Listen_Infer_Template Based on what I hear, I know that When I heard that, I realized The idea I am getting from the words is A hint I found in the words is This is what I know from looking at the picture. Something I think might have happened Because of what happened before, I think I think this is about ___ because I think ___ just happened. I infer that ___ makes me think that ___ will happen. I'm guessing this is about Since ___ happened, I think ___ will happen. Because of what is happening here, I think When I listen carefully to the words, I Something I noticed about this If I listen carefully, I This reminds me of The illustration makes me think about This makes me think about This is like This is similar I wonder I would like to ask the author Who? What? When? Where? How? This makes me wonder about This reminds me of I think this will be about I wonder I could really picture I was confused by The most important idea here is At first I thought I like how the author uses I really connected to this I predict that I would like to ask the author The description helped me visualize I still don't understand This is mainly about But then I thought The word that stands out for me is <html> <head> <style type="text/css"> <!-- body { text-decoration: none; font-style: normal; font-family: Sassoon CR; font-size: 24pt; font-weight: normal } runp { font-style: italic; margin-top: 0pt; font-family: Times New Roman; margin-right: 0pt; margin-bottom: 0pt; font-size: 10pt; text-align: left; color: black; margin-left: 0pt } p { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; text-align: left; color: black; margin-left: 0pt } ul { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; margin-left: 25pt } ol { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; margin-left: 25pt } .crick_heading_3 { font-family: Times New Roman; margin-top: 12px; font-size: 24pt; font-weight: bold } .crick_heading_2 { font-style: italic; margin-top: 12px; font-family: Arial; font-size: 26pt; font-weight: bold } li { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; text-align: left; color: black; margin-left: 0pt } .crick_heading_1 { font-family: Arial; margin-top: 12px; font-size: 28pt; font-weight: bold } --> </style> <!-- _DOCUMENT_PROPERTIES_BLOCK_ PpSHeCk77EevQwNSzVIzYQR0K7dGtAjurPCXKxzdV/+5OH05ulGpUQRZwgN+Pk95K/lM+FS/9OmL I1GacN+WcDYllyjUOWMwqWYYWRY0e/hTvxn1sbmSKVjCINueciBd9VCwUR4fgxtoIE95K+dPuwLv 6qfMdRTRMpDHIXc1qhnpBUQNmF0pfhp/PKcW9Fu6/6HMYhHEM5fQZTd06kevRBMDrmUYWRZreeVM qg7zvPCcPx8= --> </head> <body style=" font-size: 18pt;"> <p style=" margin-top: 0;"> <font face="Sassoon CR"><span style=" font-family: Sassoon CR;"><a class="eol_guard">&nbsp;</a> </span></font> </p> </body> </html> <html> <head> <style type="text/css"> <!-- body { font-style: normal; text-decoration: none; font-family: Sassoon CR; font-size: 24pt; font-weight: normal } runp { font-style: italic; font-family: Times New Roman; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt; font-size: 10pt; text-align: left; color: black; margin-left: 0pt } p { line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt; text-align: left; color: black; margin-left: 0pt } ul { line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt; margin-left: 25pt } ol { line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt; margin-left: 25pt } .crick_heading_3 { margin-top: 12px; font-family: Times New Roman; font-size: 24pt; font-weight: bold } .crick_heading_2 { font-style: italic; font-family: Arial; margin-top: 12px; font-size: 26pt; font-weight: bold } li { line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt; text-align: left; color: black; margin-left: 0pt } .crick_heading_1 { margin-top: 12px; font-family: Arial; font-size: 28pt; font-weight: bold } --> </style> <!-- _DOCUMENT_PROPERTIES_BLOCK_ PpSHeCk77EevQwNSzVIzYQR0K7dGtAjurPCXKxzdV/+5OH05ulGpUQRZwgN+Pk95K/lM+FS/9OmL I1GacN+WcDYllyjUOWMwqWYYWRY0e/hTvxn1sbmSKVjCINueciBd9VCwUR4fgxtoIE95K+dPuwLv 6qfMdRTRMpDHIXc1qhnpBUQNmF0pfhp/PKcW9Fu6/6HMYhHEM5fQZTd06kevRBMDrmUYWRZreeVM qg7zvPCcPx8= --> </head> <body> <p style=" margin-top: 0;"> <span style=" font-family: Sassoon CR;"><font face="Sassoon CR"><a class="eol_guard">&nbsp;</a> </font></span> </p> </body> </html> <html> <head> <style type="text/css"> <!-- body { font-weight: normal; font-style: normal; text-decoration: none; font-family: Sassoon CR; font-size: 18pt } runp { margin-left: 0pt; font-style: italic; margin-top: 0pt; font-family: Sassoon CR; margin-right: 0pt; margin-bottom: 0pt; font-size: 10pt; text-align: left; color: black } p { margin-left: 0pt; line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt; text-align: left; color: black } ul { margin-left: 25pt; line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt } ol { margin-left: 25pt; line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt } .crick_heading_3 { font-weight: bold; margin-top: 12px; font-family: Sassoon CR; font-size: 24pt } .crick_heading_2 { font-weight: bold; font-style: italic; font-family: Sassoon CR; margin-top: 12px; font-size: 26pt } li { margin-left: 0pt; line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt; text-align: left; color: black } .crick_heading_1 { font-weight: bold; margin-top: 12px; font-family: Sassoon CR; font-size: 28pt } --> </style> <!-- _DOCUMENT_PROPERTIES_BLOCK_ PpSHeCk77EevQwNSzVIzYQR0K7dGtAjurPCXKxzdV/+5OH05ulGpUQRZwgN+Pk95K/lM+FS/9OmL I1GacN+WcDYllyjUOWMwqWYYWRY0e/hTvxn1sbmSKVjCINueciBd9VCwUR4fgxtoIE95K+dPuwLv 6qfPfRPRMpDILHc1qhnpBUQNmF0mfhp/PKUR9Fu6/6rBYhHEM5fQZTd06kevRBMDrmUYWRZreeVM qg7zvPCcPx8= --> </head> <body style=" font-size: 24pt;"> <p style=" margin-top: 0;"> <font color="#000000" size="16pt"><span style=" font-weight: bold; font-size: 16pt; color: #000000;"><b>Listen and Infer<a class="eol_guard">&nbsp;</a> </b></span></font> </p> <p style=" margin-top: 0;"> <font color="#000000" size="16pt"><span style=" color: #000000; font-size: 16pt;">This activity template supports the reading strategy of inferring. The idea for this activity is from the book, &quot;Reading Power&quot; by Adrienne Gear,</span><span style=" color: #000000; font-size: 16pt;">&#160;(lesson 11, page 88).</span><span style=" color: #000000; font-size: 16pt;">&#160;Visit the accompanying website for ideas and resources:&#160;</span><span style=" font-size: 16pt;"><a href="http://www.readingpowergear.com/resources.html">http://www.readingpowergear.com/resources.html</a></span><span style=" font-size: 16pt; color: #000000;"><a class="eol_guard">&nbsp;</a> </span></font> </p> <ol> <li style=" margin-top: 0;"> <font color="#000000" size="16pt"><span style=" color: #000000; font-size: 16pt;">On the first recording page, record the first page of the story using the red recorder tool. Add the corresponding illustration.<a class="eol_guard">&nbsp;</a> </span></font> </li> <li style=" margin-top: 0;"> <font color="#000000" size="16pt"><span style=" color: #000000; font-size: 16pt;">On the next recording page, record the next page from the book and add the corresponding illustration...</span><span style=" color: #000000; font-size: 16pt;">and then repeat for as many pages of the book as you wish - the template is set up with three, but add more, if you like, in Edit mode. Remove the teacher recorder tools, leaving only the playback tool for the student to use.<a class="eol_guard">&nbsp;</a> </span></font> </li> <li style=" margin-top: 0;"> <font color="#000000" size="16pt"><span style=" color: #000000; font-size: 16pt;">The student listens</span><span style=" color: #000000; font-size: 16pt;">&#160;to the first page recording then moves to the chart to fill in &quot;Facts, Questions, Inferences.&quot;<a class="eol_guard">&nbsp;</a> </span></font> </li> <li style=" margin-top: 0;"> <font size="16pt"><span style=" font-size: 16pt;">For each page, they have access to a recorder and play back tool.&#160;<a class="eol_guard">&nbsp;</a> </span></font> </li> <li style=" margin-top: 0;"> <font size="16pt"><span style=" font-size: 16pt;">Sentence starter banks are provided for each page, and word prediction is available.<a class="eol_guard">&nbsp;</a> </span></font> </li> </ol> <p style=" margin-top: 0;"> <span><a class="eol_guard">&nbsp;</a> </span> </p> </body> </html> <html> <head> <style type="text/css"> <!-- body { text-decoration: none; font-style: normal; font-family: Sassoon CR; font-size: 18pt; font-weight: normal } runp { font-style: italic; margin-top: 0pt; font-family: Sassoon CR; margin-right: 0pt; margin-bottom: 0pt; font-size: 10pt; text-align: left; color: black; margin-left: 0pt } p { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; text-align: left; color: black; margin-left: 0pt } ul { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; margin-left: 25pt } ol { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; margin-left: 25pt } .crick_heading_3 { font-family: Sassoon CR; margin-top: 12px; font-size: 24pt; font-weight: bold } .crick_heading_2 { font-style: italic; margin-top: 12px; font-family: Sassoon CR; font-size: 26pt; font-weight: bold } li { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; text-align: left; color: black; margin-left: 0pt } .crick_heading_1 { font-family: Sassoon CR; margin-top: 12px; font-size: 28pt; font-weight: bold } --> </style> <!-- _DOCUMENT_PROPERTIES_BLOCK_ PpSHeCk77EevQwNSzVIzYQR0K7dGtAjurPCXKxzdV/+5OH05ulGpUQRZwgN+Pk95K/lM+FS/9OmL I1GacN+WcDYllyjUOWMwqWYYWRY0e/hTvxn1sbmSKVjCINueciBd9VCwUR4fgxtoIE95K+dPuwLv 6qfPfRPRMpDILHc1qhnpBUQNmF0mfhp/PKUR9Fu6/6rBYhHEM5fQZTd06kevRBMDrmUYWRZreeVM qg7zvPCcPx8= --> </head> <body style=" font-size: 24pt;"> <p style=" margin-top: 0;"> <span style=" font-size: 20pt;">&#160;Listen and Infer </span> </p> <p style=" margin-top: 0;"> <span style=" font-size: 20pt;"><a class="eol_guard">&nbsp;</a> </span> </p> <ol> <li style=" margin-top: 0;"> <span style=" font-size: 20pt;">Use the red play back tool to hear the first page of the story. </span> </li> <li style=" margin-top: 0;"> <span style=" font-size: 20pt;">Use the Fact box to write some facts from the first page. </span> </li> <li style=" margin-top: 0;"> <span style=" font-size: 20pt;">Use the &quot;Question&quot; box, to write what you wish you knew or have questions about.&#160;</span><font color="#000000" size="18pt"><span style=" color: #000000; font-size: 20pt;"><a class="eol_guard">&nbsp;</a> </span></font> </li> <li style=" margin-top: 0;"> <span style=" color: #000000; font-size: 20pt;"><font color="#000000" size="18pt">Use the &quot;Inferences&quot; box, to write what you think you know happened before and what might happen next.<a class="eol_guard">&nbsp;</a> </font></span> </li> <li style=" margin-top: 0;"> <span style=" font-size: 20pt;"><font size="18pt">For each page, you have access to a recorder and play back tool if you would like to say something.<a class="eol_guard">&nbsp;</a> </font></span> </li> <li style=" margin-top: 0;"> <span style=" font-size: 20pt;"><font size="18pt">Sentence starter banks are provided for each page, and word prediction is available on the tool bar.<a class="eol_guard">&nbsp;</a> </font></span> </li> </ol> <p style=" margin-top: 0;"> <span><a class="eol_guard">&nbsp;</a> </span> </p> </body> </html> <html> <head> <style type="text/css"> <!-- body { text-decoration: none; font-style: normal; font-family: Sassoon CR; font-size: 18pt; font-weight: normal } runp { font-style: italic; margin-top: 0pt; font-family: Sassoon CR; margin-right: 0pt; margin-bottom: 0pt; font-size: 10pt; text-align: left; color: black; margin-left: 0pt } p { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; text-align: left; color: black; margin-left: 0pt } ul { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; margin-left: 25pt } ol { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; margin-left: 25pt } .crick_heading_3 { font-family: Sassoon CR; margin-top: 12px; font-size: 24pt; font-weight: bold } .crick_heading_2 { font-style: italic; margin-top: 12px; font-family: Sassoon CR; font-size: 26pt; font-weight: bold } li { line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt; text-align: left; color: black; margin-left: 0pt } .crick_heading_1 { font-family: Sassoon CR; margin-top: 12px; font-size: 28pt; font-weight: bold } --> </style> <!-- _DOCUMENT_PROPERTIES_BLOCK_ PpSHeCk77EevQwNSzVIzYQR0K7dGtAjurPCXKxzdV/+5OH05ulGpUQRZwgN+Pk95K/lM+FS/9OmL I1GacN+WcDYllyjUOWMwqWYYWRY0e/hTvxn1sbmSKVjCINueciBd9VCwUR4fgxtoIE95K+dPuwLv 6qfPfRPRMpDILHc1qhnpBUQNmF0mfhp/PKUR9Fu6/6rBYhHEM5fQZTd06kevRBMDrmUYWRZreeVM qg7zvPCcPx8= --> </head> <body style=" font-size: 24pt;"> <p style=" margin-top: 0;"> <b><font color="#000000" size="18pt"><span style=" font-size: 18pt; color: #000000; font-weight: bold;">1. Listen and Infer<a class="eol_guard">&nbsp;</a> </span></font></b> </p> <p style=" margin-top: 0;"> <span style=" font-size: 18pt; color: #000000;"><font color="#000000" size="18pt"><a class="eol_guard">&nbsp;</a> </font></span> </p> <ol> <li style=" margin-top: 0;"> <span style=" color: #000000; font-size: 18pt;"><font color="#000000" size="18pt">Use the red play back tool to hear the first page of the story.<a class="eol_guard">&nbsp;</a> </font></span> </li> <li style=" margin-top: 0;"> <span style=" color: #000000; font-size: 18pt;"><font color="#000000" size="18pt">Move to the first chart.&#160; </font></span> </li> <li style=" margin-top: 0;"> <span style=" color: #000000; font-size: 18pt;"><font color="#000000" size="18pt">Use the Fact box to write some facts from the first page.</font></span><font color="#000000" size="18pt"><span style=" font-size: 18pt; color: #000000;"><a class="eol_guard">&nbsp;</a> </span></font> </li> <li style=" margin-top: 0;"> <span style=" color: #000000; font-size: 18pt;"><font color="#000000" size="18pt">Use the &quot;Question&quot; box, to write what you wish you knew or have questions about.&#160;<a class="eol_guard">&nbsp;</a> </font></span> </li> <li style=" margin-top: 0;"> <span style=" color: #000000; font-size: 18pt;"><font color="#000000" size="18pt">On the &quot;Infer&quot; page, draw what you think you know happened before and what might happen next.<a class="eol_guard">&nbsp;</a> </font></span> </li> <li style=" margin-top: 0;"> <span style=" font-size: 18pt;"><font size="18pt">For each page, you have access to a recorder and play back tool if you would like to say something about the book illustration, or your drawing. </font></span> </li> <li style=" margin-top: 0;"> <span style=" font-size: 18pt;"><font size="18pt">Then move to the next page to hear page two of the story. </font></span> </li> <li style=" margin-top: 0;"> <span style=" font-size: 18pt;"><font size="18pt">Then move to the next chart and fill in.</font></span><font size="18pt"><span style=" font-size: 18pt;"><a class="eol_guard">&nbsp;</a> </span></font> </li> </ol> <p style=" margin-top: 0;"> <span><a class="eol_guard">&nbsp;</a> </span> </p> </body> </html> 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 iVBORw0KGgoAAAANSUhEUgAAAEIAAABlCAYAAAD5/TVmAAAABGdBTUEAAK/INwWK6QAAABl0RVh0U29mdHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAAACQSURBVHja7NABDQAACAOga//ON4cbRGDahmQViBAhQoQIESJEiBAhQoQIESJEiBAhQoQIESJEiBAhQoQIESJEiBAhQgQiRIgQIUKECBEiRIgQIUKECBEiRIgQIUKECBEiRIgQIUKECBEiRIgQIQIRIkSIECFChAgRIkSIECFChAgRIkSIECFChAgRIp46AQYAJEsDxyOf+lsAAAAASUVORK5CYII= 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 iVBORw0KGgoAAAANSUhEUgAAAEIAAABlCAYAAAD5/TVmAAAABGdBTUEAAK/INwWK6QAAABl0RVh0U29mdHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAAACQSURBVHja7NABDQAACAOga//ON4cbRGDahmQViBAhQoQIESJEiBAhQoQIESJEiBAhQoQIESJEiBAhQoQIESJEiBAhQgQiRIgQIUKECBEiRIgQIUKECBEiRIgQIUKECBEiRIgQIUKECBEiRIgQIQIRIkSIECFChAgRIkSIECFChAgRIkSIECFChAgRIp46AQYAJEsDxyOf+lsAAAAASUVORK5CYII= iVBORw0KGgoAAAANSUhEUgAAAJAAAAB8CAYAAACGwDlBAAAkKklEQVR42u2dd3xUdfb3p6VMMum9J6SHNNIhJIRAei9UxbUhqyBNQRDbgo/r+iiruPxAUVgURbrsoy74U2wICipFXZHm7ktZOtIlbc5zzvneO5kMCVIS0u4f53UnM5O55fu+n1O+5aoAQKWYYtdrykVQTAGoI8xoNJqsqalJTWb+nnKNFIB+FyDaNjY2auT3GhoatOZwKddJAeiK8JDq0Pb8+fN2ly5dsjH/TAFIAeiKJivP+++/P8THx+dnf3//n+bNmzde+kytXCMFoDYNlYfV5/Tp045RUVHfq/Ay6XQ6vFoq465du2JJfQgwRYUUgFp1X/X19RzrvPfee0UET25ubkNBQUEdAbR169b+BA/FQ0ospADUauZFLooAOXbsmLunp+dhVB+jjY1NI8G0ePHi2+m7dXV1VkpArQB0WeBMW4RDR6/XrFlTaW1tfUmtVjc6Ojr+6u7ufhQhanr77bfLJIh0vR0iBR6Lmo8MxerVq6tJcWJiYr7dvXt37C+//OJz4MCBYIyJ/kXvI0Tl9D3Mznq1EinwtALPqlWrGJ64uLidhw8f9jT/PoEkB9YyRL1ZiRR4JMPAmSFYuXJljQTPriNHjnjKBUT6Dm41MkTR0dEM0bp163o1RL0eHnptCU9sbKwJHrnmI39XhujQoUMmJTKDqNe5M0V5pJTdTHl2tgWPWfeGWoLIu7crUa9WHrmxEZ7aVpRH01qXhWUfGUFkGRPJitYbujx6s9vSWrotOWCW3VRbjd+KEvlYZmcEUW/oN+t1dZ42Yp7dVwuP5e+ZB9YyROvXrzfViXo6RL0eHop5jh49ek3wtKVE//3vf03ubO3atRXmbrKnQtTr4cGYx6O1gPk6xg1d5s5kiOT99sTAutfBs2LFimHUuPHx8TtQeTyuFDBf7+Azggizs+96A0S9om+rjSLhDSnPVShRa9mZtqe5sl7TMSqn6qg8O2XludaY51qVCANzL7M6UUVPhKhHuy0ZnrfeemuYHPPQEI32VJ7fUyKCKDIy8gfa/86dO+N6GkQ93m0tX758uKw8HQ3PlZSIAmsaDrJv377QngRRjw6YZeVpz4D5RiAKCwvbixAd60kQ9Vi3ZRbz7LhZyvN7EFHgHhoaKkPUpydA1KMDZqlI6H4zlecqIPJEJfqRINq/f39IRwTzCkA3AM+KFSsYnoSEBHN41J3ZQJbdHqRE4eHhe6SYqE93hqinzKKwhOemxzzXAZFnREQEQ7R3797Q7gpRt+9Zt0zVEZ5v5JinqzWIJUQEOUL0g3lg3d0g6tauqzV4OjvmuU6Iuq0SdVt45OxFhicxMfHr48ePu3VleFqBSCtB5E5K5ObmduzHH38M6w7n0K0VSL7wFsrj0Z3uXkuIKCaiwBohOt6dlKjbwiP3qksxj1t3jB9aUSLKzn50cXE5gRB1CyXqlhe6NbfVXdPgK0B0UlairgxRu9Zi5FW85BW92sukOVla874tStVleCge6oj93kwzL0dIdaIfnZ2dT8lKJM9N68D9m47jWmBt966EjrQ333xzBMGTkZHx+dmzZ+178mA4PD8DdcN4eXkd3rNnT0RnFWg7FCDz0XU0Hnj//v192tsoK6EayeLFi/+gVqubgoKCftq6dWvagQMHQvDChnfEPjvbfvjhh4iDBw8Gf/755xmenp5HfHx8Dm3evHkAXQeyjtz3TVUgWVanTZv2tKOj42mdTlen1WobNBpNI24bde1g0u80kPJo1Gqj3tb2oo21dR2+btLptA26dtpPlzKdroHO1cbG+pJer79I5y4WuWr/86XrK7VXA1lKSso2GpJL7uxqVmK7YfU5f/683sPD44h0kk3yybajGaVto9lrsHjdE838/JrMrm2HnTctY0PbKVOmPGc5o6TdAaJl4Gh75swZAy3CRO6FTpK2aEa6gwI9nI2+rg5GHzRfNwd+fb1Gv+HjYgAf1xv7ne5mHXLe2BbeLg7GAA8no5ezgYA0UruhAtWTCpWVla03n/bdoQpEwSwBRORqNQQPkSysIiMKVs4cDkumVMJrD1Qr1kVs6dQq3i6ZUgV9Az1AajuTAtXW1q40r/Z3GEBytoCZArswV4PeOCyrr+mAaDuuKAXWPjISFk+uhNcfrOEDp61iN9fk607bvyNAa2eNhMzoABCxpXBhFAvRtqamZrXlHP+bApCNlda4FA+wKCVcBH1aDYM0c3gWrMEDJiVSIOpceEh9Vj88okUbEUBxwV647WSAbK10xvn3lcDKGcMhRpJGcmUuBlv46z2FsPyhYUy/AlEnKQ+6LAopipLDuG2sEB7alqVFwiMjB8mJSucBpLe2Mr74x2JYNXMELBhfCt4u9qYIP8DdEZZJJyX7YMVunlEIsf6xUTAiK9akPLRNj/TH90fDpPKMzgdIKFApvI4HvBoh+ssdeWCt05riofgQL4aL7w5FgW6aLZ1aDeseGQX3laSCmuCR2qN/VAB7BQovJlZkdA0F+tu9JfDm9FomnoLniYJsJF4cdGlaBCvRq/j5YoyJKBNQrOPs1UkV8Ma0GoQnTQqYRTtE+rnBihnD2BvQTT25sn/XAIgUiA54qRztI0RV/aNFPCS5M4qJXB3sFLtJ5uZo16JgSOHEggnUTrWwBG9kUqBJXUWBCCBSoNemNvvf5dOHQVqEHwOkVvfo6nGXN4Jn4YQyeEtKaMi9UVbWpRSIAFpqFv3TdgVmZn28XUyZmcbKGrQ2ejTbbmkaa2Hd4ThleGytdfD8uCLOkikjo3ahLSlQlwNIVh8+SCSdAIrydzedTOJTb0LuP/8D2au/g0Hrfug+tuZ7POZv8fUe/jt71bf8Xlc7zuy1/4Kc9fsg87UvQKsX2bCDnQ28gjGRfGOLulB11wXIVLxCI8mMwMBNBij95U1Qugug4PNzUPjFxS5vRbTdegFKvmmC0t143JvP4LGfhbLvAN8zQuGW813qeAvwWIu218OQjYdAZ+/A19ygt4aX7i/j2GepVI/r8gDxQeJrUqBIMwVKnb+BTzDvoxOQ/+mvXd7yPj4JBQhJ5hvbwa90DOh9Q8AuMAyCb5kEA17bynDRd/I/OdU1jhePg27Owe8cBK2dQSgQAvTyxHIGSG6fbgtQ2v9shOKvGiCfGuaz013eCI7irxvANXWwOAfzZABfR9w7m88n72NxQxSQdeLx0jGQKua++5NJgciFKQB1VoPgHV345SVwik0FlUYLqrsx7Z2RC6qsPqZzChv7CBSji8v76Djkd/bxKgB1PQUq2lYHzvGiMKqaMBBUL1aC6vlyUNXEgQozHA1mPRRckzvL/+SkApAC0BUAGp8JqmdLQTUnH1Tzq0AV68PvB42aACU7jJC36bgCkAJQGy6MzuGPeMHnliFABaB6DkEancTvu2cWYqzUBEMxOVAAUgBqViAEomRHE/hV3C7OoTxWuK+nikC1sBpUo/phMK0Bj6yS3wUoXwqwLTMn888UgHoQQJwWSwBFTHhSnENyAKheqADVQ5iVDU8EtatIlfvc8RB+D9p0YSZQKN0nVaP6ERpDRBkclQLaASYFoE6ExaQOZo1JQBQjGOkvfQBqLWZhdtagCnBqkc47hMdzFZiBoDpMG79LMBZtu8QxVe57P8GQ9/7NhUoCj7I4KlLKQfj1QqQA1BFA0F2P+6NaDTViXht3PB8TNiJVmOUGL9x6ERv7P+AU1a9F56TO3gkD63SIvP8pLtwVbDnXNjyS6pTsBBi4/GvwHlgMGntHUOFvGGJSIbjqLkj685usRMXb602/cz0QKQC1q5JQce8Ul/gpPqEuFDZsyOKvG1vEIKw0XzXCkPcPQcKcpQjOeS4gDt10FBxCxYQBD0/hrtwRAIKwYPNZVg8ZEvNjYEAZ2OOim+HL3yB6yrOgtRVDLKxpMoJGBXZmUNr7hUDyc2vFsV3n9VEAaieIyKhxqTZDHZ9Jz66C0DtnQMhtD0D4uMch8ak3sGF/w++f4cYnsLJW7AS3fpl8nL4FIyD3nT3gm1sO4tlinnBw733g7mwFVu5+CNxRyMf/5eIh7++UAJbiG6nvjPZPv5u95jvwSM0xXYOZ0c6wN98Hfi72g5+K/OB/ktwh0tFajFjQWfFxFCFwloqmANTBAJkyGw5Sz0HswwvAOTYNNBqrVsfI+JX9AYrwWKix4p94FawdnVv9nreXAXZ9fSee9mwYNVKoUeKjC9nVEUCkRgwNxTLoggav3wtpf10HsVOfBf+8GrByFudvo9PCynR3gJoAuFDhB+fL/eF8hT9AdQCcKfODigBH/l7orZO54zbvOkoCCkA3aEPRFVGsEXb3rGYIHPWgivQHdXwIm4rmRWFjck91VAI4RiaavluQHwr/Z3Y2+PgYwMvDFgbnBMGurwieh6GpaRa8taxCjK6MTuDYh7M03F/OP/ZB6B8eBLdEVDDD5SDW+tvD1hxPaKryhxOlfvArAnO6TGyPlvjy+5sHi6KkY0wKuz0lBrrZCkSSj0Fw7sZfwNrNi+szqn6hoKodgCl3prBh0uvsGFDpbUzH5ehgw+A01j2Ep/cInD8xBc4enwJgnMlWd/YBgKaHYff220GrVYNOr4eslbsZnphpL4Ctm7fpt9y0KkhwsYVhAQb4U6wrfJDtxSpzqdIfTiI8Z1B5yAgg2p4oFQC9kiqmRHlkDMVrVKe4sJsBUMs0WQSs6Ys2if0ZEJBqvECV6aAqTxNGfxNQo7Lw/QzQJiNg/SJg5nx6tNcTUH/uQagnWC5NZ2s8/yCb8bfp0HRxGjQ1zITEvqgwVnrI/X/fQ+qL75rObYCHPbyc7A4nyiS3VC62MCwQjiM4pyRgTkvqQ69JgQiqeoQr2U0E2BH3PKq4sJsBUIs0+VMxDqbse0yV39oh9ueEDVKVgeCkgqqmv1CenFjQRvuDNtIXtCmhYFWWAqrCNLh30TBoaHiIAQKExYiwyCb+RoAuIECoUN9svxsyl3wGZd8COGN6r9VoYFqUC1ykeKY2EI6gS7o72B7crdQQZdDBshRXBkSoTzM8pyV4oDYA5iW6ivKAnQMMxsYv3HJBcWEdCVBz7eaEGDmIgfCg1d9B2vNvQ9/pLwj35aRvdl/5iaCO8G01SNbY20LK8EQ8rZmsMjI0ssl/E0DQMJ2/N+GbXZCw6BNUImvwslZBXRUqzfBA2JHrBX3stdJ4IbVpHxsy3aGhSrgrcxVqxPcmhzuAGo9Xo9Xi9aEBd9fnvhSArhEeyn6oqkuj73yH1vCwCnk/Wmw8tb0NqIcmgAaVRmut4/edURXuCjHAMwkuMCvaCQa5N8dBo4ZHg7GhJUQt4GmaAXv+fT8MmjYE7IejspWhS9RqwAr/N9vDhkHw0wt4rJztQF2aCtoYf56VQp//hgp1qlSAQ9uLmIn9McRg2n/MA3M57Zddl6JAHahAMjz0e7buzQFsuZ8BUl1tWlWaLITlYKGPiEtqhJEqrMpwh0B7Adhri4owaH4EGtCVyfCQW2uqmw4HfpkIvmMGgiovGVQVCE8tXnyKoTSalgs2GRDkoiShfCX4XZ0GVUrN2dZZVJ9juKV9v5osxorr6AlDsxZyQH4j8CgAXUu29dkZGPrhUbDz8hfg+DvAF4NFtkNp8gsJzpDlZs3u5NYge1jQz4UDVlIB+ly249SYGOQuS3cDjUYNhUODwQizOHA2KRC6LLLs6XnoCpPBqjZDxFYUnJOLzEsAbUIw6FLDQJ0WjtCkiJiLIKvC7zjYggaP8XNM4+VMjCCKd7ZhdYoaPwdKUHmGfnBUVLA/uf6OVQWgq+khp26Hb4wQP3O+mHvvqudCnFxjIRcBNYEc1J7k1wEMFrsOswBWTqEbsFE/GuTJ89YyM3zBaHxYBMwITyNmYqs33wk5BA+6LE21BE6VBFFFenOAPkwyGS4JMI2XEx/nXHSbdBzncL9fDBaqqTM4Qe6Gn7kASQpE3SxUkBQF0WvvWFUAuppi4UcCIL8h1fibang70wuaqoVrkOGQi3UCEj8TWObw0OcXcEsNmuMl4qfbRsfg6T3KLowgqkfX5XcHpvy5SaCpyeDUvwUg8mtSG4Kpwux9eg/B0sQF8m9X+9lx0Ez7+3KIKBraBUZgAnCJuy/6zniRK+JJz6zka0TdIZQkWMZ+CkA3qEByR6m1dxDoUTX2F1K3gJ8pszndSr1F3rYo4kkurdZPL7o2vO1hz3f3QFP9DIRH1H8ocJ78UjUDZILGHBxZiVozOU7KFt0fgXZahvwcHutPGIs56jDQ1+rALXkQb83jKM+cckhbsJGD6vxPr16FFICuZowypuxZS7fw7xWjctRXSdkNg+HPgeqvbYAjv3dKKt4N8xfFOz9fA/xr91g8tVnQZBb/NFLxsP4h+OOLlaAuzwA1uiS1OThXgog+I5dHAbW0Ls/WHC/u/yJ3+0ikQ3PgjQB5ZpeCx4BCsHbxaM7Mpr9g6tZQFKg9AMIshQZfxT04l3/v9hBHjHHQTUnu66zksi5UNENkCY/cB0Ux0v2Yeld528KHKyrwtB6D+jNTW6TvtL1ElWl4Au6YlAE6f08R75SntXRXbYFE7w/DOChMxDzjwxwQngC4hPse20c0sHNMCmQu28ZumcsS7x6EiPvmgFYvUny/0tug6Kt6MclRAah9AAoqHi0C00Q3MGL8c6QEg2gMUGdHO0JfRx0cKvLFO92vhQKdNoOIVQqtrhjT+nujuNui4fyDl1Wg2Y2hKu35/h4I8LYDLXW4lsSCNUFEGVhN/7bdmvw+qVBhP1YhN2sN/AeP7ZdiX3C0EjWj/os2cdcFZZU82A0zTKqop7zwD3CO7w9Rk5/h4qICUDsCFFg0in/v1RQPE0BGdAvl3iIYfj3FlbOvk1Ll11yBKIil79dRf1WuJxx+bgjUUdzDAE3nfi9WntNTwdj4MHy97Q4I9BNqMCrQHr7N8YCBaUGg7R8FmoJ+AiRzeCzVqELKxnzEKiXTIh3hx0Kx7I0+IKx58JvZCErKNHlePsJAU8GVGKidAOLhGjuMEFw2hn9vfpIYX3MY72gC6BZ/Pddc3kgVynTKTIF+leChADbEXgej/W1hTwG6k0MzWGUIGOpIrT/zAAfR5NJOHZsMESFOpizqqb5O4KBr7qJQ0TrLwZ6iv601eOQMDd2YNkUscnlnsD3sKxDdKjoHFxi09gcxKdFypoY85/7jk0oW1m5ZGI/4Ow9uCXzisLq/B1eTj6KiUD2n0NPGpECWAMnxD6kSdXLyGtd6LfxhdDTs5AFjj/FQDto2oBK98lIRxEWJTs4kV2uYnygUxBpdT3ZcMAyMDQJ7G6vmMUelKW1DhG5Mk5fA383HY6zDY01wFdlf6JipYkaHRRX6eqb+KABdDUQo97Y+Qfx7u/N84HQpua8AGId3Nnei4vvLGKAABui0hQrRSMAf870h2qE5ddZjbDJrWgYseakEJk3AoDa9ueM1Er93sMAHkl3EsNPK9Ej45+xbeY1BWvUrXDo/NQLFhUSuQLcSB+WJgWs+Nho+tkUp4v+cwuN4JEF7zA1TALqqqcaXwCtjKP/eugFeACODYGWaG8OjkfYzOkAPjdXNMZA5RCcl4LYP9gInKzUPEGut78wJoborxB5+xgxvC6bfYlV+W1gwvozPkxZt4qVyK8W0Z42fq4iHKEMzj4fIvaELU+fEctyTgiBS7/0nOSIzMwRHttuiDApAVzlkNWb8HP69O8JcYNtQH3DTC3Vw7NOXOzcNCMW/MdahAuOp0ssLi8cRLMBGlF3eOATlPkyx7+pjgLtDHeDJWGdUKR+uHFOM9Vaa6PgM8XTiiy8v4E3rDJoA8ncTwTIqkKYqHbQMUbpQpdJUsJLWz56I+4ERQfB0vHCPzpEJYlpQC3d16rr6wxSAriYGwuxk4PJvLlMM57gMvJOPgHdWMf99S6CBG5/cljwi8JQ0iOs4j0MO4A5X+u7GTHdWMqj25340MtHxKSrHB9CFGaTguTYzGi/+CF6ymAB6sFbM5FCTAo3IQhcmd3n0BzXCpM2KxmBZZIe+tlr4D4J9AX87xU3EQGG3T2/ZE8/X5oyYaKh0pl4fQK1NDBSTAU/x0FWaw0X1EYfQWHDAGMKveDTXUUp3NUL8E4vBylqAMTHUAL9VChWhinV9ZQB3X1AP/KtJLmClRheiVcHOXC9WK+pclUGT1eqU1OG6Kt2N60Au9ra8DjOdK619TY3jgME0jTlyy4mBhOpk6FuZBP3LMWg2NI9RSnS2gq2DPPlYNg70FAG5kysPyDdlYVKlPQ/PZeiHR64Zol4PkOUYZ3mKDlVoyWgyn3yXyvPL6eLTZ9RvFDnhKZ5bJQfTnEFhw82Nd4aPszxgCzYgzY54KMIBrDXi8wmhhlZrRrIxQAjfp9meDJDB1gpevr+c4VkirXaa308sODXA1YZ73M+Xovsr94U3kpwhx92G9y8H8PT5+AgxcyMQwS/eIU0Ponn1GEzTNGl7jIuoAk2TGy3HRltmaQpAFhcjX1oujnqjC/GC5qzfCxmvfMxGK7zS3UnA0GxTvkPx+0P+9zDP0/LhHnpsGHsryPGwgRRnqyuunzwJ4SGXRvCcNJtuYx4zkZE7k7Ow7JhA6Xlo4tkftMA6ubOS1HC4vyYLPpyQh5mhL/8fZVsN6CrJXVLqfrZMdPyW+ovGDSq/Hcr2AM+IlRfHtHEXGWDQSGnNIbP0Xl5Gz6TIFtOgeyVA5oPj6U6kC0krocY9vgic+iaDztHF9P/U0WjrEwjuA/IhdtZC/n7JN8DfL9reAL7ZZfy9FekePFidYp13BrjDWEzx+zlZQQJaHgbOz8Q5wzYagDY8yDReiBpa7kMzH3BG8DwZI4qJTtgYz9yZD8tpTeyp1aY1l2n77uO3wJpHR8MbE0vhZBlNFvTl8UjHSgSABwq8odpPz8Nerem5FWo12HoHQOq8dzgGoqWP3TPyRW/8oHK8LidN1Wnz6dryaEwy2fX1SgXiC2Lqojgu5prjhey/5DNwik9vqRbUm63VXKYgtr5BEFA9FgYs3QIV+wFC8DW9/3ScK2Y6gSYACA7q/2qkwe+YAdVhLETztZ5JcIfnkzzgxSR3+BTT6gOFvgyRPOz1khQvVUlDPqgGtGHOGH4mCCkQrYW9CgPpZahCj43OgTl3FcLmCUPhQok3x1EEIf3WxkwPcLfRtDwf8+Eb2SVg5So9RRAbfhCqLinw0A+OCPcmuXO6uUh5MxZ9hLDl8bQi7uowq1b3CoDyPjaT5U9Ocv/WkI2/QPCo+8Viljyvyw5U4Sjn/SNFZ2RhEqio74nijSAMQu1szB4cq4HA4eMgesr/FUphpYHZMY48bIIakFwIAbE91xtmxbhAgJ2u9doPBtTJrrYwJsQJnsU0e8NAD/gS/+fhKEde0iU6wB1mDMticKgByJUROPREIj4OjQYqwtzRVYlgnLI6gkcvZXBaysYG9RVjpQfgebkaWo6n5tkcGvBD10YVdxrqSlVqurHoBktb8D54D60xfT/usVcuq2L3DgWS1onmZXS31WMqOwNsXERmQoPQefoxzdmSZ5NSr7ds8vBR6jrIwEYIxsaTerZNS/FyEK2BadEu8JcEN5gd5waVGHcYNGbr+vSJgcDSMRB+2yTww0Yx9IkGla39VT17wsfNAcoyomBg3yCzKdTNDzcp8LJlYN9HeOwkeDTujlxkVA/PAnWNdF400ZFmyfaPEtYvhBfuZJhj0zDTfJoXtwobOwscY5LNVvIIg+DREzkmNK9i9w6AtouxLXSyRV9cgrSVX4DayxUhUAsY8hMFJHJPdqWFyUNHqXtAHodcjBeX5r1bPKHmMrNzAP+8Wsh4+QPT8iw0lEJeEyjn7T2QsWAj9Jv1Ejgm9AO1ix2oXbEhXFApPDEOSgwBtY1FYE4PGyZVpCr0kHieTsSD3Xz0ptqROsTTbGgHKlBxHNeJ5PFCKnl4yMiBoMqNa6GuLcxeD+q4AAie/QyUfweQj7Ffr4yBeFwzwhMzfznKeQIqywDTsAe2irS2h0eYv19pBtOIgVzAU2dGQeSMuRB21ywIxbs07NbJbH0n/wUGrf1erKKBxyBnfLzoFMcYJ6HkayMUfHEBIua9ArqROeJ3awe0VD+CFfehSQ4FNQJF0Ig+sHRxDNRloTHrHon0lQbb07Gmgt+jj4PPzJl43vEtz0Oegk37o1GMUQGgNjMVZnn8+bD+rFzZ7+yFws3nLqta9woFohMd8sEh0I7IxYuSIu7G1garX2nMMV5EdTW5AWk8Dv1OGcZIFf0ga8M+KP+XiB3khaXoNQ8PvWzqDAanW3+D0q8AUpd/BjajC0CVF9FyiEYLWPsLIOQFG6jB5W6LCqnrYnA8aGODQD0olqvT6uqBrDxeD02HMswaS7Y1QtDspxEUhK06U/p98957gnWgAFI22hcCra4awP8XNW8p/k5zPNnLXNgJvnvs7xqOFwMlvWYgw3Al44tKoOFdrKpAWEoTxf/ixVSVJYFueA7YjiqAiLmvQOHn51FVjknqIkxesaxl3eQUfzd91Tbwn/UoqKkR8bdU1ZmtjzC0BIob3ez46L0yVKhyBLkySWyL48UxIuCZb+9i1ylWODsD+tsrEawYERNZ7qOiFcP31Xit6PdC/zKPQex9AFEWRvUevOsTl/wTbEblYXaFAWzhFYw+p7gBZV9Tmw06VC7HcbeA3yOPQdxLayDtrc9h8IaD6BqPQsmX9aLYdhVdAHmUAX5RB32enofZkb/YTyk1flozsK2ZDAtDHMsQ8PHhe1aj88H5vjvQ7gTn8XeCy4S7wXncrZDw6ju8L4r/8j4R/V05G/4NruPvwrgvQhoG8jv7ZKVFQAsiIRXPmcIA89Xxe48Lk6qoxdjYuf/7C0S/8Hfo89RcbMgXWrc/P4+wvQcpyz6CQe/tw//5mavUdAeSjNOFpL/FknVXP7NTXp6OjiPx7xsg8LE/IZi3CjgkYFs1CRb7O2vAa9pUCHt2IST9fSMrzJAP/wtFWy7yDWIyPD7aygoow1u05QI/YccP1U9DkLS1P95nPKuj9cihEPHXV1jJLLszepECSXULvIiFlA1tb4TS7U1XNFKW4i/r2OUUSqkrw/JJy8ctXd+U4FP82yXbRffJgLU7IOW1DxjYlGWbLOwj/ixz3U7ej/x/BGHR1ot8PiKwvdwu67aRlIhuALoxLt+X2T5f/5CVdsimI7zP1s6zxwOU+rf3eCZm3ofHTP05YvldjFc2/Y5xTCPWJDQt1duOJjo0j4n4DCEtRsUo3tKG4Wf0HQJAVIpbHt817VdezfWzs7+7T1K2ArmjudVzOMFADv7H/u79vLC2nliYsfgzKP8BTJ2hXdZQJYu/qv8da+Aledtvv403vM+irxrF2KJNx1s8sXBhd3pi4WXPTA1oVqDIiX+GtPkbIPnZNZDy17cVa2dLnruO55MlPvk6aGz1Jhe2eEolvP5AN3hmquVTm5ejAgV4OJme2qw8gvvmGvWtWes08PjoHFiLwCwhkLrqU5tlHyu7L1KfAdSnJXcSKtZpRtOP5owZwkNwaRRBF31uPAXOVUz3+kdHwbCBYlUKjaQ8BltrcEQ5paDOQW+jWIeaNTjZ27ZQfTuE6MnbcvHGHsYD4EiBJlVkdA2A/nZvCbuwxdKB3ZYrJtHppHEvmahEpEz0+OlFmBEsmlihWAcaDbkld/WnWwYzODJEHk52fP1p/NJK9BBdQoFsrXSsQAQI+dlZI7LF2BepQzESszBSJQKM/O8ydHV0Aop1nMnhBM0eIdUhiDTSqrHBXs4M2PrHRsH95eldQ4HmjSuGdY+MhCeQeFt6EK0Ej4vBlifgETyUlckxkmI3x8gjrMV2mVSe0eKmDvJ0YsimVnWiAnl6eh6RHiJiJFkkUFylaSzke8kPP3NHHteC5HHD5oVGxTrW5GtNrowC5rsLkltAlBbhB9NrB3a+Ahn01sbn7i6AICldlw/wweoBTL+cOirwdCZEVewhxlpA5ONiQG+h6VwFwqjfGO7r2iLjGluYDKtmDmdVItelWOcbtQVBVJER1aKt1Gr1zQWIDAGyR4AOS9F9kzggNcc+w7P6wsY5t/FsBVIgxbqIYYJDruzdP93KEHF7cZuZFGiVBJC2wwBqamri7ZkzZwweHh6kQEYyjHmMcq2hOCUc8vqFsuUr1qWM2yQpFAqTwzH54cH7RgSoAVWoqaKiYh2Jw01RoHPnztm5ubkdY3+q1dYTxbjFA9E04HuKdQNTIzjUbjqdro7accyYMUupjevq6joWoIaGBi0p0fjx4+cp3QQ9w8LDw/fs27cvFNtV3djYqOkwgGSIaEf0+tNPPx24YMGCcQsXLhxLW8W6l2G73UPbkydPukghivpqGLjhLMzytWLd32R4rqZdb1iBZCN3RkGXYt3brgWeGwZIMcWUi6CYApBinWf/H4JmZELcxUQ0AAAAAElFTkSuQmCC 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