A Practical Application of RIMS II Multipliers

Click to edit Master title style

Click = to edit Master text styles

Seco= nd level

Third level

Four= th level

Fift= h level

‹date/time›

= 249;footer›

= 249;#›

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/master04.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_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///wAAAAAAFgAA ACACFQAEAAAANAIAAAQAAAAHAQMAoScAAEELIADMAHgAoAAAAAAA0ALAAwAAAAAoAAAAoAAAAHgA 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////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAA4OAAAAAAAAAAAAAA4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgAODgAODg4ADgAAAAA OAAAADg4OAAAADg4ODg4OAA4ODgAODgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4ADg4AAA4ODgAOAAAADgAADg4OAAAAAAA OAA4ADgAOAA4ODg4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAODgAOAAAODg4ADgAADg4AAA4AAAAAAAAOAA4OAA4ADgAODgA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAADg4ADgAAAAAAAAAAAAAAAAAADg4AAAAAAA4OAA4AAAAOAAAODgAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAADg4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADg4ODgAODgAADgAADg4ODgAODg4OAAAOAAAOAAAADg4 ODgAAAA4ODgAODg4ADg4OAA4ADgAOAAAOAAAODgAODg4ODg4ADg4ODgAOAA4ADg4OAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAADgAADg4ODg4ADgAOAA4ODg4ADg4ADgAODgAOAA4AAA4ADg4AAAAADg4ADgA OAA4ADg4OAA4ODgAAAA4OAA4AAA4ODgAOAAAODg4ODgAOAAAODgAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAA4AAA4OAA4OAA4ADgAADg4ODgAOAA4ADg4ADgAOAAAADgAODgAADgAAAAAOAAAOAA4ODgAOAA4 AAAAODgAOAAAODg4ODgAADg4OAA4OAAAADg4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAAAOAAAADgA AAAAAAAAAAAAAAAAOAAAOAAAAAAAAAAAAAA4AAAAODgAAAAAAAAAAAA4ADgAAAAAADg4ADgAAAAA OAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdAAAAAAAAAAAAHQAdAAAAADg4AAAAAAAA AB0AAAAAAAAAAAAAHR0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAADg4OAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAB0dAAAAAAAAAAAAAB0dHR04ODgAOAAAADg4OAA4ODg4ADgAOAA4 ODg4ODgAOAA4AB0dODgAOAA4ADg4OAA4ADg4ODgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdAAAA AAAAAAAAAB0dAAAAAAAAAAAAAB0dAAAAOAA4OAA4AAAAODgAODg4ODg4ADgAOAA4OB04ADg4OAAA OB0AADg4OAAAODgAODg4OAA4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPkdHQAAAAAAAAAAAAAeHQAA AAAAAAAAAAAeAAAAADg4ODgAOAAAOAAAAAA4ODgAODgAAAA4AB44AAA4ADgAADgdADg4ADgAADg4 ADgAOAA4OAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmHR0AAAAAAAAAAAAAHgAAAAAAAAAAAAAeHgAA AAA4Hh4AAAAAAAA4OAAAAAAeAAAAAAAAAAAAHgAAUwAAAAAdODgAOAAAAAAdAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAA+SMAAAAAAAAAAAAAACQAAAAAAAAAAAAAHgAAAAAAAAAeAAAAAAAA AAAAAAAAJB4AAAAAAAAAACQAADIAAAAAAB4AAAAAAAAAHR4AAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYAAAAA AAAAAAAAACYdAAAAAAAAAAAAAB8eAAAAAAAAAAAAACQAAAAAAAAAAAAAAAAAAAAAAAAAAAAfAAAA AAAAAAAfAAAyAAAAAAAfAAAAAAAAAAAdHQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmAAAAJgAAAAAAAAAAAAAmIwAA AAAAAAAAAAAfJAAAAAAAAAAAACUfAAAAAAAAAAAlAAAAAAAAAAAAAAAAHwAAAAAAAAAAJQAALAAA AAAAHwAAAAAAAAAAHh0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+QAAJvkAAAAAHQAAAAAAJh4AAAAAAAAAAAAAHx8A AAAAAAAAAAAfAAAAAAAAAAAAHwAAAAAAAAAAAAAAACUAAAAAAAAAAB8AAFMAAAAAAB8AAAAAAAAA AB4eAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAEcAAPkAAAAAHh0AAAAAAPkkAAAyAAAAAAAAAB8lAAAAAABTAAAAJQAA AAAAAAAAAAAAAAAAAAAAAAAAAAAyAAAAAAAAAAAlAAAyAAAAJgAfAAAAAAAAAAAkHgAAAAAAAAAA AAAAAAAAAAAAAFMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAD5AAAAIAAAAB0dAAAAAAAmHwAAUwAAAAAAAAAlHwAAAAAALAAAACAAAAAAAAAAAAAAJQAA AAAAAAAAAAAAMgAAAAAAAAAAIAAAMgAAACYAJQAAAAAAAAAAHgAAAAAAAAAAAAAAAAAAAAAAAFMA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPkAACYA AAAeHgAAAAAA+SUAADIAAAAAAAAAACUAAAAAAFMAAAAmAAAAAAAAAAAAACAAAAAAAAAAAAAAACwA AAAAAAAAAAAAADIAAAD5ACAAAAAAAAAAACQAAAAAAB0dAAAAAAAAAAAAAAAyUwAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmACYAAAAAHh4AAAAAACYf JQBTAAAAAAAAAAAgAAAAAAAsAAAAIAAAAAAAAAAAAAAmAAAAAAAAAAAAAABTAAAAAAAAACYAAABT AAAAJiAlAAAAAAAAAAAfAAAAAAAdHQAAAAAAAAAAAAAAACwAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJgD5AAAAACQeAAAAAAD5ACAAMgAAAAAAAAAA JgAAAAAAUwAAACYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMgAAAAAAAAAmAABTAAAAACYmAAAAAAAA AAAfJQAAAAAAHh0AAAAAAAAAAAAAAABTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAB0dACYAAPkmAAAeHwAAAAAAACAlAFMAAAAAAAAAACAAAAAAACwAAAAg AAAAAAAAAAAAAAD5AAAAAAAAAAAAADIAAAAAAAAAJgAAADIAAAAmIAAAAAAAAAAAJQAAAAAAAB4e AAAAAAAAAAAAAABTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAeHQD5AAAA+UcAAB8AAAAAAAAmICYAUwAAAAAAAAAmAAAAAABTAAAAJgAAAAAAAAAAAAAA JgAAAAAAAAAAAAAyAAAAAAAAAPkAAAAsAAAA+SYAAAAAAAAAACAAAAAAAAAkHgAAAAAAAAAAAAAA AFMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmHR4AJgAA +QAAAAAkAAAAAAAA+QAgACwAAAAAAAAA+SYAAAAALAAAAPkAAAAAAAAAAAAAAPkAAAAAAAAAAAAA UwAAAAAAAAAmAAAsAAAAACYAAAAAAAAAACAlLAAAAAAAHh8AAAAAAAAAAAAAAAAsAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJiMeACYAAAAmAAAAICUAAAAA AEcAJgBTAAAAAAAAAAAmAAAAAFMAAAAmAAAAAAAAAAAAAAAAAAAAAAAAAAAAADIAAAAAAABHAAAA ADIAAAAmAAAAAAAAAAAmAFMAAAAAACQfAAAAAAAAAB0AAAAyUwAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYeHgAmAAAAAPkAAAAfAAAAAAAAJgAmLAAAAAAA AAAAJgAAAAAAUwAA+QAAAAAAAAAAAAAAAAAAAAAAAAA4OAAyAAAAAAAAIAAAAAAyAAAAJgAAAAAA AAAAIAAsAAAAAAAfAAAAAAAAAAAeHQAsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAADgAODg4OAA4ODgAADg4OB44+QA4OPk4ODg4ODg4OAA4ODgA+Tg4ODg4ODg4ODg4OAAAODg4 OCYAODg4ADg4AAA4ODg4OAAAODgAODg4ODg4AAA4ODg4AAA4OAA4ODg4ODgAODg4OAAAUwAAAAAf JQAAAAAAAAAAHR0AUwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4ADg4ODg4 ODg4AAA4ODg4OCY4APk4ODgAODg4ODg4ODg4AAA4ODg4ODg4ADg4+QAAADg4ADj5ODg4OAA4OAA4 ODg4ODgAOAAAODg4ADgAAAAAODgmOAA4LAA4ADg4ODg4ADgAODgAACwAAAAAJQAAAAAAAAAAAB4d AABTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4OAA4ODg4ODg4OAAAODg4ODgA Rzg4ODg4ODg4ODg4ODg4OAAAODg4ODg4ODg4OCYAAAA4OAA4ADg4ODg4ADgAODg4ODg4AAA4ODg4 ODg4AAAAADg4ODgAADg4ODg4ODg4ODg4ODg4AABTAAAAACAAAAAAAAAAAAAdHQBTAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgAODgAAAAAAAAAADg4ADg4APkAAAA4OAAAODg4 OAAAAAD5ADg4AAAAAAAAODgmJgAAODg4OAAmAAAAAAAAAAAAAAA4OAAAAAAAAAAAMgAAAAA4ODg4 AAAsAAAmACYAAAAAACY4OAAALAAAACAAAAAAAAAAAAAAHgAALAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+QAAJR9HAAAARwAAAAAAAPkAAAAARwBT+SYA AAAAAAAAACYAAAAyAAAAJgAAAAAAAAAAAAAALAAAAAAAAAAAADIAAAAAACYAAAAyAAAmJgD5AAAA AAD5AAAAAFMAAAAmAAAAAAAAAAAAAB0dAAAyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAPkAHSYAAAAl+QAAAPkmAAAAAAAmIAAAAAAmLAD5AAAAAAAAAAAmAAAA UwAAACYAAAAAAAAAAAAAACwAAAAAAAAAACZTAAAAACYAAAAAUwAAJgAAJgAAAAD5AAAAAAAsAAAm AAAAAAAAAAAAAB4eAAAAUwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAmAB0mAAAAACYAAAAAAEcAAAAAACb5AAAA+VMAACYAAAAAAAAAJiwAAABTAAAmAAAAAAAA AAAAAAAsAAAAAAAAAAAsMgAAAAAsAAAAUwAAJiYARwAAAAAmJgAAAAAAUwAmIAAAAAAAAAAAAAAj HQAyUwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+QAdJgAA AAAgJgAAAAAAJgAAAAAAJgAAACYsAAAmJgAAAAAAAAAmAABTAAAAACYAAAAAAAAAAAAAAAAAAAAA AAAAJTIAAAAAJgAAACwAACYAACAAAAAAJgAAAAAAACwAIAAAAAAAAAAAAAAAHgAAMgAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEcAODgAAAAAACYmAAAAAPlH AAAAAAAmAAAAJiwAACYAAAAAAAAALCwAMgAAAAAsAAAAAAAAAAAAAAD7OAAAAAAAACwsAAAALAAA ACxTACwAAAAmAAAAJgAAAAAAAABT+QAAAAAAAAAAAAAAHiMAAABTAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODg4OB04OAAAAAA4IDg4ODgAODg4AAA4ODgAOPlT ODgAODg4ODg4ODgsODg4AAAAODg4ADg4ODg4ODg4ODg4ODg4ODg4OAA4ODg4OABTAAAmODg4OAAA JiYAAAAAAAAALCYAAAAAAAAAAAAAHx8AAABTHQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAADg4RzgAODgAAAAAOAA4ODg4ODg4OAAAODg4ODgAOAAAODg4ADg4ODg4 ODg4OAAAODgAOAA4ODg4ADg4ODg4ODg4ODg4ADg4ODg4ODhTMgAsADg4ODgALCYAAAAAAAAA+VMA AAAAAAAAAAAAACQAAABTAB0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAA4ODg4OB04AAAAODj5ODg4ODg4ODgm+Tg4ODg4ADI4ODg4ODg4ODg4ODg4ODgyADg4LAAA ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4OAAALAA4OAD5ACYAAAAAAAAA+VMAAAAAAAAAAAAAACUf AABTAAAdAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODhHAAAA Rx4AAAA4Jjg4JiYAAAAm+QA4OAA4OCwyRwAAODgsADg4ODgALAAAAFMAODg4ADg4Qx09AEMdPR37 OD0AODg9Mj0AHQBTMlMAMgAAODg4JiYAAAAAAAAAJkcyAAAAAAAAAAAAACUfAAAAMgAdHQAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+R0AAPkeAAAAAPkAAAD5 JgAA+Sb5JvkmAAAmUwAmAAAAACwAAAAAAAAsAFMAHQAsAB0AHQAdHT0dHR09OB0dPQAdHVMAMgAd LFMAMiwAAAAAAPkAAAAAAAAAJiYAUwAAAAAAAAAAACUfAABTLAAAHh0AAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYdAABHACQAAAAAJgAAACYmAAAAAPlHAAAA ACZT+QAAAAAALAAAAAAALD0AUzJDHUMdQx1DHUQdQx1EHfs4RB0yHUQyQyxDMlMyUywdAAAAACxH AAAAAAAAJiwAADIAAAAAAAAAACYgAAAAMgAAIx0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAD5HQAAACYAHwAAACYAAAAAACYlAAAm+Sb5JiAALCz5AAAAACws AAAAAB0rHSwdAB0sPR0dHT0dPR09HR0d+x09LD0dMjI9HTIdHSsdAB0AACwmAAAAAAAAACYAAABT AAAAAAAAACYgACxTLDIAAB0dAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAARx0AAAD5AAAlIAD5AAAAAAAAJiYAAAD5RyYAAFMALPkAAAAAMgAdAD0dPTJDMlMd Mh1EHUQdRB1EHUQdRDhEHUQdRCwyHVMyUx0yHUMdHQAyJgAAAAAAACwAAAAAMgAAAAAAACb5AABT MlMAAB4eAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPkd HQAAJgAAACUgAPkAAAAAAAAmJgD5Jvkm+Sb5JgAmAAAAAAAyAB0AHR0yHVMsUx0yHUQdPh1EHT4d RB04HTIdPh1THT0dQx0yHT0AHQAyACYAADg4ACwAAAAAAFMAAAAAACYgACxTLFMsAB4eAAAAHQAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODg4ODg4ADg4OCM4ODg4ODg4Jjgm ODgAODgAADg4ODg4OEcmJgA4OEc4OAAdODg4OB1DODg4ODI4ODg+OB44OEQ+RDg4ODg4ODg4ODg4 ODg4ODg4OB0yOD04OAAAODgAAAAAAAAyAAAAJkcmADJTMgAAAB8kAAAAAB0dAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADg4ODg4ODgAACY4ODg4ODg4OAA4IDg4ADg4ADg4ODgs ODj5Jvk4IAA4ODgAAB04ODg9HTg4ODg4ODg4Pjg4ODgeOB44OPs4ODg4ODI4ODg4ODgdODgyADgA ODgALDg4AAAAAAAsAAAAJiYAMixTLDIsAB8fAAAAAAAm+QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAA4ODg4ODg4ODg4ODg4ODg4ODg4OAA4ODgAOAA4ODg4ODg4AAAAMjg4ODg4 Mj04ODg4HUQ4ODg4ODg4ODhFODg4RThFODg+ODg4ODg4ODg4ODg4ODg4HTg4Qzg4ODgAOAAAAAAA UwAAJiYAADIAAAAAACAlAAAAAABH+SYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAODgAAAAAAAAAJgAeHgD5AAAAADgAODgm+QAAAPkAAAAALCwAAFMAAAAAOCYyHR09HTIdRB1E MlMsUyxEHkQ+RR44Pjg4RTJFHjgsRDg4MkQdPh0yHT0dOPkdLDIAAAAAAAAAACwsJiYAAAAALFMs ACAlAAAAAAAAHSb5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA APkAACQfJSYAAAAAAABHACYmJgBHAAAAAAAALDIAUwAdAEMdRzJEHUQdOD5EPkQyUz5FOEU+RUVF OEVF+zhFRTg+U0RFOEU+RB44PkQdRB0mMjIdPQAAAAAAAABTJgAAUzJTMlMyUyUmAAAAAAAAACYd AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAAAB8mAAAA AAAAACYAACUmJiYAAAAAAAAsMiwAAB0AHR0mMjgdRB04HkQeRDhFHkU+RR5FPkU+OD5FHkU+RSxF MkUeRDI4HT4dPh09+T0AHQAdAAAAAAAyJlMsMgBTLDIAJiAAAAAAAAAAAB4dJiAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYAAAAA+SUAAAAAAAD5AAAAAEcm AAAAAAAAAABTMj0dODg4OCYdOD5EHjg4RT5FPkU+OD9FP0VFRThFRTg4RUVTOEU+RTg4PvseRB5E MkcdPR1DHR0AACwsLAAAAABTMlMsU/kAAAAAAAAAACQeRyYmAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAODg4OAD5ODg4ADj5JTg4ODg4ADg4ODg4ODg4ODg4ODg4ODg4 OB04ODgdJjg4ODgeODg4Hjg4RT44ODg4ODg4OEU4ODg4ODg4ODg4Hjg4OB04ODg4+zg9AB0AHSws AFMAAAAAAAD5JgAAAAAAAAAAAB/5JgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAADg4ADgAODg4OAA4Rzg4ODg4OAA4ODg4ODg4ODg4ODg4ODg4ODg4Mjg4RD44+Tg4 ODg4OEU4OEU4ODg4ODg4RUU4ODhFODg4ODg4ODg4ODg4ODg4ODg4HUMdMiwdAAAyAAAAACYmAAAA AAAAAAAAACQeACZHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4 OAA4ADg4ODg4OPk4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODI+ODg4ODg4ODg4RThFODg4 ODg4Pzg4ODg4ODg4ODg4ODg4ODg4Hjg4ODg4OB0sMgAdAAAAMgAAJSYmAAAAAAAAAAAAAB8fACAm AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODg4OAAd+QAAADgA +QAAAAAm+UcAJgBHADg4AAAAADg4MgBTOEMdRB1EODg4ODhHPkU4RUX7P2lFRT84OEZFaUVGP2lF Uz9FRUU+ODhFPkU+RPn7HTgyRB09AD0AUwAsJiwAAAAAAAAAAAAAACUfAAAA+QAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHSYAAAAAAAD5AAAAAAD5JiYm +QAAAAAAAAAAHQAdLDg4RB0+HUQeRDg4OCY+RT44P0U/RT/7P0U/Rj9FP0U4RSxFP0U/OD44PkUe RPn7MjIyRB0dHR0AACwsJgAAAAAAAAAAAAAAICUAAAAm+Sb5AAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdRwAAAAAARwAAAAAAAAAAJkf5LAAAAAAAHQA9 HUMyRDg4OEQ+RD5FREU/RyZFRWlFRkVpRWlFaUVpRWlFRkVTRUU4RUVFOEVERT5HMkQdRB1EHUMd LCxTAAAAAAAAAAAAAAAmJiYAAABH+QAAHQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAPkeAAAAAAAmAAAAAAAAAAAAJiYsLCwAAAAdAB0dUx04HSYyODg4 HkQ+RT5F+SYgRT9FP0ZFTEUyP0X5RT9TPzg/RT5FPvseODI4+T4dRB0dHR0sLABTAAAAAAAAAAAA APkmIAAAAAAAAAD5AB0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAABHHiQfAAAA+QAAAAAAAAAAAPkmAAAsLCwyMh0dQx1TOPv5RB5EPkU++zj7P0VFRflH RUxMUlJSTFNMJkVpMkU/RUVFP/s4OD77+fseRB5EMjIyPR09MgAAAAAAAAAmJvkmAAAAAAAm+Uf5 AB0dAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYA JB8AAAD5AAAAAAAAAAAmACYAAAAAAB0yMjIyLD4dOB5EHkQ+RR5FP0U/RT9FPyb5JjFZMVksUvlG P1M/RT9FODg4RT5FOCYeRDIyMj4dHR0dAFMAAAAAACYmJgAAAAAAAAAA+QAAAB0eHQAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD5AAAAHyUAJgAAAAAA AAAAAEcARwAAAB0APR1DHUQyODheODg4+zj7OEVFRUVHRUZMUlJZOF44U1J0Jmky+0VFP2hF+z9F OPv5ODJEHUQdQx1DHVMAAAAsJiwAAAAAAAAARyZH+QAAAAAjHQAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAAAAAAJSAmAAAAAAAAACYAAAAm+QAA HQAdHT0dPSwmODgeRB5EPkUeRfkmP0VFTExSN1k3WSxSSyY/Uz9FP0U+RTj7ODj5RB4+HT4dPR09 AB0sLCYsAAAAAAAmAAAAACAm+QAAAAAeHQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAHQAmAAAAAAAAACb5JvkAAAAmAAAAAAD5HQAdHUMdQx1TJkQe +zhFPkVFRfn7RUVFaUZMUllY+1JTTExFRzJFOPtF+zj7OEU+Rz5EHkQdRB0yMjIsMgAAAAAAAAAA +Sb5RyYAAAAAAB8kAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAdACYAAAAAAAAAJgAA+SYmJvksJgAAAPkm+R0AHR1EHVMdRDg4OPs4JvlFPkU/ RT9FRUxLUjhSLExFRflFOPs4+zj7PkU+Jh5EHjgyMjIyLB0dUwAAAAAAAPkm+Sb5Jvkm+QAAJR8k AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA HSMmAAAAAAAAACYAAAAAAABHACwsLCwyLDImJvlHMjj5Uzg4+V4m+zheOEU/aEVTRWlFTEVvOEwy aUVT+Wk4+zheODg4Rzg4PkQ+RB1EHUMdUx0dAAAmR/lHJib5RwAAAAAgJR8AAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdHvkAAAAAAAAA +QAAAAAA+QAAAAAAAAAAHQAdHSb5JvkyLEQeODj7OEU+RT4yPyY/RT9FPzg/Uz9FLEUgRThFOEU+ Jh4+HkQdPh0+HR0dHSwdAAAgJvkmAAAAJgAAICYgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABHHgAAAAAAAAAmAAAAACYAAAAA AAAAHQBDHT0dRB0mHUQyOB5FPkU+RTJTP0dFRT9FRUU4RUVTMkUyRflFP/s+Rz5EHkQ+RB1EHT0d QzIm+UcmJvlH+Sb5RyYm+SYAAAAAAAAAAAAdAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYfJR8lAAAAAPkAAAAAJgAAAAAAAAAdAB0dMjI4 +UQdRCxTLFMsUyxFPiY+RT9FP0U/RThFP0U+Uz5F+Sb5Jjg4HkQdPh1EHT35Jvkm+Sb5JvkmJiYm JgAmAAAAAAAAAAAAAAAdAAAAAAAAAFMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAARwAAAAAAJvkmJkcmJiYsJiwsLCwyMh0AQx1DHUcdRB1EPjg++z5F OEdFRT9HRUU/RUX7P0VFRT9TOEU4RT5FPkQ4ODI4MjgyMjJTLDIsLCwAAAAAAAAA+QAAAAAAAAAA AAAeHQAAAAAAAAAyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAPkAAAAAAAAAAAD5JgAA+SYAAAAAAAAAHQAdHT0gHR0+Mj4eOB4++SYeOP//HkU+RT44 PvseRT5FHjI4RDg+HkQdPh1EHR0dHQAyAB0AAAAAAAAAAAAA+QAAAAAAAAAAAB4eHQAAAAAAAAAs AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+QAA AAAAAAAAAAAmAAD5AAAAAAAAHQAdHUMdJh04HUQdOD5E+UQ+RT7//0UsRT5FPkU++z5FPkU4+z5E HkQ4OB1EHUQdQx1TAD0AAAAAAAAAAAAA+QAAAAAAAAAAJB4jAAAAAAAAAAAAUwAAAAAAAAAAAAAA AAAA////AAAA//8AAAAAAP//AAD///8A//8AAP//AP8A//8AAAD///8AAAD5AAD//wAA//8AACb5 Jv//AP8A//8AAP//////Hf//RB3///8e//9E/////x5EPv//OP//OEQ4/////0T//x1EHf///zJT AB0AAAAAAAAAAAAAAAD5AAAAICUfJQAAAAAAAAAAAAAAUwAAAAAAAAAAAAAAAAAA//////8AAP// AAAAAAD//wD///8AAP//AAD//wD/AP//AAD//////wAdAPkA//8AAP//AAAAAPn//wD/AP//LDL/ /////zj//yZH////RP//Jv//////PkX//z7///s4//9EPlM4//9EHUQdQ///AD0AHSwsLCwmLCYm JkcmJvkAAAAAAAAAAAAAAAAAAAAAADIAAAAAAAAAAAAAAAAAAP//AP//AAD//wAAAAAA//////8A AAD//wAA//8A/wD//wAAAAAA//8AHR0e+f//AAD//wAAAAAm///5//n//wAA//8d///5//8dMv// Ph3//z7//yz//0Qe//9E//8sOP//////Mv//HR0dHf///x0AAAAAAAAAAAAAAAAAJgAAAAAAAAAA AAAAAAAAAAAAACwAAAAAAAAAAAAAAAAAAAD//////wAA//8AAAAAAP///////wAA//8AAP///wD/ //8AAAD///8AAAAAHh7//wAA//8AAAAmJv////n///8mJv//+f//Q///MkP//x04//8d//////8+ RP//Pv//Ux7//0T//x3/////U///AD0AAAAAAAAAAAAAAAAAAABHAAAAAAAAAAAAAAAAAAAAAABT AAAAAAAAAAAAAAAAAAAAAP///wAA/////wAAAAD//wAA//8AAP//AAD///8A////AAD//wAAAAAA AAAA//8AAP//AAAAAAD///8m////LCz//wD//wD//z3/////+f//RP////8dOB3//z7//x1THf// /zg9/////wAy////AAAAAAAAAAAAAAAAAAAA+QAAAAAAAAAAAAAAAAAAAABTAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAD//wAAAAAA////////AAD//wAA////AP///wAA//////8AAAAAAP//+QD//wAA AAAA////Hf///x09AAAAHSYd//8dPf//JkMdRDhTHUQdRDhE//8dRDhEHVMdQx1EHTgdQx0dAD0A MiwAAAAAAAAAAAAAAABHJgAAAAAAAB4dAAAAAAAAAABTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA ////AAAAAP//////AAAA//8AAP//AAAA//8AAAD///8AAAAAHR3//wD5//8AAAAAAP//+SYd//8+ HR0AAAAmLP//HQAm/x0d//84LD04HR04Hf//Pf//OD0sHR04AB0AHTIdAAAAAAAAACwmLCUAAAAA AAAAACYAAAAAAB4dAAAAAAAAAAAyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdHSMAAPlHAAAAJvkmHUcmJvlH+UQeRB0s+QAAHQBH Mh0AQx04MkMdOB1DHUMdQzg9HTgdQzJDHTgAPQAdMjIAAAAAAAAAAAAAAEf5JvkmAAD5JR8kHiQA AAAAAAAAAAAALAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAHh8kHyb5AAAdHUQeRT8mPyb5RCYsAAD5APkmMgAAHQAdMlMAHTgd AB0dOAA4HR0AOAAdLB0AMgAAAAAAMiwAAAAAAAAAAAAAAAAAAAD5AAAAAAAAAAAAAAAAAAAALAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAACYmHUQ+RUVHJiZFRSZEHUMmJvkAMgAAHQAdMlMAPQA9HT0APTg9AD0dPQA4 AB0yHQAyAAAAAAAALCwmAAAAAAAAAAAAAAD5AAAAAAAAAAAAAAAAAAAAMgAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMgAAAAAA AAAAACYgJvlFJExFJiUm+Sb5APn//zIAAAD//1MAAAA4AAAAHQAAAAAyAAAAMjIAACwAAAArAAAA AAAAACUmAAAAAAAAAAAAJgAAAAAAAAAAAAAAAAAALAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABTAAAAAAAAAD0dRD5F+Sb5 RyYmPkQdPQAA//8AAAAA//8yAAAAOAAAOAAAAAAAAAAAAAAyAAAAMgAAACwAAAAAAAAAAAAmJgAA AAAARwAAAAAAAB0dAAAAAAAALAAAAAAAAAAAAAAAAAAAAAAAAAAAAP//AAAA//8AAAAAAP//AAAA AP//AAAA//////8AAAD///8AAAD///8A//8AAP///wAAAP//////Hf//HkX5Rf//PkQd//8A+f// //8AAP////8AAP//ADL//wAA////AAAA//////8sAP//////AAAA////AAD//yb///kAAAAAHh0d AAAAAAAALAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/////////AAAAAAD//wAAAAD//wAAAP//AP// AAD//////wAA////AP//AP//////HQD//wD//x3//yY+RUX/////////Jiz//////wD//////zL/ /wAA//8A//////8AAP//LP//ADL//////yYA//////8A//8A//8mHyUfJAAAAAAAAABTMgAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAP//////AAAAAAAA/////wAA//8AAAAA/////wAA//8AAAAAAP// AAD//wD//wAAACwdHf////8l//8dRB0+Hv//////JQAA//8m//8s//8A//8s//8AAP//AP//AAAs AAAA/////wAA//8A//8AJv//AP//AP//AP//AAAAAAAAAAAAAAAyAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAD//wD//wAAAAAAAP//////AP////8AAAAA//8AAP//////AAD//wAA//8A//////8A MgAAAP//AP//Qx1DHUT//wD//wAAAP//////LP//////AP//JgD//wD//////wAAAAAA//8AAP// U///AAD//////wD//////wAAAAAAAAAAADJTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA//8A //8AAAAAAAD//wD//wD/////AP////8AAAAA////AAD/////AP//AAD///8AAAD/////AAD//wAA AB0A//8A//8AAAD/////JgD/////LAD//ywA//8AJv///wAmAP////8AJv///////1MAAP///wAA //8m/wAAAAAAAAAAUywAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///8AAAAAAAAA//// //8AAAAAAAAAAAAAAAAAAAAAAAAAAP//AAAAAAAAAAAAAAAAADIAAAAA//8AAAAAAAD///8AAAAA AEcmR/kAAAAAACwA//8AAAAAACwAAAAAJgAAAAAAAAD5//8AAAAAUzJTAAAARyYm+QAAAAAjHVMy UwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA////AAAAAAAAAP////8AAAAAAAAAAAAA AAAAAAAAAAAAAAAA/wAA//8AAAAAAAAAAAAALAAAAP//AAAAAAAm////AAAAAAAsJvkm+QAAACAA AP//AAD//wAAAAAAAAAgAAAAAAAAACD/AP//AAAAADIsUywm+VMsMixTLDIAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAyUwAAAAAAAAAmAAAAAAAAAFMyAPlHAAAAAAAAAAAAJgAAAAAAAAAA AAAAAAAAAAAAAAAAACYAAAAAAAAAAPkm+UcmAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAABTLAAAACAAAAAAAAAALFMAACAAAAAAAAAmAAAAAAAAAAAAAAAAAAAAAAAmAAAAAAAA AAAAJiAAAAAAJvkA+SYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB0eHiQy UzJTMlMyUzJTMgAAJiAAAAAAAAAmAAAAACAAAAAAAAAA+QAAAAAAACYAAAAAAAAAAAAAICUfJB4j +UcmAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHR4AAAAAAAAAAAAAAAAA IAAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAJgAAAAAAAAAAAAAAAB4fHh4dAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfJQAAAAAAAAAAIAAA AAAlAAAAAAAAAAAAAAAAAAAAAAAlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdHR4eAAAAAAAAAAAAIAAAAAAAAAAAAAAAAAAA ACAAAAAAAAAAICUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAkHwAAAAAkHwAAAAAAAAAAAAAAAAAAAAAAAAAA JB4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAHR0eHwAAAAAeHgAAAAAAAAAAAAAAAB8AAAAAAAAAAAAeHR0AAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAB0AAAAAAAAAAAAAAAAAAAAAAAAAAAAeAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAMAAAAAAA== ------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_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 subtitle style

‹date/time›

= 249;footer›

= 249;#›

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/master05.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/master02.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii"

‹header›

‹date/time›=

‹footer›

‹#›

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/pres.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0001.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

A Practical Application of RIMS II Multipliers

D= etermining development incentiv= es of a new industry

by the Mobile Chamber &

the Mobile Ind. Develop. Board

by Semoon Chang

University of South Alabama

May 16, 2006

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/master05_image001.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhjAE6AXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAACJ ATkBhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/AAEIHEiwoMGDCBMqXMiwocOHECNKnEiR YImKGDNq3Mixo8ePIEOKHEnSYJISF0uqXMmypcuXMGOuTPIEpcybOHPq3KnyZJIkPCn+BBq0qNGj SHUGQFnzSZI5EkucfHJzDs2kWLNq3aoRpdehSdoQbbhU6tCYYkn+9Mq1rdu3G8v6LOH0p1WoDEuU der0ZRu8Ia1ORbkUruHDiBuCtdumsUOzP9u4tBpy8UmvKRNr3qz57tM2lyQ7fPqZZWiQnq3WvLw0 AOfXsN+G/QtatOLGjlXm7jin8eLYwIO/7R369GjiKiNd+hjas/Dn0DmaDVn7kvKHvW2LNL5ROW7A 0cOL/yeLcirNsR2LR9r1sDhJ7Rmrwx9Pv/5AzJCH7t5o3TpE/yJd111o89lnoHhySUWXWamlp1wk D4EGYUjLDQjagRjWpxdmlonVWG8c9VdhQw+GNGFGD56Y4YoZplbdRrusp+JC64FUI4r9saijjrhV N+NE1sXoUI4esYejgDsmuWJxEmoUo5ENAdjRjxHJCKWSWGKYIpURPdneiDBmFCOYLeFm2U9Zaqhg U1f5pZ6TNzIUp5NizllSc3+RphpNCp6UZnj45RcZegsdg4yhFfXH5UPr1cLolRg5WpGXKoUWCW1m irWYgmz9GdyGfS5ol55/DYRMMKemGgxBqqrq0JN2Vv8pZEOz0kkRpe8xyWRqpA02V2aeclbWV4KG NdscwRyD6ETJLqvQg5B2uYukDNWKUbSPlhTJlgRimueZgQb72rBr0nXeXagGo2tGqT6L60Qykoht lRXF6pGM/dXmEC+18NIov+Ju1lqhhwr0YRuXSlnRocggZOWktcxrUMRiUhQxtR+N+aDCCE3rcUEl 1KJXwNCli5CuF2p06kEP32qvQdbCO1HEi2Jk5cYMUYwQwIWRDJyyDSG8cc0PJWvQertIXK3SBDFd 7URJg5S0xmTO7LTPiDVcZZBEP7QyQS1L1Ki8k0L98qQ3b4Qx1rE5K5GiVzfk9sVxTzxttWtDlDfe dTf/RPfZEN3NNnBfX5v2RloLFK/ZV8f8UN8C6czR4WrzO63l/V4M8OBcJT7gJY5TVHjESUv+qukd Qz7Q3gqVzpHHSXedseqcv4RqSLDSftCqigvOLy8O0ey31RCNDSPNujfUarrIRLL883yuBmztJR1T Et0cLXtx06gf5PpCUXfZJevSYt+Roeh7PlDUCHvr4VAMG4of9STxri2sHGltfET9Mg04QuTzXvck 8rf8mUwh/ZLPrvREmqaUQFUjo99HgNYS2GUPABaUlv0SMsDWBS5568tgRQxlNLxtyzon/A5BznQZ lCjLbRLEiPpY8qQAQqRh73qc0wT3OB3Kzl3Co8gB/+VFs3xFhFOEuUi7Yii6m3isg7SSFA6hmJCk bfAgVPSeDsX0MdFZzyE3m9r2KIIZ15jqi0z0Wkc21Bq9mKCNZixIo2gHPABk7nJZhNkurggzGxaE jwkJRvgsdrmJLJFWYZwY5ur4EDb+sXBpTAgaMxKASurFknBkYyULQjraResYU4uIIAEZQoiQ0nvJ m9ogizZJ8MUulLSayCZ318pImiojbHyjLgPwRhbw8pe7dGTv8ngQRg5EkFUDnyAXcolTGsSZBGmm 7tQFS69BkyDI+x9BNgcSSNpyhhCpZBsD5RUTkNMrrZmlCHtYEFBCbo/ODMY1j+mQZUJNlRCBYevo 5v/H1YHQIfqUIDgdUsk36sWXLCgBFEpgzoU6lKEKLUFCfdnLNmIwcxIxpkDk2Td51rJp89xoQ0bJ rD2uciHeRKDHtLm+fnYkpbX7KEHJhRJzoiShKFloQ8vJU3ReEoPVZOf6jhHSYzpzj0UbaVEJMsqT SlKmqFznq763khJSDxnl4gsDewOe1uhSomB9qFgjOtaHTvSXF8Gn3p4pz/8QVSFtZUhc4WpPU0oz pEW9IzFphEcehmSgAcMqh87UI662AVSYMacSIqoEJUAhCY19LBQcC9kkLHSxNi2jXtTKN1oW1aNw hSpBRGtUichTkFcrGK04izuSqBZryEiQr7b6GZT/7bSsCk0CHSyrW95KlqwRPesurSixO7YOGX0j KlTnCleGEHWpAGjqPAGrR8uNhJv1o66SjoEfnyzGQ96y1JYWG1nIOva8dDjvZNdr3ss6tqc2Ye3q HvfWelIQIaQVSH6ZW0+SEmyqQf3IXl8aWHJNhSGtUY96dpHb3TpYt0pwcIQhvNvfjpWivARqXbH5 OJgixKq0ZEgnFpIs6HbCv80dKeioChKXdhO69GkYqMJJLhMMLUgRznF66cDjCLthxzleL2UXi5/C EBeL/dXuaO9rECbjt1DQPS00X+vKAAv4nxnJr4EaZskjBoCiwIVCGCMhYSCbWce+Ba5we2ZSJCtV /8kbdTJT96sQ5ZrytCh9VVNpqFeUcZWBP6lJRmAcHevNMpw19Yp7H6sEK8WOx3T4MY8lHWlIN3bI 763pwATS5on1V8sAkPNoC0ViUG8Uz3Ue6dQ2TBKqbStp7etWdow1lD5RRNQHIrRAfjnRMPd2x2H8 sbB3/GM0V1jNEu0Zp5fZr/3Jtb7OPUYznqqQaT91xA7phJ0DCedRNrMkubtZcWrh5zx5hi+hmp5D 4FzoiogzsSWILHojPOknTgvS+J40kNmL2TLGMbp+FSWumwxVaaea2gB97sFJfFosc9De2ZRSPy0T LomwWzi6FggbEyrWX+vYDXX4sZUiJuxMDBvNFv+O6C45yV9TQrvO1j7IwAEQc5mDusSinSdHM77P leIPgEccjE8NmaGLH2Sc5jQBpnes76bD7t5NrzQU0htZiOLUJk2D562VdU1l1bydCyd4wkH8TLlK OWOd7GTOKhKoQ+fzQEY/yEG/TFbe7li3w3aDyTNBh0zMMRK80PuwKWxZNf8Siy1POJyb0UozluCL EYxgMxxPecY3RNtk/6NzUf26zPkr4GuvSAsjaHH7xP3ogVKCZedd6XxjIu32TtrJ0ztZ1fdbmCwn 9AuVbHBx+j4AzZj878V5jOFXkvHFdzvBRUvas3dElU7VGwgJ8++IUDk6PAeAV8Na9zJr7mLC6IT/ MDwhDEx4Qq+LjJhuke1LdUesxMxSlufM6HvGT56NG5J2JvePf/3jP51m9EKk5GHHpHAwIkagdysY sWkVkX1b4YDaBypJR1mTBTuthwnmJwypIgzlhwl0oEqtl14ICFHo5E9QAn8R8UKGZnziFHyYhEnS dkkAKHwAqBfKIoM4SHwvpH0GoV3PBYHQZ2Vc5G7VNxGmxiJzx3EKdUcTVml6Rwee0AmpIoWe4Al0 gAluYDlJQ3i/dTmHFzmeJRFeFwz/13/3B0y/NHm7pEvNsIZpeAwGxX/AJ23cVYMA4IMoiBHeJoSv s4AbAYHhYUleUTryNlkheIXmR36K6AkYiG/Q/ydktjeIkjMvzbIQm+R7yhIAdYhJbBR8Z4h/zVCG wMd//ieHj3eDxhdbRTgQAqiHJiVfLbYTR4ghG5I5HVdmPmZyHvgJ5ocJn3CFgldpq7YLKadTv4RH gfRyA+EaNbgUdBhbcRiN0taGXtUawedGXhWKaMVL+heN1fh4jCeKsZWDBZh5gSNdDtcQGnUTgPgc ATAtiWYCJsBo6BV1lHaPkEZpSkBcu/BeSZdELfVUaGR8OaiJk1d8iDUs15iQJeCCPtWQw1IW4ZhE FHmKmahJAaCKAKiDM8dwDfcS6bgRs1gf/cJrYdZgFOZjkfY7/1ILlYZm3kaGZqVsAvF5ewN/7/8m h29kfxmJhrsUfBWFUMDXDEKJUET5ZUjJAvqHYW7Ik25oAsEQh/g3CplohCe2czERkn+YJoIjiImm epKFXsMGabsQdWlHe45lUvKUWaTHafNVEJqYib8ninpxjdx1Tp6Il+QUivixkOfUkDHoU84oiir4 e/3lfE4UFKcHF7xCHC9iRxo1d7eVW4+Fi0A2LXWgYzp2MRWmlruAYZzESYxUSV5Xh7mEhm5Eh1CZ hEhpAs0wDUnJa0SZbL00mxjGeEIZlHM4eUy5FFGJmnOIihhZZyWWeFnpYiWxmFnRIceCG+I1LYpS IV75lZi2Xj2Wjx/Yj5YGie+1WKMkT243L9P/AoNyOU4M6UKhKFj4YU5+SYINCV98SYJ+yZYNGXx3 iR9kWJFxiZDNKE4Ex3lFoZUYMZJIMRha5SKOGRq7ICFcE24IdZKVSXh3l17+MqGFd2HNxFw/goMR 0xpe55NoKJS4+UB096AscI0m+mWvCVYmyqIxmKITRYcwGgy5+YZqCJz/p184BxPIk03hdgnkpkDm 9hQroZw7ESgshEoDATdhxE+KxVuFGGRSSge1IGTrFW/uWQJSxjtXQpDvyGD7SVN/aZd42Z4Q1Z70 iRJmKp9r+njkRIefKIccqYwj8XT8ZG/4Ai0bUxsH8z5oMhJGihOgMherkRDYlRBj9kQP1Ve2/9hb lVmlF2p4uhRdJdalomhQtbCT3dianEpR3UijVgdR09CGYNVQK6pTJTANEKVTzYCqCdVQMmp1vESj vMaNjFdR2JirvySACFmnpcOoNRQ6BXEltfFnnhFo6pY/cEFTPgE+ElFJvxqtUFAL5RVZsLeFVfeP 6BRHUmYkOfmCbZQ0cRmfacqmbppZNrWiiVZTfJmu6HqN6OoVeRmv3IWudJhYEelTKriJynctQRit FRFAgkFxyTpoy8ohBbtNFNEavuRzzdZxuHVhtJlhf3QMtcCfp/mUAcALcwijydZrwZdQWLVQSjiq JAtcqvpQKRtRJhtcEZWXvSayLPplsQqjaP+IfBcJR/36ONK1Yl0UKQ6hGgsiPR/RjirxblinUgs4 nSGDgP2IpZeFpeR1TjsbAKOEsfyHHww2keu6nvVpTlj1rqH4j0lHqmVLtmYLUWU7tjwVtpjhieUa KCooioZ5mK8IfR2BnAJRa6PnEQQaE5g0PBuhqwmFOdMiSLilhBX1RggBrZqYLNu4SxgmlPwyor22 UxwXg1AQDGalUKeKsqDrUNdYVp7YuViluDUrq8IFp5GLo/75YQ2HjiKxjo/xK0m7lVvRZaHXEeY5 iP8ar5qGewThe7VAms1ynuVqArUAlPCVWfN6lwulpqQavfE2vWrabwvZb1DgiUQGVo8ntqT/2rXO +0JFJpgF+W8/uKUCqkVsR05+uxVt2TF620ghmmxJwwtqWaJomBBtJDIe2iySq79nNVGRYLkQWp8L NbJk9bkq26osu8C4lZdixbkLPKInG7OsO8AgGkxwdAyYl74u8UMKwRobQmCcsb5HZ55loUqjlE4K QbycuJ/3+ZeJFTHuSbYMBa8PBFGLFXxTe1nXuFjbS16jK7X1ybaYdQz95ppsK77SG5g0nEQAqFzF abT80xVl5BGBuhMovBDftwu85JkoBpcxzLG6CpXKMrm8VKpsDAWgdMCim7IUHMcn2bILtbJ2XMEO 7FBz7Lmh2Lkna3/H8KoTq8a6SsVUHL88/4pl1PcRW4wTXTysAEtX8NRyvrdZKuwVLwS8NyyvzcBg /0i9PezASnAM7jWqYBlv79UM3UnKQdzKPtydO2yqoai9PJWXThwoBmWRhSmDOwuS/0QYE4QYdaRA QxNuMwMkUvZF+2djbliUGcyiLvtQjMdgEfu5CnzHELrHqcqy3HzH37zDovvH22x/LhuzAixRKgi5 HCy8NzG/FkGTHGHFJfETC9qnDHpjTQpxCRg5tLOlkBvDYBzFp0iuanvQ7PnJRhy1ShB8hYcMldXQ 01BZYTnRYNmqjsXKvtXQDm17SYBVREzOUxvSacvJbLmvd5mvG7mKIElJIvG3LuEUVrELn/+RoD4S bjg9R993qBd1azhHhsCUqQwbm+aUUOY8maQbfNZcx3vcx3ksuirruStLxxNM1eVsyiephJkryKGo xhwslb+8ErTLE488EpZB030aKU77dNXENNFqp067IWCqyzzldfBFvUCs1IVXdRxtXhAdWT5Mj4/F yozWqkkQfIJduu2lxBmN2KoctRLsFf12dQmNfJ38kP9XtzARySJ5FENLE+oHHi2mhU+yR2NUk5qz oR2cLNqmVx7bawtlzhFbwSWw1GJ1qh+dWyZ7oZZl2Hfc2xPtUEkwqsGtUHP8muEc20U825v7PMzz sZzazhb1EvD8EmUtHV/xE7XwpyoB153/9KuWOJceOrcIKDLNC5hIDLVG3Nc0LdiHbdilLFmvqV7n RdgZPVn2vV6BTVnI0NjwDaXvXcvqPbUmgD7M27UowTBUi5GvyxLV/RIw7RGyRRcPHhHW1Uf8go6A dKkM2ywWW9QMlTmYS1aaC8f1qaq2Ddy+xbnD7duO6uLB7eJ0gNyS9dG8tdtj5dgRmy6yPc2hCra/ 2X6tq0kV1Bb0fEQICxScPaySDCmxu6W7Jt4PaU7Ksgs3iK6kc3WYFcSM1Z2UhdhJ0I+JTdhJoMTb S+blRebbe+aYhspDZsrv7d4czcpevmjB4InWm8s3nCz6iZE/tRIV7hLXvbAISxVjfV3//8IQGbrM 2laNz2y/cDrI3Det/iJWJX7NLdveuu3bLL7bDzbjETrRnq7iktXpvk2ZNE6ZwHUqPc7cM3tWp9Kb 0p2wHnHoRzHoz0oubgnMA3ZqAI21gcJgLvRCbPuPSmDDIR1vFF2dgR3m6rXfbry900DfkzXt+s3m +p3fpszRVtrYq2elkGUopbveWIrDcetC5bvSLA1geGtHH7PkWiwT47TrLYFdkLMhP61cnfqObQyn BzwtDnXpvibtvEXTuzWqFWbjCG93utUMDybqjtriDwbRoB7xMx7cacbHwTfVJj5WIC5cqAKcBpXv 3arhnsmPv4p+qY3MR3Hk5IF18I5NUP8iRjR2yR4+tygh7J1cmijxw/GWNNVby9VpXrE8rfJm343V 36xMdTm29I3l8BhNdRg9Wf0t0Z6IyrE89KVc9O2l7FFLvSYNX4fCq1znUQAN0Cf/r/96rXAdO1wj i4AL8xXUbIWU6xm7qx5OlbUQs5NOh7PNL2eu6jX+WJ5OZg0/7Q4WDDM+oRHm8BM27RO9Y/Od+Bf/ a4cf8TV+KsXt6q5u1HBKlSSkXB+Mc1d5PTn9o96RTCqB6w+hTkX+T8NXhpr8QlZ+n+aO51IL4NO6 Cw7d7dmuXlXK7efV39YupU4P6o5f7ehlylP/7Pjd/FQP/e3V9SNd7gwV6SitguqZ2Q3/XqfPEp17 yh1FChNxFOjBM/NEGMNx6NWAaeUWfJKtfpK8j/E1XmGv+WsuOdyWjwwOL6H9n14AMS3JNCV0ktBp ZtDgtIQHHSJUmARKw4nImkGRmBFKiY0dOX7seKyZSJIjTZZgUcIEygAmAiBrGbOEzAAzAdzEmVPn Tp47efXkuSvSpTZEjbaZgxToUqY7gzWFGnVnLalVde7atTOr1ZsBvHqdGbamyhJlzaqsdazkRbNK SihRMrEZW7gY6ybB2ixJ3bh9lVzsS6fWRDpxodAJ1qxgwcN/F0N8nLCx4sJQGhMODPfiyLh7O98F HbfEXNJzRb41m7LsytVmkZ2tGRts/wCuUbfWJtoGqW6kSdrUlvoU+HAAVIlD/dkzedXYYl0+D5CS RXSU1aFESmnytMeQpDlK/I4RSi1eGRUWHNiwMJ1IBM9bXH+wYEL07uULLDwtmP34/es3Q0Y+g8TT KLzSRDKNO5A+kq666aaDCTqXxLLpOJ8svKm3OZLYsEMMd0Lmw6qME3Gq23giUaqvmmvuLBdb24Us ExCcyy0bMyKtLyh0/KuZXXjccUfKFtuFvvWUQOaxgtxwb75p3FiPPoKaLGzII4VEErAggYyrNNLs Qs2tjVYik6wXz3rNLBa/KvGmEzHkrY0k5pyzTQBCtHOp5fJMUTmrZptJwpgerG6ljf9YGGxBKEpS dLQvNXJorvIiigg/+Xgx8qBgzouSUyM/5U8J/NBTyMhN1XMII4TmYkgvBV9tdEwGWXIpQpomrMnO Pj/kkM4nSniiROHyDIrYm3bVqZY3ofpqJkDLGuss1siKcaOyNtLsUdBy/KyvuXapBa7KDgNsPTp+ pCPdv9RNt0p26XAP3vnMdZfeLis7psrFgvQyNLtEqws1a1ErSzUzD4ZJzdnYbHNZXulMooSIRTzG WJ32bBhZnMCtjUVBH6SuwQZ5iRUkGsPjqBmGVH0oPfb8g0yhWjyFOdOYE7JZVAHvE3DT+pxU2bwC xSsZVo9EZgnCmKATi09iN/z114n/McTTYgAc/hDrjYFrlsUzzySzljJtDLOz0raUS0se5xIM3cUo g/KvXeiAkkko0627mbvp1hsieBOqexq86a4ybjryjWwutLlE2zO79hJYRsm/LitNaMXyKk+tLYT4 LKqtLg5DZSMBt3TylFUWq12CUZ1111eHHSiPY8N1upVSMtS6EqotGqTSUk1PL0pdxotUUZUUrFPk jVRySuSfPxKxKBmCqOUBgb/eaJO1004t79UK5pjwxxefQtp0NVZiYD0/blhiN+9JddKxSr10+lXH H//UWcfK9WD+B2AAASg+tYTlci6a1rRiVBYbAaxb/8rRjrI1pB3VSwlzU167oDQ3/zckhHB48+De oKQyEWqwXQV5V5LYxhiEVDAzfPFXEkhDIxqqZSTfwyH4vEc+AfZQRPA7TsRcZCH3tSkSUCFdEoWy RCWSbnQcOx0v5oc/Xlzida6zIuwA2In/ETB8nfCi98CYNAeBJFHa6wh4xKMyVCEkVAtBD7oOoh6d 8QJKBzHcCAm3pAzekXB45FQS4LOz/BCSVJEyzQy5VxJGcm8UOxRjGL/oRQBm8YpWrA3G7BQxIZbl OFWzk8OMMhRSXqKJpdOKVIC4k6/wMIevJEmZYkS2Bv5rcUE6BjJymcv5WOltcdtF3UwIOAwKs10f PCb1Bjc4YxIOQHt7HpV05CVqev+JJLSUXJlcpEPw9dB+pvsm6vLHlFVayEWZIw4of5iTorRzlEyE isbix5WuBSo2IPveIrXDO6NBChnB+OdCgvZPghovP0RaTJOo5IY6LKkOdXso3SLaDGpAFKLQK4jP YHaQ04GrVWys5tB6B6uV8AJ1JgUXSjsaAPEBUIsnrcXr+qe/ZIHuJmqq0HCKiKGs6CYpuiFKJEh5 RFVWpZw6WZEBlWqWBJZlLc2oRWliCBddHsMv01TcYtSSpHZ5kG7FNOEykVlCEIrVDVslq/TEWhD6 repbReIWkBznuLcA7COtKUvpDraSY1xONui8nxZhlz/C0tSmN4XW+YZTsRLNoRb/HdqNUYBDVNt0 bHbQkU7IdKcgqHIvQRIBKKQCmZ9MEaSgELljMFG7HmG2lnCuBdxrkVE3rhpuUwIqCHnaw0aGUE8J Ju0P8NKIxt5lVjrBEJQUUyrPm1gSf1OMohOXaLWmHbYpc6qFnOI0B+Ic9WqWBVSLvtbUlZBtljL0 ki5vyaPo1ahKgJut375q1rAe077p8uox83W3+OINGWKNKmn2KM22MU6uoAkTarR5sG3mVVl/tUph 8ydOcaYPndbtyROw2yEOWYi5qeyYc2g3qJYUalYK4idIAEqalVnPej9TXkAd6gbV1i0TFqXbjXNs Y7vp2A2Z2BRDoRSMiLohvgxV/1ktCDyvQxpkF9gTGtGIe7SP3G5QrOtollW6ZZgu18taFqd0SWen 2GCYJxKj05O5y1OjDmdh4mVqnAvWFrKMJ2B1CcZdqLmlyjxGXWzTI5RyKUKw0tfQTwprfwm333yt Kl0zW2tXT+hCt8HwgXRVAnhyh1cGuyZaXVOsVOpnnBONWnX1K1GozQyAiEUtCeUREWWh4l2kXpbE xt2sos74kX8O1zy8xdloSaUeIxmZjzRurY9f62NMuAETzWC2kX/c2vjux3Az46MhRxVIXjR5aGoc 6awIBTJb4SqnQDGpcjWmySc+UYmrblNZIJaED7d5RG5OarTAFucylTdc4Ml0kv/WuzhWqewxJRRm bOnwXw1i8L4PT+Z9G41MAO23XZB+7VjptuTC/Gjgcw1Sgt3S78mdpa9rYlhOwBkVeYaZiUK5BLyP YxapAaveouaKJlVka9tpVlbj+TKXkXFG0TqEGqhiyNGj17z5FDmg0w7mjZudCTpggg6fqPrVs06N rOs4GD4GO0CnLZgiNxQh1Fhe9Fr25OtlL9xUPhStohMd5I44LDhBaW1W+fImyrw2LuLkd9msd6v0 kICw9N6p88LIImELSXsJ7JP5Qhj3rsutGqdvQiZO46xb3fOY8AQdPAH6qjfD81lvNFkVjfG7UU/h Fpw0QiV4VVtiusp33euLTo7/OcCGU/GRV9bWbJNEU5pSqH6Pylg4CSzBW0jWVtFYMKwowGOA0ZXW P/wxnMiLRjYyEtqxiEkgpe5SCRSObjzeHjPuWh5THeuhf7/WPaGHTzQD/lr/xNenPfUhx3dmrUW0 2BKVhuAPajoGuBIJSJmyBUGacXuJpWGR7tKt5Ro+mHMn5FsKffOk5rMQWruKK1qdHhJBSVIL+0E8 79knBAm/asoqoFMWUBGVsuIbQ4O405s/T8DBHNTBadBB0TuG07OvfGk0h3MjPWIxkGLB0giwJCyJ vQA4Bcu9r0mTNTkOxeOKUiolpcDAnIAznLi5WTMq/nkpELwi6uOhQHkw2zGx/7iDFZLRJZNIJC85 OkspkvPguBmTKB7Lsax7Pz0oBT0gBU8oBU8IxEJshj+cP6z7L6zjP7qZrdmyo94CtqQDtrk4uoLD xLmIqu7TJ0ZSCwW5HbLoORYIBnuqLlHbMrwbjuJzp3bawq7QNy/MmqaQsMLyn1tkpaRKnaXitGn5 ubfYhdeIIWr6KNcDl/pKq2RMF6vTQRwsRFKAxmhshmjUwWDIwWPqIBICq9hiIw0KoXSJl/W4jNwS kgOZIRs6wWMwmKYyi1JMrJQjp9RJFg/ciaFog0hoJ5/awhbJCZ3jCodZLl7AiilqHUuKqdVhltgA F8wKGc1KCe0ZuuEykN6ao/9i5C3SIZU8Yq3120Osez9CBERSQIZRcAZScAaSJIVpGAVkEElA9IRF 1Dqqkzo34IUga7Y8VD8mWRJJFLbzmBT0kDLw0KdHyiHsa0ilYZoLQ8Xti66AnEDyaIpWTIoNQT6w KAGVG7xj+b1aJKwvxAmvwAqvoRySKy/UCBCPc5xp2pHeSr9eIo1jTCtsvC9mzMFojMaSxEuTbIaS tEtk6MHQs7p2CUaI25u/aZUREpz3Wrod8TgDexwbSUdIcsfKQbnuirAP442f0o0k8LvmyAmvBIqs WCIK47Jx8kJ/ZAqTMkUIVMMGYcMFeY3x4I4kODpVuQiHeKPImAbyAJyy08P/H+ND0fNDQjRJkjTO k3SGvTxOkQwGUvBDPbi/qVOy/QAcsMMxw5ESihoIg+KothMpNPoeVxLPpFQ16NOTLpMKopjKXlmz VcsV4ZPArTQ1rQFNL9yFFYGzXkwNOlMCExDGC5qrv0gbhhAXw7CXsAIXQEPGZRQ9HbTL4nSGCN1L Z5iGVIhQvhRJaMRB6MSEwDyXs1omi1RQ/Co4cEQhcSyMC2ocf6krbME91uAmSRqfYFgY4kgRKzyO 3fCpOlm1c6NHNxGz0pEulqsNquiajznKXOOOYOgIotsIS9moKM3ItmGS2Go/+QPEkETO46SoVDg6 arBQCyVJgCJET/BIOrix/6iTtmh7LUl006Bxj24kpJlRQHBbwMwiwU74p5b6n/K0Cso6KaYkDg6D Gs70ux9VIgrjmAi7TFgMr/HiN8lRAqvKCLTcEsVYr6XLOLMiwvyywbq8S1VIzuSkplGN0GOgxmv0 PIybOML0Ri+RxBzps45zTNvDpgWblhIIID71IeAAIlMTJ6xgCu2aN7+rz1OKBOV6PkaNpxOZHXty CTX8xSX1CJJ5UjaiBqGhFINCHoY6NnCxTrqJv09wyS11BgulqHT90i49yZFkSUTUOkyohZk8snAd O43sERFNJIdgOwV8O92xsmiNCV4NIMHKueFYVKZgzzm5SngrJyw0pekSHf8wrDVnaZFclTPJgYI8 +wgV3YvbtDQ+y4wTWtDB4aCwoktnNEmTlFBLPMK5OFdnOAYMDcRrnJubtDgaTEYPellqChfaC1C7 GrkXzVgDgokAEEGX+h9jQTWpmDcexTDUzIniOyUAkNorZApksTWBRRpYic2PsNbbJJDhkVJO4aNj Eww72jH3E85AZEnkDNMv9dIuPbp2NclOCMRSED06sKNMIKHZmkllE6az/aM3oiHS+L4ElLJ/bcC5 g46EqYkQlD4yjDkRManhSAINi5qGtS7motrPJaofDc3Q1Jh848V9K5OvzbS/+KgkpKaDM6FmKswa bFCVhUZnENW9JA1S1d3/C0VVDVXVWvDQdLGIxIQ4GhTA9kobuEqkY3hMyHFRkqOcyzk5hvkfwZIp 0b0KYa2Nzpkam5KnVnynz7QTnZPaZ507kAnFh+SIXdKOVuHEatLXN6We67RXqoM/l3zb4/RSdAXT mDXOkSxE6Lw64UVTZ/uxIPPb3vrNIjsStNso6nEI7uvEBZQVkRkxWzm3qyHD1tHefoQpp93c77Ua h9HMUTKlq9AcEJMdr9FAM8GhG3oqH3HdGmbB+RUwskpZ271dkpTQC7XQCCWF3wVeDnU4D1W01svh BTUSdrkMNoKCXbCL5pXhvhKTjGVHlfi0Y5CN+BFDMcSfNmnapeicDbSY/2XhEPH9jal4n8+8WgDY WrrzHqLknsRgpGkgHecND23lTpghXPbbsWZjCKvrQ3INRJPCS5IUUwBGToCCxizFurkJXGfTv0ZE 4DfdyHkxJE/pV/HgxAJSkMZV35YoxTJbCi26hMJaVgu52hE2C6tJkTjxqXsc3VAi34QElMiMYbKw kdtszIGDHkCmweNlUBwsnQfNy2SORpasWRwUPQO+L4YjZhItDbxJTIxayws6sEmFpZLDWJyqCS5W ylPmyg9WYYVVH/ZxGpyArKlc43myZVlMPl0lwfCJ4WPIna/1iGngiMEoOpbZVrONHiHDyXu1TqtD qed0W+I0V5Tky+aETv/621s7erbADQZLtteNQ0LfGq2HSAh/djuPQEdIuj3ccVyagNwIK6yT8rCo qDkh8tPBmxMd3Y2sXefQgYpdtefs854sfg1DYbG6krwHggsdaQw6OOp3wTyLRFBlybpmLNMHlWpP OIYNtdmsA8e92RSdDavSaF0lcSFM/dnauzPEy2Kl8orq1TuurE8TgYpOeuU8OaKF9RCbRp9jYYpJ ur4wSt8y6ggm/Qh+5g4n1daH6OMBpF+0NWjymDa29UjoBMlCjGqXLAVrxD80jQT+u7EFljZLzrg/ NohMNAmDYqPyWFyj+R7sCwbjOukJKeX43AUpQiknIo50W+WbWr67axj/iNGudyanFcZpnkjaAQqf /AQbfOZlutiLwegMYC7HJHQtsTom1JnLpxZOqMbuqt5bz9uF4bWvkZhmrnZdIFEyHXHC1e1YGcmh 8HkRFjlantKflTuOCtOJ9o5phO0VOaFK5CAWqtiVMtTp8rG7WyuxBtHnEhBssN1jlkmbTGwVjHqt IkvTeeUx/iPkvR1X4cxwmLS6NN2/D7+x2UI0g74o9Uso9FCkJhwQfz7t3qlnLoZWUt7g4/gJcBqd D7ncnEhnU86apy0qps2J4Q6gr/yr022qvjIYxwAYKfYMG2abpMY8jcOKuFzGuzm9zwu90QNMH/Q8 K4e0m7yvrXa0KE8r/69ijCQsHltq0cjRT8ksH7/S1fvuLuAzZ63EiXPiXM6pBVdrTyQC8oOcXC36 H0xCKhFjSFw78IlI8OtYFDh0dAHbZNzKScLRLbq5SRBH4EmWSTS9bKyjOsBtbArf7ExH4Nniv/rl SMJlMk45XAR5MgsWNzkmH+vDFZhg2tGEp5a+c7+Sc6fdHYixNz7pH0AXoAyspxfGK+Qmk2YoSxsG Zk2V3XQ5xq5SmfB+uCvvvHT5wXaxOiKEuFalZrlkpjbFZljdRDXHpqHNYoIFoLTu9Q5U1ODz1V1R mHe/rhIgmTkJlmAXFkCPbYNtCvRlSENBLt/ZiE48CQZ3MT8e6DpQlv8qZYj7rXBMt3CKt/hJbkT9 2zE3mgt8ba+ObjuSoODtKK6SJjFKAiBdtSlkFQro80den7m8ohNm/aHA+mLverPTRROm+mTFCdrZ E1kXIlkQ2gVlIvPVWiYwV3puZ3oGrXKkH6vU6+olXisPyowt0TMfQUGrEtr91E+cGsGdep+BZKLK jcelqHfikLc9Xx/zhO9dSGV/ryKxbwrzOXSWiM07ZpRXUSMoK9vS/r+NvM4nOfXGxvRR12wQh7YP fxLET2DPTjhWybb4eKOdIZDxmIZGKnkH7Lnn4KLr/Se615yqPeV6O8W/M4sYgVoircKuNE2ueVRk fyWGKMsb8RfHVBL/L3n4KG8Xo8cvawf+37cv3ydecbevbGQbdll13GfMuOhmspxeOEfaLnIp6yI+ Uspa+zkzZxkOeZMYtj/Y4QjWU+Mfq525Accs8JHhOfzXy4cyB78gbGt4iCIhsKvOiSf8iyf1qTM9 g+5/rwOITG7ouBFIsM7AgUqaNZvGUAmdJHSUUJMIUSJGKBmTQGm2qwSUEs2OjSx5LGRIFiBLmCjB IsDLlyUCmAgwc2aAYMh2BePJEwDQoEKHEi1qFGikXUkjXWJ6dGgtXrV2RQVwM8DTrCW2bt2VJGvR XWCN7ipr9mzZoGLHPg3g1u3Nrcfm0qXbjCVXJXhDKlGise9fv4I7/zIs/JBOWYh0Ji4m2Liw48Vu mklePG3g48qNF2PCjKlx58yaCVImeGw05siODVOG2BoKxL6D/SYBXIsh37p18W5tyfW3za1v3QI4 Fuz4cZ9slx9t6twpc6BUZ0YXGnwrrxLVAdSKPjWSVKlmkwLgFdT89qFwbdIMQDfYe5UsmqlEudI+ fo4gObJmOM0iHZEwBqBECjk0DUQJ0dFQQgJdJlBnEBbkRoQTSnghhRNWWKFDmATjmIIJMjaQRawl gWBEA6bIkX4aZdfRNCuNRNcoc6XkEkw4vlRTTVcFFQwAPgVzSU9AphfdUs614R0vNqV3XVdfeccc VWihJZ1Qax0Z1P9wuun2W4y94aWXXnyx2Fd/hsE2UVmMxdbYQJCNVtpm02y2GJ136imannlu1gwy m6U2KJyk9RcbbInO9lctfzXDVwlKeDnXb5VyxR5OQSHzY3JFarklWEyJesmSY1EFlHbpxZVECZ8u 5+pRSU01q3jdnTcUrE8atyt88MEUADIusfSosPjdJyNJaWq0Ii8EujnRgW+6gZBDCBHk4ITXUqbh hA9meGEzFV7rhrfjLoiMggnV8Sa7jPWH0YoaydtioyXEaKxu8OG1468z9cjej7h6WiSobJF6cBuX PDVVwQDAxVWuYEWMa1lTVUxWWAX3+h6lwQUr5l2+rbQVmX6l+dD/olMhCgVjC0JGKB2XFRozzKql RmfNOZdGaLIz29wYRCwv1NBDigZ2dBK7mKyECSGJWYKXwTwt3FXECWXk1VZO3DBQTUXCVBulErV1 dJjaZOuUTy1VpaxGoVfU29FtDF8nxvHYngnBxGRvsceiRBLghZ3UIot01JLiRe7656xrMotI7rTp lltQuJBvyO1l4mY4OUHoHqiQY4wjniJDgEc0r7z7QRFJSPf6vdIxdW+M493/pqqpUUQKmRbXuSf8 +xxiI9W7w1CSXRTaYc1aJcNHJQ9Vdcght+tbcUENJm94tdTSyUpwtKgSVBkdm2EjFsoQzHli5ued 7Pe5J56jneZy/zMKVgZ6u0o4xNpg38vrVy0WQqZIaQ8v+TLOVaqGFaEc4ylaOx6ogBc24XEHgmPB VAnithwNBmVtHszK84gSwqNMb2PFu8rdkNEeauRIJS0JiUlMYiyUsMgrKyLd/igDoNg45FnT0l/k zNUMg2SrW82gRoOSSBCZFdFBzbCWG9C1RMjkb3TwOlESYsiiGWYQJMSyT32ExYK5Uc9fABvKprLi kysRbyi/I9UckjAHXI2wbNexYJaKcolLKMUszXOgxMYiPelZhz3rud5W7sIV3wSudHfhi18iRZvw eQUwguEfHYT2GIb8bEE1w5nP4hQZmaEmlJwcyGludkqgsVJogP95lF+SNRLA1CaS4XNaM/TSEpVM rSUc89V6FjiUBqrxgW0UygSDF7Y5UmxLGMRjB4fiwT5Ggi3HqyNQkEMkE6ongTQJRk1iQp8cxZAk r8sPFBq1RYnIsjVWXFAPE8dD0CmIQSC6Zz1Dk6F7bgufU5yIFEVkGNE5C4unC9zgZlivjhhLPi2E CRk74SOiYK2Y4+HdMYESvDhyFG5Hehg0sSQUUfXxj4EEIQkHeZy2HBJYULpLXUyyPQIOkJZKaNRs +qMoN5VPMZGpnylHA7+Y/WlPfhoUJ+enGsNUcVGwVJRJjjHJ2rSKgCEroKW40qtBChONVNJaRoEy wSS0IQlSUgv/Nsdyk7RirGvTrOarxsJBAAyMJxU1ijdV2KMj2iVwfeMiShYKkkY244or8o872cXJ BK1riep6rGMPsi0iQtEg/QyiQhiCjKb29IZX/M/pWBRDv9WLGsd64b7aIxP3zO2uQknjqypGFamE laNylCOtChackHIHAKNaW3XYKlK1IMeurj3KcEogtUR6aSS93AsBQ1KWwBxqNhOBTWE0uRjFcBI1 qyxlP2kGp52NN7w202xqfDo0TgptfB2x6SQBJ1VIfaQlYcqeyCqFKZUel5jRsZJJe7fMpHmFeDaB 63K6k7APBncsyavrkMp2Fb3qpiRiPOexXoSskqxzdLIkKCed/yVKeppPRAnqIYlN7DjHvCmLHwKx IxNn2EcR7m8yBIlgYyQfMf6KX3dT7q46gRyvpocX4PnOqdpoW6o8oXetqo5SnqOw7QhXpLsb8nbe osJJHSOrBZypXj5CpkO512SF4Swo6wlU+6lGUI+x04L2NBk2pwsZiX2Wa85cZgS5tza60WUtZnpf L3sTJzlRKQNBtbxZHbOsZk0CoxsWUl68ETrbmevY6Hpl3hYSyBXuMU0ufKPAahgKCKXhskT74Rte ZLF4nkguX01idQn0ICZeTayrGIwQqyhxgdvI6b6I4RlR6iOjTm1M2FM7TGXTOMUFCmy3xLwqKfm2 rHpCbo9UZf+xtmEXpPqatNlisZ6U5bjVmQsyvlQpkbE7L4GWUYyRRks1CaYv1yXMo1rWsu52cpSE Ci9Q5+Qzxdj5zJm890TWi5taaiSX8rYl1OpSi+dm9Tpm6yp/oQ0qZMBHthjl2qNDjlZOY5oov9vF 70CF4KOUhRe66wnXYpdu6t1tbzb/60IR+sj7EK4kOux1RAoD43dKi3QlXnFDdggtdzrrQwMFOjtl uEUaAxZ2dCk1jx3q4/bcpChDKu5K2aKTsXMctshA8neIF8cnlIDtZx2uNceizG4vGFRkAzCnve6l QhP6NyZ4twkQWtNJXjK74MPuYaqIvp/Rmbzxq8xlf9pPE2//ln4OR1ROS2c0hteGqmXSHl120eXs EfriXb3aIKPNwHSz3r9EOQZsp71ttoScVVCBpnCDd7BaTHlLaT2Lp3oLKl4ZR4Xe/NeOaCesv9sY cFU3tUlCK/0sMoSgdCCJ0psa5zfdeWiv1h/TGfOhPGPfs6GVeuqef5+51MJuy6cd1+NPHQcWKTnQ HjtbOD62aYL82iWwfZDMnlpkxdzNQS1QUHpEjDHBXfTsylzAR/EcEtWs2yJNnEjYBXR5DyRBX/XB F1QVjV+0F/m403axUgmeoLv00HaVhnq5TNAwBhRs1powVZ+hya8BhiRBSkigVm8cg+gh0LpZnAIJ EqItB8e5/54IXVT/mVVX5B023RZHtUHJUUlYeJy3ackUZgXxyQ5doYrZLJvNwUQtqMRoPd+vodo6 CQ6rIc5IQJ0b6o/ouNNhOEv1qciLMcavxUsa+pX6KVSQaR3eBGLXid0u7ATBZIVOsAX/FQzbNWIk vN1/GQVZkdUEBUnDhNACBoUAot5x7AruRGBLWc9vTJxuzFRLfB6ZfJgljQ+9jQ+sJd73vVr3bZ+7 fJ/BxUblDQYNHl4scZj3DNAOflkFcoylmN7pgUWvCMlRpBuUJcnKpcejfcRWXJok2lbwCJ+iQUWt mIUIbQcZQaDGcQkKCWKPjWFfhRFg8aHfqNpIpFqqpUj5Ff8U0UGLPNEjG56GjAXdz2EEMgCb6axT +g2WhfXhSrREdhDfr/wYs1WHIe7OUCQiIpYd2fUEg22J29UCq9xOXBHFoy1TqeQdrqgFWGUMc/DX Xd3VcGCQ9ZAiXWQPLxHQC2EgDnpgsswc7MlGogCOvQnGdb2JJrEMZfwkrGnSYYjgKyYcRJxEvfUi jXkgw+3G5/EgfnWFLz3gchnjMbKFD5KbcqwefMAeXRwhEmpKA/HR1zxjdTBhVWlk3A1F20HhWW2i R1XQkYnHUWQhRZFRUaiew4xj7bSfXbTQX63fQGIY9J1EMMyLRAbdaVhfPVoEaNVjQyROHdbjPwLU FcmL86n/Dmc2385VnUN9xEsE2TGQ4/x5Y5AMTO+lB0QiRZRZ2nb83/9NXFYuzFDUXllpYsGIRZV4 nBoth0nupVGk5Eqq2yIdZ1XOxV3U1JkwpcPdpNGA5eW5Ik9WZ0fEIvgdpXWa2WAopXs5H+fNZKTs hilOJVdYoFxslSG9xZak0RqdxXYwI1H81mpGR0Y2IXM8z//BpVDgJVgsWpL1jl05m7l1YVG0VI+0 31eW5i7tC3QppzmZIYfRUD+6I/a5o2EZVqvBSz6eSKs1pvnFYz9OX8Ntphkq57GEUYPuUqD9CvFJ zRkdSUXVFR6VnRqBTX0yB6tkZAD4J9zVnlmFpLT1ZoA2/0zGPQVfcglxAialUODUxBR0oRYOKmd4 KkE/AgZdjM8qYt5OJd6a8CQsuaCWLgRJ+EUwOKUN2kgOrmkq7oZ5Zo80CkcnIofVbAkSjuRTwN5y eA1sMkdWWVDyNGISPAEkyqU0iQd5EM/XERIiPkUCKehc1NxD7RiEfuawRWhnJkGwlCjqAJs8QuY+ qsjPkWlhWRGnauoWdeYFtqNhDhZddMKOaZ2OjGEg5k3shB2ouJZqftxrFWhzvBECjoWshEdtZhpQ 7OijGet2yB5Iel0RaiFYvAWTjp4oWsqXlGdNRdxItF66BcZmKScvlpnRgOC4sqJ3OlU7nuvmeQ+x QUq2bv+PcRKaNJqNcjHq8FUhG73WkSgJqfyXfhUr9ACA/5kVMwmFoQaJrChFG21a/l0QpIITOYZh pa4EOh6LSWzqfZCdQCZUhxWOx6ZaiGEoNdDYQbWjpx5mhbZqYZ7oAzaoQ4VTi9qOTWyVrzYsvvrR Q+rfdiBMv+Ynj57mb25F7XVjdSRFWRitohoXrgbJ1ozl6/XEA0pgtUZcSz4XD+qklZ6pLcXXXKAp 4a3rJX2tLk4n9qEp1j4cJLWk08CksPTge/TSdaBnStKVvaaH00oHngYFWKLbV9qk73jkf8UpW7oN qvhfkxGFj44UNSUuIX7dTwCFkUEurQyrcBkHL/iKXwb/4mjORY2I2mAeJn4k5uugaPrVmOoAJH90 aqf+R4k+kulua6s2X5eBpkss6KQmZI/KnzAdxza1p0UZLeNmU5IiTBzpaAZFQqYErdDuJ0kux9pY jIAOzHEF2GtZzLTpbZE0UErS63W4qZOCXksCo1TRlKR0LdqGa06hL0MJho3gJOeZrE153kqUL6WU 50xxhffqVwnQ5nA8ZN1Gx91miZUwB1j+bSWyxSgCrFrIpv8hD5V80MGGRV05UFU8pNtMRTBcrn8h qLLNLF0k5PsdG+n6jeg2Xx+aLupQHepqhGlpZmGlY7fG7saCUUHW8BjRXPzVxC6YjbN2JWpKDPPQ Vlbo/+xTwFEbFO9Y/KwCA4UFIiskMmARM4VZQvGyvifMmcofBXCnjCVxdm/VvqnIqG1e7MWZuupJ sOnXVinSLJxTOlwtzUgaAwZ8bK0OQhfVbsVLthv+fvClrFX/GsUgpUeS3uzFFAW6LUcBBilYVIpc ccW1GcW2NUUfDaDGCAmRXFoFO6sGD+fx0Q2DTqqOCEtdVB3HhcSuyDCqrSP0obAXBSSrclEz6AtB vgcNh2FMbEyt5i7QOqvu/LCpGBmi5ux2WKMcLfJEOSp6ymZbqY2UGexuokXNamGR0u1x1IKvEmdd QEnfBV6kgh63wiSloCJN6YcGhucWDU05J0ptUB3XMv8cTRHQzL2zLgmjm+aXl+GyAu0wEdpfdAwy yy3aa4GlfLKFMk3iE7ulcDjY8gIg4oLFgk2ybkobVx4irVT0bEWavmLj9LRftN4ELiOfaqlW7XZz SJTy534lQfYhQximsJkypQDWrp0x7ZqyvrwsqK2WrWIupsyeQ5YklbFNxEykRBJxUBCzVgxiWwju /y2zUfyWslZxvgagqRAp9GbTs7GFW9huAk1gfnmvL73pKc9zMG4gGpM1bpR1pBDLlJ4x04w11Y7e POfxInm1l13H9PQvNHUKNPkzCPkRb4FjUQ/tUXCFWiXzQVNxUCxYUzT0kUBzjvpWXg/FNgXDJnry F+b/8t6c8s1hbOjOLirHLqbOUEuDRI2UMAmbmmc31IWxgOyUJiBuHY/g8gJtIk/0shGmR8Imqtgl qW2x3WAP7nAqtfMYhe6JigNDdVSPDfUKJ6dctdjxSijS6x43qaWkG7t9pf2ybbZmK6Q8xPy+c4xs dziPCV4ES0veL28IdJd9cTF6E4FizV8Hn1Zq2/WCxUAXhaMla1EA94Hu7/IOtx4BK1PHFvBt0HIH jHRIT17zSgSOoxnNBK8knwsJC8b6kix/toRimOvgi2mHrksfm0TuEjhBTa/wC053MIRzk6H2tH1v ySLuZWs+RRyZlW9/VADE6WFbosn9Drg171cltzXx/2o4DlJIzamSdnECsXdv9O1ytUQnHufUrK1Y jzFqeTdqnWIzSKUuPeDUqESXcfMxVOXHpPdv8Ir1mF6mvDdiqxFXCpKiKeFDBnBRAKkz+TdhNzVR 6F7KQTKS+LWQR0fkfuLL7ULwxo5xEAUHxzYOS6Qtu4Ts7NixpTRhsrRDzNCFh6581HTW1S4gGnou Fxr2OpuOQ5njtrjKUZOrSORyDGrbtd1HJTMgIdMRH/CAWxR8SlqiBbIAGvlwJhd7nPJNUCuhATuU C6OYZDf3hLkwbk+W0/OIH3sJjPl5V0q6ZZVVcu8fc2I1N3ab5+klArVRqHfrzfmjTWOWNYnQstxQ RP9hzxJugm2jBV20vEdFgDUkzAkgg7eFe/fKj+kNqIUTa32556KWilKswdvHXVRsSox2ffSKW4/R Dj6gTatQsplRTn9y1RwFgQavwHDjMnLNiwuS6hGq2/F3tAougHPb3P3mVA8wWRDpudUfNu7z0iJX 9Ty5EMJecOQXcugxGBe7Hjd7LymSzzvbVAp8xB2nsG9F33pwMATTEjt3At56uIP8Ffapt3OkWpp8 Ul/HXQb2RgXrSLEFMNP73UXwJTQk5AKnkAH2BQFZ3eRyTegVqGk2KN9crHpuGO1cGM0HjNDHapO4 rI6RQ1GPQw01xM59wEtUjCLiIXI7H01MNDsvqo//xSC3utulB6zzucBSYticlEVZr7hNs8QYopHg USDLTSdWD712GZQgR98Rmj330ui1m0OYwErrsb5Ud6UAYR9TDXsYH2sdxxI/pDVPvgNRPZFZ/ajk KV8zYUZeWnDkuFgY9X9KDEAH12xJzFUz7vRsh5nvl0Q++Dcdh4mH9C6F2oSvv4NyT5QuH+CvqCj7 SvrnjYmXOIrHn/CnuJwDMmVfMUAAEDiQYEGDu4LtUmgQQDCGDyEWjLRrYqRLDx1GBPCkRJKOJUpo ZLgLJMiHuwAkSdJmZRuRAGqJVLir1sKXEVFCRLjrWEYAOV8GE+rzpkChPQUGUHpMqdISTZ+CHAoy /0DJqiVBmsBaUmtWriCPdS0h1kQzr2fHlhCKVesxqiXXRn1bNRjTp0obDi06MKHevQdnAh147O9L i4cvGjxGWKNHrIVRmnxY60mSOZaT3OQVsebEzoUH1uIlOubDS319Rip6WihoAJ2QFkRWlXbUACYC HL29GzeL3b5ZlAAeALhw4saD+zZbHHgz5seZwyY+nUUw3NcDHJOOHbda2yH59iR6s1ZfwaAVTjw/ 3rXBipfaJDYYDFnEEhwdB/hbGvxIlf+LKo2hmhSqSUCDCKRJwQQP1Cmw+n4qaqjWCpuQodmaos2p qWq7Sq6tQAyxJLdANKuEaUQcMS6s3Oqwp++qYv+qqfn82guhGtsLTDAI24MIMdUgQoYxgxx7bK/N InqCMswChMhABYE8qEHXdkqIx/N0Qs21ozAaqMOndOuOt92ews63p3zr7bfpmlmThWaoaWYa56ij Lc26gilzt9n0NAFPGGeLSDz2NIqpyh4FKpAmvhCNCDGXIqKPIY/y608mkZLYBcCisBSIwU4JsinH wBpKVEIc97KwS4KamtApqDyM1apZ33qrxRBN/FBWoWRt8VXxMtQPAGTqOoZHglS9CaWhEGpUx8Ea 9TESiyAVdEiBQmzSPk0rm2OvKWGiSEHyRgM1oksUSkggCMFlyLz2UEX2oRJYg7HPMbnDF9/F9C3/ K99/s7NuzNnEfOpFYR8i9thkXyrNPEJtTG+0daOFKL6LRToW20o5tS+JWjYlb8AFzcWp5IKeFYiw due7EWKRGCboWhqDCTbDu77M2d7sbqVtzp3t5dApGYONl6GZY8aJr52cfXbmigmiFj6Nni7yLpEh 8oiXjjIrCsmoxZ2oR9FkSndHAL6O9NAtKZxPoxtZ1blDMemmrTt+9ZyGzL3rNphX2/isCtmX12WP WRuXVhdRmsqtRWOoB4JP8movNOgj25SFCKRMVfrrvE89B/3tlI06eSCX4TWa8J/aNshmDWHHWXae ZW/G9jltn/1VpXjN8GmjWpcNoqSdPP3dpmv6/x1yAOBro405KC/o6a3wMmzej3hJ4om9ovQ07JN5 8Wy0tG9SbyZ5WQ61rx7hdluj9W96FegvpQPaLLmjCv5xo2IzaH9kmfaStJ0mgIjqDDLSV7HJXSZh k5pL5hhSko91rWOhIdnbmkYqgiDwJVVaXaSM9r/BfTAirwsWv15nOxMiDHhEUV5eCGUsY2HEaANC 2fmipZBjmC5azXNekCxnFRZyJoKUooylGjaQioirgwnkDOkYFZQCggZ+lctSs5aHLMI4RSBwSpXi KEbD1SlMUsbDIgZRVkX2Oa4mWTTIxS7jrYQRpVJD1EkEP6IpyAjEfG3kFA9vqEHhlQ2MVGzf0f/U RsIeLYYgc6pQ614Iw6LwSEsimVJCcLi4HfrRjQN5nvN+CJEZAgBEWCPI5u4Tie0d6XRLBA35NBIJ XihqJB98GPuCcZpVZUk+nazLQOYUTDk14ya53GBEOhE8jGgsl4V8CCwbQkBFagSBTOykJ+NoGWqm 5IEdDGJJAEmQ0kApnCiLWCYL4rjRqREyNRzW+5S5PEYyxJHFBGMk3QktGp3xjiNBZ4+QUaBrEuR5 K+lcRJCBFTsWj1Wo/Ngev/dKJ4aKNKCKyerWBq8pHjOR5aTi0+T0lyqKsHSEe1lGT3ISTHoUI1Aa qECyyUBqUgVxp9yKR1FCzsJwUlkJ0kkkfyL/SPRsVJ84caYb5ymQeoq0bUAVirnw+dRL+fOfoKmm QF/qvMscVHMJ/Uv3PlQCaBYqogGaWOgoMla0vfOKxuyRNHc5PH52EjZdnIZGfUJS4PWyIPTxa8vc ytBaooulfQWAZyjyUgBkszIRScI0T9dQrEwUZa7sKZUMhMFICnVLcy2qUSHrmv4h6p4wi+fRjoXS kZhMVK5h17iyypKQIXKnp7yKR3DamcQKMEdPwqAIzRZawHaKhKp14y9zqDi9si6c4zGuOFnb2gop 0ZoDxcwcOhLXmgLAKRKkrEAIe5gKQsanSgOA8qBIpRB20LPHFW5LMwJU4PHwaSs1r4OqOsnT/5X3 mrJVCRKN0h4B1QZ73AvbfshbXYbubya6XBw7o/i2ox5XvjchYBjf117DuouoSiybglMVqooo9jKV 4ciGqeQlD4EknBapxSW6B8FvwZaIbAVMfj3XYZURUrF5qRgmd2xa0/1vJ9KN7OhwnDGUZfal/+Eq hkEzYLlkBpAVCR9fRaJWJ4nLiUgiVHoNOeGBLFfHy0NutJSrLDFH+CBAtuGHzypSiRzYuvi5z5gX p+LHTPQwFMEyGmeM1fs+DczocbMoWftepiraXeqqcEM0LC+qGjlC7BW0fm8otib/x1LEag9YPbTW WML4Ei/+lpYnw+UkBriySU4VQv4saYw4+P+l2mE0YG2skQvDDL6d+q6BUO0uhlj2mib+SF897TnJ miSBPwrnotDD5EJx9HScpZKroXzjHp/22ih5dFDpO2ksldPa2xw2iJfnZMkoRkja8tLmnEhqF8sY MsS+b6kGUi5KGzrShTPZrU8FufUtN3HFnDRDgp1vYId4JCMe6Ec4AmBZA3og4NS1s8s2KhpP+7Pl Huq+8YzkbQM8jTkhOHNvwmBre5S/SjaNwztJqWMDcdUF6Uj6SB0fWVoSUfaucYRleWn27bqBEu43 1NasXlZ3MLCRmrWRceoZCfmIzm7U3kc8MjxElaBkP0LXVF3jW3qztdDdNhfBPW5mkgcy1xn/5iGR Ofvd/YJcMT6CcWFvwumSPOTbP3/j5C5iOrnPGeY8lzTjBp9op3+4x5Be3vmmWeaJl/w8CU/nglKu E59DziMRl3jbU/yQacEHSBPFu7ievWEF0T3HdK8wtqF29Aot5OSJYj3oq43OwtIyKDgRb8xlvu7P js00F5uaqA1vo8KDnWIujf1MxiiTpg90+s4yJmQPjVD8ds/yS0a3FTW/2yzaOQmCo7azGOK8yZnK 3R1E7HihJfaKpX34N8b7Ix9P+3NmXtyhwSy0qWbUfi/drKbTIAdcjC8+PAXByuf7BGvM5G/+YA/f TmICre/+VGpZPCfpzi9UGCffekv8aM5R//ysk+7DSJYuh94IerTqyLaLBDUN/lRmJhIvuvivAm8P zWQPMhSi9mwvnFROVO6PQd5HJOQtxiom+NbNB5MvcuCoWuQufJRl+TQCmpBB6g7QAgknXRpvB2fP CyMnB1OQos4KA99P+4yQWtwI62gq5FSwIEAJekKliZ6NCjlOejYuhyyQpCywadxoJpiQ/jow93Ki BueOp+pOJH4kiwoQiZjwAQHgk6BHjhYQIsrFczaP4viomh6PQKYu1cTQ+v6QC0VKDF+mopCPSuzQ DTXC+LLoBK3Cf97Qkz4plCotpUDjPZTthrIvWlpOUGxw2zAQvx5xD/HLUJzFE7ULImBs9P/S7XLa cBBrayBiioJu0SC6j/BYakpo4gqXRzTU4wZHBgwf7LjQRbhmAgllESc6IxtFzwFxL/3WD3Kwrjbc h30IigVtESYgsXzkbY8oiieG0f7E8eB6LBTP6RHBTSTkC/MaJQJlpigScHlAxI4UMp0G4rqYBAT7 MQ1FUDPcQ/LC7hJ774kGspgQUkJIsfWK0JIckn1WsfYAb3k8Lypkg+SAgiVY4jIo52TKSd5i7d7C ZRc4CHJ47yWAqg8XJyWVpQc/rmRe7xe7TR0hS/32sVGg8Ski0hczMqbM6Q4VkdTQo9XWzvvUcQSx MRwPkimbUtHycB3fBgt77vt8cCKhJvj/zK+MHjIjnezJAInP/nEaLUidvvEtzY0g1/KanPLjXM5k EPHT0K3v9JESo6WUsq1HvqbErgu6TIkZMUYw+UhcynIwWQpiVq8LT7IC3ZJsGvMkpG1xqJAJ4QN6 gvIvYDEa4xEgU6IynGwOx849DuMsNRH1LvIYC+N/pLKT2LIpi3MCk1LocmQi+Cq0ajF62kMJkajv +mkjtKc7V4mPQLIVJSfsRCyxRjM0H/Mwz80QefCazhEyJ2p1zrBRfI4JJ1GbKpNSzO8mDUgg+vLJ rnE7LUZyhJPiXKk4XTMlXwgiFTM1/ak50xMut4w9C+LuLGIr90KrrtI1rAYY2wNJTtDY/zCyCl9i JnXzsKzpPJ3vExOUQs3KRXGCFzhwQkuSHT8yOkXwETWyMiMOZi4yJ/7TGgP0IEoUlGrT79LxMsdG KYEqObNIKSGjKIcqgV7PMHPRGdnsJnjyebCSUjBtF0P0BEfUR17CLgvja6pOReWS1+ISAAdKlmDU qO7PSlnxiQr0q6pLR72yR07sLx6xNGTOS30TF1tRQ3OEumIQQRGETiU01SK0E1/KcYaQ7mrvJREl MM+rMHTSoBpPes4UW+ysT/3P74qPNsmzlQRjNDNR697mUY0yTo0ORxevYeART39PTzezU+t0L1Bp czhzdCKiOkPvJwYwNxOsnJZLGSPVQf91Qkp58FErVS2jJTjH8CW2arYaD0HDNOs4krfSbxKt093s TVVrFfxOIgYH6kafdEbtFA1dchULI+eONGv2tFMVNVtc0JsMQh/DFYIQY5ByyFX5jqxglawUi43W CCp7qlz3AlML4z/ttUslyFJS71s3MsoSZfnI9U6XsTwPsmCvqEfgtVptaGT/wkz/oluw9ZoUFVss sxKZDw5rMfRG70KlURULK5KkVTEFNoecNcEC8FJ24esUaFps9mH7svHKklYIItjQtSCqkWbFEsVg U13Z9FyZNdUOkl19r2RIKCZWFTTmsTA4QkR7rGUrDgX50UEaY1MFDLyKVUlzkWHNdVH/QdY1ewxh lzR90I5YrRY0jI9jJyVpe0w7NeI78lWcEq5ePxUo77Fqt6RrFetplZNrw29Wa4xuLcwVH/YEuVWx 0NamtBJmfxVTVIIlDvVfGxUyBfdxzy1rR+JuT8IbRRbkFCkn4rZHjLRfDzdQO9VwD3c/Yem7NJIy uQe8dE7YcohyX0KvNFdWFUskZYJ5KdDwqq5RUPYlwlRUzzaLEGbcigJix9JxPXV5YQw0gMpkHxJ2 RY92YbLo9FV1o2UybTMrdRV4ZZD9MEVlhbRJOBdg55J6MRdrX+pvH89yqe4sT05Acrc9ntA2O2/m OvU8x/QrG4Nw94j01BF/DcJhC3LY/843XdmXIS7Bfdvj7hAN7JqxdUVCQ3n3erZCV40VUdTKdK7O xMLORAG4dgWYVSX3mtR3/hD4HQs0WZVoPCsGXI33cF82Yt0ofU5GfCFjd2mrUTy4edM3hJWThenT hFWxNhsychrYNeLwhb9p72Q4U7PIicwlVLMrysZ2hz9taqfrcoF4hGtpIE12dQRE5+a1KOKIS29C Vz7PjchIOZuwIP6L06hkZqu458aYIR1Fi92Ikl8qErxYbHuYZF1whaFGWAc5hrP1YLMMIso2RF/p k45vdcmYjuWMGY/2STfZKIf43O6UjwkijnuEcYPXJnU1dAV0tTQnUAsZJ/h1YOnziv+RUgD/OBeb uWIwmYvtrogp7n8RxaBQV3vtUYY5uDPf7CFOGT/QQxL7FW11+UtfzpKhRp3TtfrQI5ZdF0Fy+TMb hZchgjbSOEsfTyjPGI33w4WRGVHaAEsLI30JGnJceXIz2ZmFM4xpUQGjBTNON5/R95pYZqLYsH8F yDIKCn7fip4Z7lxAGmoiuZLdOV7h+WZL95xdI2op2k8VM5hhWG3JA5TMGHuROIukppKl+VKjeVrZ eYb1NxL1MaIx+KXR+QAJlYlF2UZy1T1Hep2jOloguvHi46T/IqepVkvhaH67U6aQei+AeVDJWiSa uKY5daDisJMGuqpJepV77KBFFq7/y1ciDbVRpDiskRpcBu9L/iJ74uilWLqHpvpSb3p5Cjte3VqO NUKJo8XYGkuvwxpUjlIjVsxz/EujP5kFr2kSs2ixFat5KiaxtdOmD9t0e1Oy9zpm79mXOQUzIruT aPO0AVercZq2R5uuT7iw7fOp+RTiilm1ozeRLXs/G0YleFOt7/qzPwlyWrBT15qqRdujMWW5e2SR AVS4dTWBZBcbvVOzk5ijl3i0PVuBBLlTZxO3RVq39Tki7Lkwtje4tTumO/Lx8pq5QUm285u81Rt7 OZuqn7tu2zatrzuj5/vA3THKkJtrBuq9Izqbkvi8G+8+zVsO0bKxfds1PFdMD1y4//E4VO473dyW rXlyfjf0pYqav3nXB/8DrNsDRMC7w2U4wcMunOV7l3fUjSAcr128xzJ8lztawDE8sLfOd2X8yP9w kd+4v1KbEUf8OnVShp8cewNcpR8ixOu3qZF8y33xlDvPujRTtn/8L4i8Ux0cNHaclbNGJUps686a y+EcPSZW+BixO7M7CVd2L043xq1Otpw7yh8ZtfO8KEQkzg29xre3zrwz5tL8YXu8xxr9miN9Vx2r bPncrHXl0DXdc/AV+JqcAD89fAf9mo5aoEddqP2z1LOcpje91YsHGj/XjfDj6oAvuf/iP76z8dj8 zq+zzJVXJNy4R2DE1Ykdgzrd6v9UHc9D/YJPHdmb/da706i55tI1R0OK/dqLR1ZuvD1s/JrCdC9O WYZDVHugxsTIvVG63TXwGdvZnUhJ6c05jw1jbtqpnZtiXdeX/brz/dYntt7b/d9XzV4eLoJznR6D vTE8V4YPPglReetCFeAhnh5lhdTn3ASLhM8vXoaVMN6fHdO1POJBvkf8eg0X/hmN3IFkTtxPnkc5 vMB7NeRhHlE6xNvhvTLhveZpntWvGeuwEudj/uf1ulclmB6F3hqPvcfmfNtvouRB4+iB/ulV2+kr ptALXVelXtiLxM19Huq5Xoa1Xen/4ut1Rle/nh5XvjDGvuvVPuivXusrcnc6NUViKPLjbXPi1/7u kTrtKVJuqqfxgGbuM17DRx7vCT+fy/4VYeVVvF535p7uCR0qCj/ykVrg3ahDFqpT+37uY0XyOb/z C7/tPT/0RR/gc2b0Tf/0SX93Lh/1Wb/1Dd24Xf+aAgIAOw== ------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0002.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

I really believe
that
accuracy & credibility
is more important
than
inflated impact numbers.

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/master04_image002.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhpgC/AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQCk AL0AhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/AAEIHEiwoMEAJRAqTMhwocGHECNKnAig BMWLGDNq3EgwgMeFCEuIHAky4UeMIZMkMShy5UaXFJNY5EizZkaPDU0E0MliZ4CeJkoA/alQp0mM SeYkucRyjs2ISZ6UeBLgqdWrAD6SHDkyqEivJcByNXny4pw2kQwmaZMx7cQ2bWBinbsRp08WQn+W gLK3L9+/ffH2FOyzZVKKbZgWTDy3jVO6kDXaHRu2clAlfTFrLoE5qFiRKdeylRhJMUG3VlFHXj0x Ic+dfmMDni07cF7XCAGcNf0w0i6DqiH+jhictfGOkyuL1KyEr5LmSZ5DiQ5dOufrX7l6FIiWtEHe HIsj/1Yp8/hG3INrT/+bZH0SOjJLyHySdG8wZPfz40eWG0Cb4RAVB+BG4kGUmGNJRTWSeRRp1VVl zjUnIRQTThhaEscgc0wk13k2koZVCTSgQbVoNOJAJV50SWmjibjLLrXAyKBEDQmm3ns4wkeHEjry +F5+6yUWCW06mZCfiBHtElyBABR44kNKgsfLQLzUMtOMBy2kXGbV8cgjHTuCGSaYwVC4I4XTReLb gyQBcAySwhX0pERznqZkRDEKFGOdxtWoF21mvudjmILCh1+PPf61Jl+DKQTAfQDAOGVBeRLEp5wT wXgpALVUiYxvkGKZFUMPTiedhGG6QYeqYLKKDKurhv85YXRJwOghQwMhE2mkKaJIaUa9QhnsQxkW G+klcLWh4bLHXAmZQkDJ1l6OXq5ah6puZOLGq9fGWm2OfSnJqEMC6TrngJMWFIxBfMr40H7rDgQj sg/Jp19kIYEVIYXPjRlrq2C+KiassM4qnZVhORrpi5Viaim7EMf5UDBvWuqbni8+mVC5FV8F7Y2I 8ojtqtq+qi0mbqAca6E4zhbjbSEOF29Bl3T8KEUzs3sifgX5JiBGodrkYHanminyv2LSgYx87yWd tKpeohldWC+CFuKubk5MUM4SGxTMiBnK2bCle24KgIY21SiUX9Sm2m222041VVIHaustoev59aJP kqb/GAzXWcs7EeACfa2uQVVe1CnQaecbVpdmAiz50iVggomYKKu5ophRP9dcV1WXMOzZxGZEuOED HWPzwhiNPlHYHN0F8ntQk7xtAJ5gkrsndGTSe8puKLmLqjm2FxsLuwRTVXG6FmTz8wStLtAxOTc/ EOoYVVklskop9URE1qNEGXNoHj257p4Ik74nuV/udPC1nFkddiJlfGLQ00evf+oGUU9Q+I8yW4x8 xpQBkSc+79IIetbGnpDZDhl0EEYn9jNB9tEBZXarXYymRaSf1IJwjwJgM/hHwsBFb2b4+xtFYjQ2 AKSrIKCBCABb4ziRrKdaksNEMHSnPmT4kH25e1rG/8pGxFuVAEYgtFkAjmGXJiqEiSdRXQkLlyl3 Ccd1FblaQWYYEdkBalDVyhYd2CdBZKRvjL1jIS++FaZFqTEAu6gKxYgVjIY0YyHNKklJ8niz1HVC Il8z2wsLosUtXmRolSlaGP91OcvtznJ0gNH7ZIWmqoEFRiGaY1Y+EoBm5DEhdwRlSZrRkBLkcYlR lF7hVAismqBtIh/Dy2xYlirb2bJT2OqWj/omqRJ8jS86qZLMmJiTDBHFBM0ASjLv0sljHiOUwTAK Kgv5KBCu0JWHpMy+mgMFfzHtLHCZ1yWQVjAl7MJUn/tb/WIWRyiSqgSerAwpRUJKsMwzLM2Y5xJF ov86hWzHTdZU0S6Q1SKMcBGGsJEl26YTppDQJ1a+GZnPJJkE7fmmU8ejWIoY0qljvEYnzQgGYWxE 0mSu7Y544Q8LnukTo0gRI8IboPBKUwvuIeh7FDnoQLSUHXSWTySxUtUuyDkwOrBQakqY2q2+phWF 7KJZY4knPrPjoXrCszKUuydoVEeWJNkPT2pRibNkCMsizc4jiIpftdaqo/fsiTaEER0xiZIQXhxD ociEQplKMA31+KUZfFmaCe66tpWitCj/rCb2JjLIgchHJBPR6SZJ5aF9BcBoL/LXl8LUTc9N50V1 zA5HPULMLcFItCUQLGDpCYVmKGG18ORLs1gwT6//NEMsC6EYK01EI2oaRLJZ4cmN3MMLWoKxrby4 KC/6EoxL1LEnosON6kgKz1oApq9L6ytf+srdvpBSr60FjCdHShSu9ocji4PIWLUmEZw8KCj7qpVj hLQiTbEQRhSC0WY89DePxHEsUK1qLTDTWiUco8DNcS1gXfva6BzYtdexqoe4CpqucsRsElElQXAT FIXyRSbFZei04CPi9ajxxLzs1BvhS9jrWrcvS2MPd40X3jKtdruxgdd+WqqwVloFuJOt4Uh2YTzp UMen0ama/f5Wx+QcA2GaCotHMwPYASthGhiqzoJdi2BkMBjBzskQm1IbWgvDFCsaJqRwoVuC5QLK /6+9BAxeqMfEItXCsOGy7oH/CgXrArZMOMLyNACbBCwjg4M3JvObBSPSwvg2eRlLLqfmAuRRhSQk u/DQZTJzHXPa9zOcVF2zdjGSfGomRl8+ci24fOAEt3Yar23OMQY96PIh43P73ZIpNUQ9Jvvafva7 7wBXRJM0E7JGd+4LfNXzMmDmZSgc7uSq/bJnvlRJxM2oKI4ODR8s06EZ3/42NXK04EPnTbzPfGZe +CPNM1vqQPRiHEr8yxWw2PuImT6irksyFlLn0zn55ExzrCuh5+wCsMc4E7h51E1Ty+/bxyh4gv9t mQdBNbF0kgiC5AI+AkU7PenhhV5YcGceW7pII/9/MRTUPZ3vunUXYCwuHYLRbTB620ew9rKO8knj 2hCG3ecFa0ykktOMDGgyIREdqRNy2h43td761kwSTP1awCYY5qkanpjArapmTANgULv1t8uHVKXq +pMYF47ZEBgRYzvMThNVMWg/COm/0Vm3H92Lyv+a7XDjCOs8UuuOYD14tipB50oYd1tbnm5POl51 ur07kyWCRbVANiIBFZx/VkRsgoxuTk0VtahJbWQD40d1p/fSUGM1VIKF2/UJ59EuprHqfNrep5Uh +RB3zzBga/4iC4KI2yNFN/D4qiCNFQhi0/OXVT+zGfgRcbihHwws86J2I+v6qvajKporoUq09k3/ y3oO19QGwKIDSt4lUoyRjdFEJbUoKIkiliWeVpzUK/fyv1F1tAwFT3JJMw2qknBKk3DNoHXaZ04V YiodsiXIQET2tXslImwUsV7A9wSVpyf0xxLQAhuA4WaAhm3NQA1stS3BAze2I4CZQHPZch9usEay Qni1Mn5vBkwBwB/ux0u/1yQzRRctgTUQgUUj4mt0pjoQ2HsMQyGDBm4CWFRK83/uc0Hg9oQB83/f xoRTuCMwxy+41heidUpVcYSaMiKlURpXgSvJd3xes351RzGdQGcsZCN8kTyOZ3u0R2tXdjTY4juf QAefoAek4Alf5wnBcDLBcH205nWKaHvHcHCP//d4cvYT0RR0GNMpF9MbyGJ8NzETldcrZeN7hMRC UHcZVkYh+ZSIkgSAYgJEpNCKzdCKx8A77hM/YAJudlg7Clg+niR6FIaD1DSGEbgnBEFQ8td+YSgR yaWDcCI2frJs4OVn1OB1bRMj2ec7ngCIpOAMo+AMzaCNyKAHvJMJteBlg2YtbpCIYWJdHCQbkXcf lPgwnNI3D4EgNvEkwvMiUJKPyaEvwWBOrbV/RjMwq8cq1+gJ2ZgK3DhoznAMgcg7yeOEV7iI3VSK RzZmvTZ5+QiMZUMQ5EETjeUzaUgldqJ8KCeHqaVv2nVctKOF8SNGf4gM25gK0UgNo4AMrUgH1/+3 giozMoV2ZYoYYuQXGMdUR38DaRShPWpBHzjlY5tnhkAYhDvoXlCnIUtoe1ZplRB5QQaZjd1oewvZ kLSoc07zeoX3VJ7EgJ0xFvwRM4HULsJYEGynOAKxGy2SgXASLB5RJLyoIfnkZsXjQCgoRp6gYtro DAgZDM7APrVgiBlUjgnYbeA2dekGGB22E5MoJ4Fkl+klEI9ldLoBF/A4EW95PXYnal4Rcfl0TkfG Tf5CMAcII+zTiq3oDKQQiw55QXRAgK7pdWt1gOgkerhlShYIimq3YZfHWAmygUH4Qkx2DG8oOyyw V32Ff3uBI6foddmXXBjkh4AIiAYZDLxzfRj/tEOBGSb59HzfhmW0QWedMBT8QScyFRHJyJnuRycq oZxq9zW+pnxJ9yH4pAQDdpWuBZExMpa4yTu8A0GRFIUQlIUD83U7YpVI1YC9xk++xS4slHHBFxFH xHEayFgZs1jB9TFLE40r53h/WSjmVAtNCDcYBDyMCaMpU4hdZzdeIoO5SXFEIhS+lnlwdyKbWZ/1 QmQPYZfESUhaYiSqMw0RBzn895quCYCsEoUq0wwqk3Cskk9bRwed9RxMqjp8gVo68Tc8Y3Tr53n4 SJ9dJDoQkYZlc4kQgVjUc4ogY3tVcjdcp4Iyqi2ZYKXnCDclk31XeGUs82rwxHLPVhhF6aN2/yJ/ lhhHHHpE+UgpX/UbGYgTopZdicQZU3d7CvgvzQArBjqqSeNJEGl78sMvLMoZojYWjvImRokRZRgc fCISbko2VpQiIfko1JMQ7JZoJ0pofSZzPmmetoSCzXAygZlBOoeL3ZZw63hwgEFnx5Qb1qOfGcE9 GANLkkp/vReaT7lK/cUQHlVbz0dKB2Mm/xahUjqFbqClrgcwBsg5nGN7nhWgmPEVunUUfeQiaUoR BLWtHApHGekzGxgs+7lJRqIT09BJiNp8LReZg7eSehhU39aY2ScwDlcoCPddezEkqyUYb0gxV8M1 LwKnE5Gc4doR9ggA9TWpmpc8u8Wf/PGlAf92Hfrlqf+IQ0S1pZMEJgQYoZ0Da6YYcUd0W/uGkaSj M1YkEfB3Ka5TU06CfAEEQghBMf1kkvj3TIh2c7JCljzSDNfSotbiJYgHH6baHpHJF2fpZ4SBcr5k OAHVtFAhKRlHKWoidPKCrZhnXqjlb4QmHQ6XYK05MFOYhdo3gOHWWfvHZbSycqQWnP3RnF6DehTz r1CxEprSGwRxFrsaLANFt87jjguEF/5WbYfKUDwSe2irkqvibRIrscFgqj5yltU5G4eYqCi3Nbug K/ByPc2Dsg8hFSuRfAOSLO3ir78xJ7rlJpzEFU/VLJchmUVjdaZYgv8Ca6EqtDtyawApa6b/Yjye UQtQVWHU1Lyp80oocidQ0UK/FxdzkIFTMoYCkYbNGy9+YpYMlLq3myH38R7QSihfG5kDOnU8QnOS eW4Puza8QLLQdaHIYJT6McH4wb4QgYFQCQAqwRZ1srxjcz+7ZT1aEb1b4knW8VorF3H40S+syX/T ZzSudWvPYcK4xlW3QmpMJqTOszBP4r8C0Xn1wqaIAwD08RidKLqYyTU5w3R3NXL8+xeIemjZJn21 i3OrGyYHFoJTJxtcNS5x1BO92nGRslhlOozFKBBJYIkk0pGTFoSborT5IyefNBIUtmmexCxguoCu lmDaOyEZ0iXNsl8UNmQKMbO/JS/4yCzf/wGalKrDJTIVIskuwgsl8SJ3liwiTZYQYExYCvVde7Vy 7hHKhTZiCEdiU/fJ3pVRdeZB7mfIW2Mpu8Ccv+uyjsESkGopP7iMA8GGg5M8YvNUiBwvoXaz/DRl evUcgQw50RG4hGpg6LQ01jFY5Xua5XvLq0RWsDwgmjQQ4ARDjlweH2oxbQwR+qlikhbJneDLjrVE kzhSWbwfwlmD8ERjq+WxetUss8FVI0WyQsy77EWpaUHB3HwYG8Yu8rGDQqLL2Swinmhf1TQ61JMc wplaUzZYm0ZgnBprn5NtmIHPFJ2Wp+mqcUuwXrMzajc6rxQXcjFW0eV5A8EY9at2I5KhVP+UPK6z LoilpLCBH9Epz2zLZ/bxF2WyV/BiJENhFBpFzkOIJxZ8JAPdXqQGj4ys0P7qVQAVDDe9U3bRLKdX GdL7Xl4IYUExaPzkn1zNT0HRq+TyN0I4IJJ1shyDegMBzvViJZEM0wJRHPOJIskod9fcWNvMn9Sj EyrFo9RFG/acaLMlUm/Iozu2yltziJjn1qRhwbmCxkQnHFfyG2vxdlW90HJiLl4DQk22LFcLdWIa YIroFaFFOa2NEP6rPF6Tgf/qdgZ72XNtgS50XkT2GC4tL0KoYvKiK4CtYfHii2NardESLVbVV5XJ RNGpE2ptJBvjyqxj1Utb2S2SM3EJrpz/cp+/7SK4irmYvC5DSNozoys4kclJ15+mFBR0qq8igYOm RFrhQzgfNLe/wagscj0dc5wE8UJt5qHpYtn1O8nOdTajY005g0JzhXIQjkoMy2MmcAmEfdq5AinN VUrnFwBfw+FkU2lNAh7NE0O/Ii8e2sZ0C4GwPD3nTc4zYzM583R4lBBV2RDKs0TX8z8foTylRGrJ o0f/BMwYUcsktKGRrMG14KEpYuBHPBwAJKKWEi8mu6ZPpBDRiCt9dK2bBC8j/RpfHORHDRIPmBFG fjb4+4uO1bLkTdU8jMktLhwxPuUY8SZ2eDj9Oq4h4dplFhSRa0naQa4Y5h9nnjUADicB/5DGRWrg eX0ivgEgJsvgptHgjBo4Xqc16o0QpEYUSyMY5+QXKrd+hZUXRcJUGNE9W2OBG9WtciIg9viv4xjn 5DxFK4t5ADBCcQJFHlFmuzZlX5OWpIdvRsQVD2jNb8FxqjQlLTE6ex3eYhPgM9PmdF4ueH4Rbrcu QDem+xtjvgTqgIHVcqZsIuUbFwqXmd2vmIJpNDNQMEs2D2M90r7j8i7e8pYkHi5a0TQSx9wcLwId W0gd/e6FazNqHJJ2DwHe1qTsiT4skzzJvNIzfRTvhUPZe2s67aU8hY0XvwRjt6uaUDAkHFQrQ8KO phsJRjERc3DQIVSknMnwlzAsdQLz1P8u8fQex25u63HqX+VbGaTXHocnIS+SXwv4IrSyGZRzRAVf 7mjsLDOULi+UGMNSecIrM+Ms56/s3YMzsCbQu7Lx6euBwPBBZEbVVjrSKeS3VyZA7jrMEuc+t2Y8 InMyySlS7FX0P56NMzlfP6HFHL/ux2HS76u3VlBA9NYxWyJRGj128Mf51rvMFswOHEBaLu6rnDnD 7hbPgTzB9bMUDCwjdrUyVILHMhT19YCxIg/stDMBXL0CmkAK9z/jJpvS5h1D89V+bJg2ZUlVSQG5 La2SMa4HNfglIdBcGSvCr+q1MW43KfNV9YnT6ix/NkyCyLVP+1h/cj+h+dUZ9kNVKCz/eC2SlEvf IvbtgcpQkBiFERFSMRNuT+jLGPfGByDDt7LhM+i1LpVH1I9OOpBVKCZ70rNG9e8AcUwJlBImCraJ VKJEAAANHTpUyLBhsIcVdwGYk2QOAF4Pa3WsGOlSxYYgIyEjSfIjSYoOL6aE+fLhwoUsArDYhawE lCQ86SihU4uOm5/IiLrB5CZTpF1Ij/6EGglqMIJVS1xqYyJACZgAkiic2BVALa9JkgCQ2ZDsQ5Ew 1+46JrbhrrQNUbqUa5Hk1q0FS8BV0nMgUCV06Rx2g+zw4l1CFy8+ukuqEmRKAivxO6fNQokkFXKN K7aj2bkVQTrECrOj5Lti11ZsWTov/96KAQJoZbGzhE6ePpPQ2cXraKbESpF+dEp8aB3Cu34Ho6Ob IIs2c/jCfMI1bFfnpMfqRY0w5ctIAEJzr2vX42zaD21/VgglmGUog6HuGnoYE3Q6mPrvSgoyAZlS QiCeMCOojc1sgwksh2IjaZcSsiuJrYraGCml8pgCoLWYXnPIQ7TYa6i8ihbCTTfefvsNqCSaGmq/ TOjwBBNPgKODuKSUI+o3qajqSTqNktCKRAg9+uqs71wCUcGYALikvPPcSm/KxkhM772+DCqwN/sO c+wwZGz0RJgyawHQv8cWUyLKyuojyCATzHJwNhFncjC9tTTbKCU0TbwTvIo85JC99P8AqOk2FXfq icWfJBvqEzqQ6YRSSnmJ5EYelQMKQxatyi2jhdgLFE+1HqLLoercAqAt8+Q6tEMmSQTRofcMim++ weqDCjiibAxGGGGQCQYZujBRkyjEFmuDviSUMIGgEsxicLYjPZPotNMaykg1KAEVq9BB2Yp1vJRQ LCE3glako8V26ZAKqUkvsbQTyfDb8akWsepNugkL6kyuUmuTKT3vVIrSoSlJSpgkK03MK1a+FJJT IMF4BcoN/MQk0xOPa4lyzac6vcSyZ/36ijMSB17v1IeGjAnDEMM9lNByQ4LJthTXFfJdoOIlTjFJ bxTuEuPyI6xdzayabto6rZ0tLRD/zVJSJScbWjgkiB+asuGIu3rvMxN09bJXSBE7Zln8pFr2MMLq U1Bavz4LWK5gsvYT54b+Va2Nh1iWOaXYxJVr69oSzY03Rnn1cZeM6YAuMjewQhqqTzXy16ZRVzYU VTy1i7BPrMXK0OGHvA5Xrr4+E6iEwOAkLGRljVpMKAxH/gn2Nk7G1bZq2cM7b5ch+iqmqmXtyu+U RCyddLloumk3f3tjseSiklaClzbbgMrFdxudQ7rbbiPxwajbg+jpuZJQfrb25Xq/K8PPXT2Y+Fwf 6NlOeeWvVzoUdBvs6DOtk1HsOuWjlUNWcjiVdIs98etK82ASuOfdBkPTE9IlWoQM/3e1KCOW65dV smMTmxQJgVhqWcQOlperwQ+CFRGd6haiIPhg5nUDaQPs3vQ2Be3KMpZxHZ3gs7kTFvFmSDqeXDQy Gwcmj0S30Uj01OWvjPQGOo1S2uWY5rQnjM+ERTzhEVFFQPassCvsEwsay2edIabrM1Bo1kDIpj+e POtAAxGb2A4IRj7OphbZSeIZn1DGGMIQgaIaHwmFFD6ebfEJQdpibqD3xT5WkjufKaMZYaLJhnAy jWcJG3wMYhY5SQ9BBPxKKUtJNyJa0pUqUUggG0ShvPCtIrQk0YTcgyJFsYBOVaGKv77StDiliy8m eGUyzYXJ2UwrkydyZvnM6DuaEP+QYnmMJTbbWDdldhMi3NxkNJUoziQhsHg5W0h2upgbRWouIuz0 4la8Oc9KMvN5YLEne/KZkr5MrI3bVBk9BcrHieVlYvIsH01qeU6t8BJ6vBxoRCtJzdn47oS/E8s+ JbpRjnb0RAj1aEhFOlKSltSkJ0VpSlW6Upa21KUvhWlMZTpTmtbUpjfFaU51ulOe9tSnPwVqUIU6 VKIW1ahHRWpSlbrUn1arMxhlqk0neVCH7jGqMKXm6rTKSr5o6aopnSpupDhWeJZwfAH9qkiz+k9t 4mpu24RqWiN61ptEr5hbxKtfSFhXhcp1rqx8q9wI8jrX6cYgcnMr9MDpV0syJJH/bpxiXiWLQXg2 lLHdDGUeuYS/O8KuPs4i7CrhE9fLFvGYvcRgVS7XLt+EkLLGhF5p+xg2t3Ipf/SxT24xBlo82hCb IJXtRXc2vUb5xnLH9Z4WKXvW4F60jVy6mA+hQpTHYc+zty3sEEnb3Jxp5bDE/Z7PujfepDmquJmD 7WK5W5vVXZO3vHKbgNqWn/i+rbfZBdh21/tNg0R2cR0c71MEPF3xnhdUsN0v2Nq7WS/x6ilrgrB8 keZZ3o1WvevlSwnB66jHHc04+VqOvr7n2jiNL8H83NIbOTuQ+SqLvi92sYvtO8BravTEj8Urh6eb lHzlizg8IrB5I2niE7NXlCvG/5iE+7Nk/6gJwjIWIH77WuS9PTay5p2ucugwtDLZaMv98fB4DWxY vlK5If50a2eBMt/+eKxMw3Kzk2HcvQGKtpVFxvH0vNfhGXnMUsXqhKackp8egTBzRDYzADJrQ+mu mb5kGlaxhFWjJ08Yu5hhZaLPXBO/qNYnSTuKfz5ho0p1QhiYkBSIqQtCSJKZklSmrYpxC4X4LgtZ t65RsiTsQxq/FXRmPqYbmabj3whYRx8Oc3lZi17NXRjD1WRwdAkc4QjjzoeD9bWz18vL7w5bvKAe Co/qYO3wtno6BdW0rYZoWzWzScIxZhPG4FRYTEdE2/vNsF03jNwC81u5oKrrq5vT3V73FrfRASbv dQ8k5Yikm5+J6nbPsEzsEZvbX969N55TfE0T3DZ/Cue1x7Fd74ZmnMq8VORkqbdySFr83GZ1uEGf 6xcbNspZArwvZuzc8JjLPOCpBfpk4QnRnldUSzUObKdVLNrE6rfoDYpnO4UN9LIGnHxPdy7B163N f1oV6ycMq9XNOvbTfj2ZR48IYB9qcrMXce2xjWlAAAA7 ------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0007.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

Semoon’s journal publications
on impact estimation …<= /span>

•"Economic Impact of the 1991 Greater Gulf Sta= te Fair," Fairs and <= /span>Expositions, 34(June 1992), 26-27. (with J. E. "Buddy" McGrew)

•"Impact of Casinos on Crime: The Case of Bilo= xi, Mississippi," Jou= rnal of Criminal Just= ice, 24 (1996), 431-436.

<= span style=3D'font-size:56%'>•"OMB Circular A-94 and Highway Benefit-Cost Ratios," Journal of

Transportatio= n Law, Logistics & Policy, 64(Spring 1997), 316-326. <= /span>

•"Estimating Net Lottery Revenues for States,&= quot; Atlantic Economic Journal, 27 (June 1999), 170-178.

<= span style=3D'font-size:56%'>•“Economic Impact of a Future College Football Program,” Jo= urnal of Sport Management, 16(July 2002= ), 239-246. (with Shelia Canode)

•“Economic Costs of Unmarried Teen Births in Alabama,” TSU Business and Economic Review, 28 (Winter 2004), 13-18.

•“Proposed LNG terminal as a Coase problem,&#= 8221; Oil, Gas & Energy Quarterly, 52 (June 2004), 807-818.

<= span style=3D'font-size:56%'>•“Impact of the College of Allied Health Professions on the Local Economy,” The Internet Journal of Allied Hea= lth Sciences and Pr= actice. Jan 2006. Vol. 4 No. 1 [http://ijahsp.nova.edu]

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0003.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

Selected Issues

•Lack of data (to $investment or jobs) in initial announcement

•Subtract out-of-town purchases (ex. = $500m LNG terminal)

•Local substitution (ex. Wal-Mart or = Pro Bass Shop) – only exports

•Job impact of construction lasting <= span style=3D'position:absolute;top:45.45%;left:4.08%;width:86.53%;height:54.54= %'>more than a year - allocate

•Job impact of nonwage expenditures

•Varying tax impact by jurisdiction

•Residence of employees by jurisdiction

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0004.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

Final model should be

•Simple enough to rely on

•A cookbook approach

•

= construction

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0005.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

Assume as usual that = initial numbers are given = for a new project …

•$1 million of new construction OR

•100 new full-time jobs

•If both are available, dollar figures are better because jobs exclude impact of non-wage expenditures.

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0006.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

Construction budget (i.e., final = demand) is known, and = construction period is short …=

________________________________________

Budget Multiplier Impact

Output $1,000,000 = ; 1.9105

•Earnings = ; &n= bsp; 0.5376 $537,600

Jobs = ; &n= bsp; 19.1487 19(.1487)

•Wage = ; &n= bsp; = ; $28,075

•___________________________= ___________________

<= span style=3D'font-size:88%'>•1,000,000 x 0.5376 =3D 537,600 <= /div>

<= span style=3D'font-size:88%'>•1,000,000 x 19.1487 =3D 19 jobs =

<= span style=3D'font-size:88%'>•28,075 =3D 537,600/19.1487 (embedded)

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0010.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

If construction budget (i.e., final = = demand) is known, and = construction period is long …<= /div>

•________________________________________

• Budget Multiplier Impact

•Output = $1,000,000 1.9105 $1,910,500

•Earnings = ; &n= bsp; 0.5376 $1,027,085

Jobs = ; &n= bsp; 19.1487 &nb= sp; 36(.584)

Wage = ; &n= bsp; = ; $28,075

___________________________= ___________________

•1,000,000 x 1.9105 =3D 1,910,500

•1,910,500 x 0.5376 =3D 1,027,085

<= span style=3D'font-size:75%'>•1,910,500 x 19.1487 =3D 36(.584) jobs <= /span>

<= span style=3D'font-size:75%'>•1,027,085/36.584 =3D 28,075 (embedded)

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0009.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

To make sure, we contacted …

•one general contractor who just completed <= /span>$7,980,000 work on school renovation

•workers directly on the job - 90 to 100

•excluding architects who in turn hired surveyor, and engineering firms on civil, <= /span>structural, mechanical and electrical. =

<= span style=3D'font-size:75%'>•95/7,980,000 x 1,000,000 =3D 12 jobs/$million =

•Adding surveyor, engineers, and those hired by then, 19 jobs/$million appears reasonable.

•For short term, increased business may be <= /span>handled via overload, not new hiring, that is: = ;

•One time $1m (SR) job impact =3D 19

<= span style=3D'font-size:75%'>•Annually recurring $1m (LR) job impact =3D 37

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0012.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

If project lasts 3 years & = the model indicates 1,500 = job impact …..

•1,500 figure is either misleading or not clear

•Therefore

•1,500/3 =3D 500

•And explain as

•Annual job impact is 500 for three years

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0011.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

If jobs only (i.e., direct effect)
are known, and
construction period is long …
[less likely scenario]=

________________________________________

Jobs Multiplier Impact= 3;

•Employment 100 1.9243 19(.243)<= span style=3D'mso-spacerun:yes'>

Wage (embedded) = ; &n= bsp; $28,075

Earnings = ; 1.7707 $497,124

•___________________________= ___________________

<= span style=3D'font-size:88%'>•100 x 28,075 x 1.7707 =3D 497,124

<= span style=3D'font-size:88%'>•Multiplier effect included

•Non-wage expenditures impact excluded.

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0013.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

Now impact of annual = operation …
[used manufacturing mulitplie= rs]

•Multiplier effect in full bloom

•Three scenarios:

•Annual sales ($1m) only

•Jobs (100) only

•Jobs & total wages

(100 & $500,000)

------=_NextPart_01C66AC7.BA49E940 Content-Location: file:///C:/D90990D4/Impact_files/slide0014.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" A Practical Application of RIMS II Multipliers

If annual (net export) sales (i.e., = <= span style=3D'font-size:73%'>final demand) are known …

•________________________________________

• Annual Sales Multiplier Impact= 3;

•Output $1,000,000 = ; 1.6963 $1,696,300

•Earnings = ; &n= bsp; 0.3254 $551,976

Jobs = ; &n= bsp; 10.8068 &nb= sp; 18(.332)

Wage = ; &n= bsp; = ; &n= bsp; $30,110

•______________________________________________ = ;

•1,000,000 x 1.6963 =3D 1,696,300

<= span style=3D'font-size:75%'>•1,696,300 x 0.3254 =3D 551,976 <= /div>

<= span style=3D'font-size:75%'>•1,696,300 x 10.8068 =3D 18(.332) jobs <= /span>

•1,696,300/18.332 =3D 30,110 (embedded)