzqqJz+qF4SoXsOaQB2qcm+KfE 0KFreiaGmqetkKaKuqjioBqV+SHooJOB5aOQ2nSdgDqyMamIgBcdSBqciqmZ6v+fyqCVTJgulWEZ u4eqA1qqgDoQntqQ84AYXLEHp+qqewCrLmgPxNlAnrKqiFGr58AVCFMwLsOrZPAWfFgywmqrxVqp wbqrykqBzwqqafGrrBqtzMAI8wJe1cqlW+ET2CqrYmEN3LoQC8Wqofmq4Yozh4EO0ioW3aoQFDGq xMquTOOu79pr57AFJvFP6OoK+GoTlUGt/QoE8Wqw6SAQbvUX7FqsxFOUCftO18qwx+CwWHkXnHCx 9MBqpLqlEFsUAjuuJNuI9Jquucp16lmxXSmsPBKwZLmw3JqQveeyEIqbZ4Cx8ciCKruyrIezmkqV b8exHTuHLGiyBot3hSq056OZhOiWsrOalL2ntB3LtE57oKWJKUQxtUh7rFrAqlibtf45nUrXrpRg mTwZtGRbtrp2OVvztdFmpm1LP0QrlvExe8uin3WrVoxZb4rUgdpSo32bmnfrlnXoqH5auIt0uGdL t915noyrtY7LtJDLO/M5uZTbiiz7l2X7qJo7tFNDLngSuutVLeIqI6bLefEJgg66ugrrpLC7AhEA ADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0027.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 2 - PLAN IT
3D"*"<= span style=3D'font-size:114%'>Use a graph
3D"*"<= span style=3D'font-size:114%'>Use formulas
3D"*"<= span style=3D'font-size:114%'>Find a pattern
3D"*"<= span style=3D'font-size:114%'>Draw a picture
3D"*"= Work backwards
<= span style=3D'font-size:114%;visibility:hidden'><= img src=3Dimage005.gif alt=3D"*" style=3D'position:absolute;top:22.22%;left:-9= .7%; width:7.76%;height:59.25%'>
<= span style=3D'font-size:114%;visibility:hidden'><= img src=3Dimage005.gif alt=3D"*" style=3D'position:absolute;top:22.22%;left:-9= .7%; width:7.76%;height:59.25%'>
3D"*"= Write an equation
3D"*"<= span style=3D'font-size:114%'>Make a list
3D"*"<= span style=3D'font-size:114%'>Use reasoning
3D"*"<= span style=3D'font-size:114%'>Act it out
3D"*"<= span style=3D'font-size:114%'>Make a table
<= span style=3D'font-size:129%;visibility:hidden'><= img src=3Dimage005.gif alt=3D"*" style=3D'position:absolute;top:19.35%;left:-9= .7%; width:8.25%;height:54.83%'>
Decide how you’re going to solve the = problem
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0027_image014.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh8AAoAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQDv ACcAgAAAAP8AAALKjI+py+0Po5y02ouz3rz7D4biSJbmiaYVwLbuC8fyTNf2jef6zvf+z1IAh8Si 8YhMJoXKpvMJjUoBzKn1is1Kq9qu9wumccPksjk6PqvXbF66DY/LqYm5/b5+4/f8qb4PGHj0J1ho uEN4qLgYk8j4uOgIOSkoSXm5Z4m5KafJ+ZlXBzqaKUp62mmKuhqKwPqq5gk76yRLezuoiru7pcv7 22QLPIwjTHw8Y4y87KLMzOz8jBwtTUxdDayivc3d7f0NHi4+Tl5ufg5eAAA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0012.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
lSince I know both weeks total 31  so I write
l14 + s =3D 31
lWhere “s” is my second week - unknown=
Total =3D 31
1st week =3D14
2nd week =3D ?
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0013.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
lI can use the inverse operation to = solve for s
l14 + s =3D 31       31 –= ; 14 =3D s
Total =3D 31
1st week =3D14
2nd week =3D ?
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0015.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Problem Solving is easy if= you follow these steps
Solve
The
Problem
 
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0015_image015.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhWAEqAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAABS ASoBgwAAAAA2DwD/AE3/ALP/ANGENMz/AP8AM//M5gECAwECAwECAwECAwECAwECAwECAwT/EMhJ q7046827/2AogkFZjmiqrmzrvnAsz5Rpm3Su73zv87dgLkgM/I7IpHLpKjqfpCeUSa1ar0OpVtrZ FrHgsHhc85q3GmdhzV7fyPC4fGce2In2/NmIIbb/BW9zg4SFHnV5iYk2inpcfUGAbYKGlZaEUo2a miabA1qQfn+Ul6WmWE6eqo2Mq04WT6M2p7S1SE+ruYqduVMTamyktsPEL7i6yHe8vV9lkcGzxdLT I0XJ17sB10Swz4HR1OHiF3va2NmZqq+/osLj79Pl5snyy9mfQhJFbjjw/tJ4kLVyJIWAwYMIUy1a B2Cfu38QLQXEVpCACYQYMx4MspDglm8n/yKKlMhx242MNjSqVHmjo8dYD0fKFFNSVxCWF1fq1Dnx pR9wM4OGqanu5soSO5PubMkKJlChUJkQ3WSUZwClWK3aU6bmadSvP3o2RaqUbNasXsY+AsvWx9SX WM2e1ejkKFOfJkDyacuXxlt8csvOpUtk7kDAvvoqbjI1peHBG4tAjlxi4Q29izOzqHlycGC0nSej XBbJq+bTXUo6Nvy5bE7RS3mtRU07DcfVnq+eDQ07acvLpmsL1/f7NWEzWnH3jusw+HDUTxLWkyzd +PLcpfs9Hx7d4PRy112f0bt3O+26Z7qdCe+7qndvzs33rSdiD3vKrfHn5RdS/mkzMqwnmv91owGD mX//gdIDcszphtNHByKYWWJH2Hfcg+ORJ+GEzVDx3YfNabdhWx3SBKIUBqSYYnYijghWPkqc+KGK NAIXn4sy3diCjDzaQOOPNraII1Q6otDjkQH8qKQBQQo55ExOroAkiEtWWaMN5JUXwndPmrjZlGBa uWST/ZEDJoVdDiLjAWy26eabcB7wnZgqkqnlmfKkCYc8cfbp559vyiOmnUeyWUKgAbRZjp5W7AHo o5BCuseYWE4X6aWJuukFo0lscemnoEq6xYosaiFnqKjGiQanOpia6quwIjqeFLHWCueq8aRXCK22 9hqrGVke6uuvfSpYC4h7OjHssrV+VAT/s9AaOhsmYKKibLTYpupotsxmKidDcuAZpVvPcmsuqmac i22mJY4x3SQA3kKEuvSiy2u90KJ5hRaSGBhvq/PiK/CnTwzcraLcWAusJAwHEGy7xgRh8MQEF0yx r/rK+13DDu837Y4BXywyoF6M3CyMMXrxMDB5bcqYxCbH/Gi6MleMclh7QBPLyh9XA3PNQP/padCR JlxhPfwd+aUNRDftdLYQZyFunimE/PTVWJ98s9TiIuD112B/HVNqNxia9dloh2o0wF6IvUfYXgcA NwJbc2B12njnLfTaAbY9t9tOwH2D4GObWbbeiCd+K98waPH345ADbgPhhbPDtOKYZx41/8iBRx62 CZGDHrfcYG9uuQmZp4656SpI4bnkJUAeu+yMO4O66rgjzrqRT7w++uS+/236z7kXn3btUrY8uO+z 00168J9HTbzx1GeNfNWuey662No/Xzq4DR1e/fjWVx7FFt1D/7v366M8PfnwN113fWeEzv7rwH9f goanexv///Izn92Ul73gNW9uy9NfxwQhPgA6MGjzO4THFlgEA+YPgdvTX5bCd7sHehBoERzg/r4B kmAx74Lqm+C1PsjCmIXQNg7jRwn3h8LHJVB2GKThClvIQ5EJ0HAynCEF72fDDB7Qfq7qoRIp9sJQ BFF5eoHeAUWXwdHBrlxLzOLAflgBFf+WMBBRTGHprGjE2SVRi2ikFxedwZ8vUlB93Buj2+R4xcul 8Y7qWiNxYtgyMIKxiid83hSJqMAG4vGQ0Wqiemj4RyJoj3B0tGL37IjISuarSF2sVCNvKLwjwlGS CrSkKC+Jyf790YRI/CTlCjnKVmJMj5cRIiBVKcXmGdKVuLRXKX+iw1nSMpDty6UwX6XI/lEwjL+E 4+BuOcxmkgyWISIkDmlZRmE585qiGlcoCnhCah6RktgMp6pKucfeifGTNQSnONcpLW0azpyB9GUh UahOdrJzjZMzozxz+KHoddCeAMUn6DxpwTr6LZQATei3djlQguKvk/WcZT0Vis1icjD/draUpjK5 CTuKBpSLy9RnMv3pSMr906PhvF4m84lR7znUgkHgpzVRKk6VrlSf29vnSOtIU3ta9KKky59Od4rF nqZUoDV03kt32r6TGtWZPwUq+zjJ1HnO9KnXjKpU4VlVg/oPq1DVYznRp0o+gbWiYrXdLKbW0Ime tZVafedN2frVt+Yyrluiq12zmlafyYOkAavrXkWJV+y9zatXHawrCxuDAt5LsbhkbONABFlhSjZi JhCAZstxqsqO8rIvK4FmN3sGzy62r429wWhXWzLTfha1mM3sall7RtciErTJC8JsRzs0294WtpwT rQ12S9ui+vaOuPXrE4hbXGYeN4u7//PLFpgrALM+l4UZk64Zdvud6zpQV3TQbXNFW9zqWte71KMP 18jLXdWSNgC8jalVBYtezVVQptqVLXN1q1/zlpSn9cXdf4voTuWyl7r+dW+CcQpY+gY4bwOmXZlC i+DZEiG+CfTk+x6MtwhrlJxkg2+Fxyti+X6vwRxO3ICTur7J9nfE/KWq81CcYr2ZeMZ0I7CWcivi Eb+XqyeeZ40hfGMz6tjFPa6wGTpJ4yGj7b8ZheiOW/di6g53wXIDZBU37GSnFVmQRATxBq7s4/bm 9Mz3u1uXvXxDW+I3tmU2c5pv3NHErploX04ncG8a5/Gi07l3xjMn6ZnccvYZwxqVsP+dAx1AFjd4 yktLso8djcTEOpjRPoxwU8UswQNPeqmK9talMe1CLuVX0gimtJQXLSu3ktpcH2Ibqvc7VJMuurSv zmM9lCrrWZu5lhJjl7C3let1aZp2vYYxqB8t7IVaqtikVHUO16vkWm962BxVqpqh/Stp81PW1U70 fA9aaVZzG1Qyxl+BqexpC1tb246rNGDPbatB0xlw4a0yhoHdOXVfEND0LlqGM0rIdbO73T/uajxB CfCAz+zfLi24wQ9OXG8rXNtzhLfDiQnxSCpwQfq2uMLLGMyN63KQGQcsyNst8pFPNaiuNvneqknQ PXfa0y3v6jezHHOZ++neMoV0ft3/veyL/86rPj/5iqObWv3m3OWPTbrAY300p7/b6PDmstR/Djyq Vb3HV8f6prduM1/el9M8hu/Tqxp1sj8z7C3WmHDh7u9nuz2bg9Qp2g8O9JHa/e5Tj3jfeZ2ywf+y tOYGfLE6DkqTLuG+OldWs80WKMXPHOVx07HQ851ubx7uUIm3/MNJnuMjP/7Yhz+R6C//8pfa3LBr n+SHVr94emq+UZ1PJo9o3+pavz7tRRd7HDXOe01NZyi5F74/S877RB0f+bGHOsxDv3VTm4juF+e5 5Irv7L1XwfDKjyOYqS91picL+zrPPPNXb1M1oZ/tOCa+6MFXivczNcsdpb353R9+/3lnvfntZwjB 13/bdncBKIADKHbGpXgHWAn2l3MWo3+FpjDiFmqqB4C/d30VuGqUVXwTCH0JOG64xn3dt3nDAH5B 11okaHzeh4BPxyfkV37tNGHvgIIceEajVn0ZSC2xN4IkuIO7YoM3WICW94FBKIQW2HNJ53xASBLJ V3faxn1GeAlIiEFKFYUS2IK5gnoQdYUNZ3L7FxHZFnTyB3hhKIb1k4IxuHENKBQ9goET9yLdBYdx yBbWlYM+N4VoODRrGHBteB47xH5NGBUROH966IaFyICD+BWJaICHSCSNSHaPSIiBKImTCImVWH6L aIdtl4ebSCKdCIafyIm1xYajSP+KoUhvl4iKmaiKpwiKqQhtf7ghvWWKWrgdPshtqzgfKnhuu8gX NOOLr6gYwaiLw8iLvZhrv4iMtaiMx8iMychoywiNzSiNz0iMuRho04iN2bhm20iNpdhl3wiO4Thk 40iOsRhg54iOkZhi15ggnCWO76gZf6eOZ8gqW5UkN8AkROhb94iPZsCPX2ha/8gqZyCQTvVcBWmQ s4eHg7WQnLIm3jWL+DhW9WhbEBmRQYCQ3QhZGamRRMCR1WhX/vORjIIiHblX9FeRH1AoT9OPKmaS J+mSMlOM9rWO0IEkNUlsiiOTIKmTnWUwF3k8PjmTIekj9SAwKdmTK8mSLfkEImn/AlEJk6rSbYm4 gNZTgnXolHMVklM5lVrXLVc5kiZDX03JlTe3kVoAlmFplc+Sg+m4kxSJlsakljSpNdcSetg2kNzi YD1Dl0+JlF7AlhHoVHZGMw6pKDPIl1t0loAZYoJZDoQ5PaA3lCRTe20plI75mGNml9MxmWUjkXgZ iH04LNnFmSLEI6CJJ2pzXky0magJQ/t4lChJV7ZZjrB2mrHZmZ4ZkAi5mrepXnV5UolZdrC5m7IZ mb2pj7QZnD2SASMoasW5mLqJnLw5m6MClc55IpDpmpj5L9ZpYFIZkE4AnNsJW+d5i9Z5IuapnOPp nkoTWsEZnsH1maSSnuAwl4FJ/1f0WZ+D2ZzaaZ+4gntT0p+xBaBJ0p7vyZ9zAJ4G2jfYmaBU4pwP CogBip9eV6GL8Z8Ymp1bqaF7WJsI6pxgCaIb6qE+Yp4qyqFTaaLAWA/36ZsHeaHV6aIhOqMjmqP7 +JXLiZM2ui+TIqITKpUxWgKg+aOYSJ44ypyfaX1ImiNFIJKkAppSKqMRyqTlOY9PKhVZSqS/yaNR KigLaqRCSoNbOg4dupa/SaYSmqUceab+YJsKyqbNyZYtCqdxeiRzqqJz+qF4SoXsOaQB2qcm+KfE 0KFreiaGmqetkKaKuqjioBqV+SHooJOB5aOQ2nSdgDqyMamIgBcdSBqciqmZ6v+fyqCVTJgulWEZ u4eqA1qqgDoQntqQ84AYXLEHp+qqewCrLmgPxNlAnrKqiFGr58AVCFMwLsOrZPAWfFgywmqrxVqp wbqrykqBzwqqafGrrBqtzMAI8wJe1cqlW+ET2CqrYmEN3LoQC8Wqofmq4Yozh4EO0ioW3aoQFDGq xMquTOOu79pr57AFJvFP6OoK+GoTlUGt/QoE8Wqw6SAQbvUX7FqsxFOUCftO18qwx+CwWHkXnHCx 9MBqpLqlEFsUAjuuJNuI9Jquucp16lmxXSmsPBKwZLmw3JqQveeyEIqbZ4Cx8ciCKruyrIezmkqV b8exHTuHLGiyBot3hSq056OZhOiWsrOalL2ntB3LtE57oKWJKUQxtUh7rFrAqlibtf45nUrXrpRg mTwZtGRbtrp2OVvztdFmpm1LP0QrlvExe8uin3WrVoxZb4rUgdpSo32bmnfrlnXoqH5auIt0uGdL t915noyrtY7LtJDLO/M5uZTbiiz7l2X7qJo7tFNDLngSuutVLeIqI6bLefEJgg66ugrrpLC7AhEA ADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0014.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
l      3 1
l – 1 4
Total =3D 31
1st week =3D14
2nd week =3D ?
2
1
7
1
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0014_image016.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhcQACAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAABv AAEAgAAAAP///wIJjI+py+0Po1QFADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0014_image017.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhIAAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAgAe ACoAgAAAAP8AAAJYBBKmy90InZwHJoqXvRlv3k1bmI2kaJ5Oqj5Wu7KwIc9VZCtfrr887ePtfrVZ sTUUBpU4ZjN3RC5tSeiUeoVVsU9r1xg9hcVZaVk1JqU7W/DXjfjd5DpFAQA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0016.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Problem Solving is easy if= you follow these steps
Look
Back &
Check
 
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0016_image018.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhWAEqAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQAAABS ASoBgwAAAAA2DwD/AE3/ALP/ANGENMz/AP8AM//M5gECAwECAwECAwECAwECAwECAwECAwT/EMhJ q7046827/2AogkFZjmiqrmzrvnAsz5Rpm3Su73zv87dgLkgM/I7IpHLpKjqfpCeUSa1ar0OpVtrZ FrHgsHhc85q3GmdhzV7fyPC4fGce2In2/NmIIbb/BW9zg4SFHnV5iYk2inpcfUGAbYKGlZaEUo2a miabA1qQfn+Ul6WmWE6eqo2Mq04WT6M2p7S1SE+ruYqduVMTamyktsPEL7i6yHe8vV9lkcGzxdLT I0XJ17sB10Swz4HR1OHiF3va2NmZqq+/osLj79Pl5snyy9mfQhJFbjjw/tJ4kLVyJIWAwYMIUy1a B2Cfu38QLQXEVpCACYQYMx4MspDglm8n/yKKlMhx242MNjSqVHmjo8dYD0fKFFNSVxCWF1fq1Dnx pR9wM4OGqanu5soSO5PubMkKJlChUJkQ3WSUZwClWK3aU6bmadSvP3o2RaqUbNasXsY+AsvWx9SX WM2e1ejkKFOfJkDyacuXxlt8csvOpUtk7kDAvvoqbjI1peHBG4tAjlxi4Q29izOzqHlycGC0nSej XBbJq+bTXUo6Nvy5bE7RS3mtRU07DcfVnq+eDQ07acvLpmsL1/f7NWEzWnH3jusw+HDUTxLWkyzd +PLcpfs9Hx7d4PRy112f0bt3O+26Z7qdCe+7qndvzs33rSdiD3vKrfHn5RdS/mkzMqwnmv91owGD mX//gdIDcszphtNHByKYWWJH2Hfcg+ORJ+GEzVDx3YfNabdhWx3SBKIUBqSYYnYijghWPkqc+KGK NAIXn4sy3diCjDzaQOOPNraII1Q6otDjkQH8qKQBQQo55ExOroAkiEtWWaMN5JUXwndPmrjZlGBa uWST/ZEDJoVdDiLjAWy26eabcB7wnZgqkqnlmfKkCYc8cfbp559vyiOmnUeyWUKgAbRZjp5W7AHo o5BCuseYWE4X6aWJuukFo0lscemnoEq6xYosaiFnqKjGiQanOpia6quwIjqeFLHWCueq8aRXCK22 9hqrGVke6uuvfSpYC4h7OjHssrV+VAT/s9AaOhsmYKKibLTYpupotsxmKidDcuAZpVvPcmsuqmac i22mJY4x3SQA3kKEuvSiy2u90KJ5hRaSGBhvq/PiK/CnTwzcraLcWAusJAwHEGy7xgRh8MQEF0yx r/rK+13DDu837Y4BXywyoF6M3CyMMXrxMDB5bcqYxCbH/Gi6MleMclh7QBPLyh9XA3PNQP/padCR JlxhPfwd+aUNRDftdLYQZyFunimE/PTVWJ98s9TiIuD112B/HVNqNxia9dloh2o0wF6IvUfYXgcA NwJbc2B12njnLfTaAbY9t9tOwH2D4GObWbbeiCd+K98waPH345ADbgPhhbPDtOKYZx41/8iBRx62 CZGDHrfcYG9uuQmZp4656SpI4bnkJUAeu+yMO4O66rgjzrqRT7w++uS+/236z7kXn3btUrY8uO+z 00168J9HTbzx1GeNfNWuey662No/Xzq4DR1e/fjWVx7FFt1D/7v366M8PfnwN113fWeEzv7rwH9f goanexv///Izn92Ul73gNW9uy9NfxwQhPgA6MGjzO4THFlgEA+YPgdvTX5bCd7sHehBoERzg/r4B kmAx74Lqm+C1PsjCmIXQNg7jRwn3h8LHJVB2GKThClvIQ5EJ0HAynCEF72fDDB7Qfq7qoRIp9sJQ BFF5eoHeAUWXwdHBrlxLzOLAflgBFf+WMBBRTGHprGjE2SVRi2ikFxedwZ8vUlB93Buj2+R4xcul 8Y7qWiNxYtgyMIKxiid83hSJqMAG4vGQ0Wqiemj4RyJoj3B0tGL37IjISuarSF2sVCNvKLwjwlGS CrSkKC+Jyf790YRI/CTlCjnKVmJMj5cRIiBVKcXmGdKVuLRXKX+iw1nSMpDty6UwX6XI/lEwjL+E 4+BuOcxmkgyWISIkDmlZRmE585qiGlcoCnhCah6RktgMp6pKucfeifGTNQSnONcpLW0azpyB9GUh UahOdrJzjZMzozxz+KHoddCeAMUn6DxpwTr6LZQATei3djlQguKvk/WcZT0Vis1icjD/draUpjK5 CTuKBpSLy9RnMv3pSMr906PhvF4m84lR7znUgkHgpzVRKk6VrlSf29vnSOtIU3ta9KKky59Od4rF nqZUoDV03kt32r6TGtWZPwUq+zjJ1HnO9KnXjKpU4VlVg/oPq1DVYznRp0o+gbWiYrXdLKbW0Ime tZVafedN2frVt+Yyrluiq12zmlafyYOkAavrXkWJV+y9zatXHawrCxuDAt5LsbhkbONABFlhSjZi JhCAZstxqsqO8rIvK4FmN3sGzy62r429wWhXWzLTfha1mM3sall7RtciErTJC8JsRzs0294WtpwT rQ12S9ui+vaOuPXrE4hbXGYeN4u7//PLFpgrALM+l4UZk64Zdvud6zpQV3TQbXNFW9zqWte71KMP 18jLXdWSNgC8jalVBYtezVVQptqVLXN1q1/zlpSn9cXdf4voTuWyl7r+dW+CcQpY+gY4bwOmXZlC i+DZEiG+CfTk+x6MtwhrlJxkg2+Fxyti+X6vwRxO3ICTur7J9nfE/KWq81CcYr2ZeMZ0I7CWcivi Eb+XqyeeZ40hfGMz6tjFPa6wGTpJ4yGj7b8ZheiOW/di6g53wXIDZBU37GSnFVmQRATxBq7s4/bm 9Mz3u1uXvXxDW+I3tmU2c5pv3NHErploX04ncG8a5/Gi07l3xjMn6ZnccvYZwxqVsP+dAx1AFjd4 yktLso8djcTEOpjRPoxwU8UswQNPeqmK9talMe1CLuVX0gimtJQXLSu3ktpcH2Ibqvc7VJMuurSv zmM9lCrrWZu5lhJjl7C3let1aZp2vYYxqB8t7IVaqtikVHUO16vkWm962BxVqpqh/Stp81PW1U70 fA9aaVZzG1Qyxl+BqexpC1tb246rNGDPbatB0xlw4a0yhoHdOXVfEND0LlqGM0rIdbO73T/uajxB CfCAz+zfLi24wQ9OXG8rXNtzhLfDiQnxSCpwQfq2uMLLGMyN63KQGQcsyNst8pFPNaiuNvneqknQ PXfa0y3v6jezHHOZ++neMoV0ft3/veyL/86rPj/5iqObWv3m3OWPTbrAY300p7/b6PDmstR/Djyq Vb3HV8f6prduM1/el9M8hu/Tqxp1sj8z7C3WmHDh7u9nuz2bg9Qp2g8O9JHa/e5Tj3jfeZ2ywf+y tOYGfLE6DkqTLuG+OldWs80WKMXPHOVx07HQ851ubx7uUIm3/MNJnuMjP/7Yhz+R6C//8pfa3LBr n+SHVr94emq+UZ1PJo9o3+pavz7tRRd7HDXOe01NZyi5F74/S877RB0f+bGHOsxDv3VTm4juF+e5 5Irv7L1XwfDKjyOYqS91picL+zrPPPNXb1M1oZ/tOCa+6MFXivczNcsdpb353R9+/3lnvfntZwjB 13/bdncBKIADKHbGpXgHWAn2l3MWo3+FpjDiFmqqB4C/d30VuGqUVXwTCH0JOG64xn3dt3nDAH5B 11okaHzeh4BPxyfkV37tNGHvgIIceEajVn0ZSC2xN4IkuIO7YoM3WICW94FBKIQW2HNJ53xASBLJ V3faxn1GeAlIiEFKFYUS2IK5gnoQdYUNZ3L7FxHZFnTyB3hhKIb1k4IxuHENKBQ9goET9yLdBYdx yBbWlYM+N4VoODRrGHBteB47xH5NGBUROH966IaFyICD+BWJaICHSCSNSHaPSIiBKImTCImVWH6L aIdtl4ebSCKdCIafyIm1xYajSP+KoUhvl4iKmaiKpwiKqQhtf7ghvWWKWrgdPshtqzgfKnhuu8gX NOOLr6gYwaiLw8iLvZhrv4iMtaiMx8iMychoywiNzSiNz0iMuRho04iN2bhm20iNpdhl3wiO4Thk 40iOsRhg54iOkZhi15ggnCWO76gZf6eOZ8gqW5UkN8AkROhb94iPZsCPX2ha/8gqZyCQTvVcBWmQ s4eHg7WQnLIm3jWL+DhW9WhbEBmRQYCQ3QhZGamRRMCR1WhX/vORjIIiHblX9FeRH1AoT9OPKmaS J+mSMlOM9rWO0IEkNUlsiiOTIKmTnWUwF3k8PjmTIekj9SAwKdmTK8mSLfkEImn/AlEJk6rSbYm4 gNZTgnXolHMVklM5lVrXLVc5kiZDX03JlTe3kVoAlmFplc+Sg+m4kxSJlsakljSpNdcSetg2kNzi YD1Dl0+JlF7AlhHoVHZGMw6pKDPIl1t0loAZYoJZDoQ5PaA3lCRTe20plI75mGNml9MxmWUjkXgZ iH04LNnFmSLEI6CJJ2pzXky0magJQ/t4lChJV7ZZjrB2mrHZmZ4ZkAi5mrepXnV5UolZdrC5m7IZ mb2pj7QZnD2SASMoasW5mLqJnLw5m6MClc55IpDpmpj5L9ZpYFIZkE4AnNsJW+d5i9Z5IuapnOPp nkoTWsEZnsH1maSSnuAwl4FJ/1f0WZ+D2ZzaaZ+4gntT0p+xBaBJ0p7vyZ9zAJ4G2jfYmaBU4pwP CogBip9eV6GL8Z8Ymp1bqaF7WJsI6pxgCaIb6qE+Yp4qyqFTaaLAWA/36ZsHeaHV6aIhOqMjmqP7 +JXLiZM2ui+TIqITKpUxWgKg+aOYSJ44ypyfaX1ImiNFIJKkAppSKqMRyqTlOY9PKhVZSqS/yaNR KigLaqRCSoNbOg4dupa/SaYSmqUceab+YJsKyqbNyZYtCqdxeiRzqqJz+qF4SoXsOaQB2qcm+KfE 0KFreiaGmqetkKaKuqjioBqV+SHooJOB5aOQ2nSdgDqyMamIgBcdSBqciqmZ6v+fyqCVTJgulWEZ u4eqA1qqgDoQntqQ84AYXLEHp+qqewCrLmgPxNlAnrKqiFGr58AVCFMwLsOrZPAWfFgywmqrxVqp wbqrykqBzwqqafGrrBqtzMAI8wJe1cqlW+ET2CqrYmEN3LoQC8Wqofmq4Yozh4EO0ioW3aoQFDGq xMquTOOu79pr57AFJvFP6OoK+GoTlUGt/QoE8Wqw6SAQbvUX7FqsxFOUCftO18qwx+CwWHkXnHCx 9MBqpLqlEFsUAjuuJNuI9Jquucp16lmxXSmsPBKwZLmw3JqQveeyEIqbZ4Cx8ciCKruyrIezmkqV b8exHTuHLGiyBot3hSq056OZhOiWsrOalL2ntB3LtE57oKWJKUQxtUh7rFrAqlibtf45nUrXrpRg mTwZtGRbtrp2OVvztdFmpm1LP0QrlvExe8uin3WrVoxZb4rUgdpSo32bmnfrlnXoqH5auIt0uGdL t915noyrtY7LtJDLO/M5uZTbiiz7l2X7qJo7tFNDLngSuutVLeIqI6bLefEJgg66ugrrpLC7AhEA ADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0017.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 4 - Look Back & Check
Reread the p= roblem
3D"*"<= span style=3D'font-size:138%'>Luis earned 14 Accelerated Reading points the first week of November. At the end of the following week he had a total of 31 points.&nb= sp; How many points did he earn the second week?
Total =3D 31
1st week =3D14
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0017_image019.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAw ACsAgAAAAP8AAAKahI95we2sopzr2Uuzupzr3E3hl2AkYJ7WWT6qw0quNsdRLcM2pd/9LmrkIECa sEUsgo6VpHLp/D15UeeUSpRegwEDcwv1WsHD7pdc1qI3qzVW7W7C46g2nW0e32Hnex3St5cV6NZD uGZ4SHamuCU1d6UGqYQj14VWiZD5NLm544nUaCRqeWlj9wIaOsmVUso62iG7KOuKOBtTAAA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0017_image020.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAsAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQAw ACsAgAAAAP8AAAKXhI9pwe2uopzg2cuoTrjfTXUhBipWeXzoiXJPybYmpL3yZEv5jTd9xtvQXMCg 0Ec0wpApprLmdD5HxeEUCpRef4GKdqvLWME/b5Fc/qKJ4/Vs5363480YHUG6J+d0pNpNw7cW+IcW VbhlJZiotTg152jEB3e1SKl0iRe5hLiQydlZt8l2tmLHNRrhsZpKxXpa+VoKqHJTAAA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0018.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 4 - Look Back & Check
Substitute y= our new number
3D"*"= Luis earned 14 Accelerated Reading points the first week of November. At the end of the following week he had a total of 31 points.  How many points did he earn the second week?
Total =3D 31
1st week =3D14
2nd week =3D 17
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0018_image021.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAsAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAAAw ACsAgAAAAP8AAAKYhI+Zwc0Ko1Su2jBzvNzq34Xet40ZRyJXephgxVKwNseyc+K2VN/PPtFBhEBe Y3gs0pItpjLoBBCfxp80Sq02rVnoD9tFPqbhEoZcvl0x6dyZ2xaj49s5fW2nr+5iPF+d15YEpjdI KGgV2EWkSMV4uIjVCDQ3aVNpmZLX88QpB7fjaQbpRuoDWmr6SdqhJPLK5gjrEjYbUwAAOw== ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0018_image022.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAw ACsAgAAAAP8AAAKahI95we2sopzr2Uuzupzr3E3hl2AkYJ7WWT6qw0quNsdRLcM2pd/9LmrkIECa sEUsgo6VpHLp/D15UeeUSpRegwEDcwv1WsHD7pdc1qI3qzVW7W7C46g2nW0e32Hnex3St5cV6NZD uGZ4SHamuCU1d6UGqYQj14VWiZD5NLm544nUaCRqeWlj9wIaOsmVUso62iG7KOuKOBtTAAA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0019.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 4 - Look Back & Check
Substitute y= our new number
3D"*"= Luis earned 14 Accelerated Reading points the first week of = November. At the end of the = following week he had a total of = 31 points.  How many points did he earn the second week?
14 + 17 =3D 3= 1
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0019_image023.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAw ACsAgAAAAP8AAAKchI95we2sopzr2Uuzupzr3E3htz2kgZ2ApSIsabalo8VyZOP0LTa9z6PsZoFg DehCGoWQhHL5K1aaUBDyWZXshlmmlNvV+rBh4opa/p2l6Si5PQXDk7k5fW3XFd/zMTq/tseXRiPX RzUYNmRI+JdYBcaYZSgJRVkZJFlnmbjJ40n0JwOqhylmGirqpvrRwRb3YuQ6+8pJi5rpKlMAADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0019_image024.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMAAsAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAw ACwAgAAAAP8AAAKahI+pEB0Lo0Su2jrzupxr3YXet41SR1JWalypy6pYBsfJes526UT4DvndesBc g/coTnQHonJ5lCWfxikjSoVOmdkg0dk1trBh35FbVqDS5hpbbXrDhXIpuD524696PObuF4Um9wX4 pmPIBjZYxsXYBfhINShZ9FhpI0mntDmESdM5l/jRV0VGGqqV2hQXI/I6ygK71ji7p6JUAAA7 ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0020.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Step 4 – CHECK IT
Did your new number work?
3D"*"= Luis earned 14 Accelerated Reading points the first week of = November. At the end of the = following week he had a total of = 31 points.  How many points did he earn the second week?
14 + 17 =3D 31
Yes!
------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0020_image025.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQAw ACsAgAAAAP8AAAKchI95we2sopzr2Uuzupzr3E3htz2kgZ2ApSIsabalo8VyZOP0LTa9z6PsZoFg DehCGoWQhHL5K1aaUBDyWZXshlmmlNvV+rBh4opa/p2l6Si5PQXDk7k5fW3XFd/zMTq/tseXRiPX RzUYNmRI+JdYBcaYZSgJRVkZJFlnmbjJ40n0JwOqhylmGirqpvrRwRb3YuQ6+8pJi5rpKlMAADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0020_image026.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhMQAsAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAAAv ACwAgAAAAP8AAAKWhI+pwawP42u0Nomh3TxnDnbetH3laJwoYKHtmlSeDJOXRNe2o1E65lsEf7gb YkiMIFnGZJGXgjqBt+W0x2ten0zpVqn6gnPip7a886KF1vWR7I7B44cXXd6mh+++c7yv9pflhzZE WGZ4uLWUd2U159gG6dQ4qWMZpejS+MZJ5dkJiic66gnyE5JKaqaKedkacFcXiFIAADs= ------=_NextPart_01C7F325.7464EFA0 Content-Location: file:///C:/E3693F25/WordProblemStepsToSolve_files/slide0021.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Problem Solving
Write an equation to solve t= his = problem.
3D"*"Jaylynn had $84.75 in her savings account.  She made a deposit.  Her new balance was $107.03.  How <= span style=3D'position:absolute;top:53.25%;left:8.05%;width:91.01%;height:8.5%'= >much was her depo= sit?
$84.75 + d =3D $107.03
Inverse operation
$107.03 – $84.75 =3D d=