tag:blogger.com,1999:blog-55660854018415193242024-02-07T18:19:11.500+13:00Paige's Learning ZoneRoom 10 Bloghttp://www.blogger.com/profile/15142395654630530847noreply@blogger.comBlogger83125tag:blogger.com,1999:blog-5566085401841519324.post-7389669746586340122017-12-01T13:51:00.003+13:002017-12-01T13:51:58.928+13:00Book Character Dress Up <img height="640" 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" width="502" />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-43776686814198036352017-11-02T12:16:00.000+13:002017-11-02T12:16:34.424+13:00 2017 Athletics Reflection<ol style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I use a growth mindset when I was racing because in my first race I won because i didn't give up. In the finals I was happy even though I came 5th I was still happy. </span></div>
</li>
</ol>
<b id="docs-internal-guid-41acbcf9-79dd-79ac-b9be-59ade43d75af" style="font-weight: normal;"><br /></b>
<ol start="2" style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">No I didn't achieve my goal because I wanted to go to South West Zones. I thought I had a good chance of getting in for sprints, but I didn't get in. I might get there next time.</span></div>
</li>
</ol>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
<ol start="3" style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I was cheering on other people when they were running in my house when they were doing the house relays. I wore house colours to represent my house. I participated in every event and go house points for my house.</span></div>
</li>
</ol>
<b style="font-weight: normal;"><br /></b>
<ol start="4" style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">When I did high jump I did really well. I got up to 95cm. </span></div>
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<b style="font-weight: normal;"><br /></b>
<ol start="5" style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">High jump, because it's hard to jump over the bar in the first and second try. I got over some of the times and knocked the bar sometimes too. </span></div>
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<b style="font-weight: normal;"><br /></b>
<ol start="6" style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Short sprints, because I was the final heat and I am proud because I have never been in the finals. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-65922052332941663482017-10-20T13:42:00.000+13:002017-10-20T13:42:07.348+13:00Integrated Learning<span id="docs-internal-guid-d96b92d7-36a6-9602-4487-34b92e8207c4"></span><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">WALT write an information report aazbout a resource found in the Canterbury areas that is of significant to the Maori. </span></div>
<span id="docs-internal-guid-d96b92d7-36a6-9602-4487-34b92e8207c4">
<b id="docs-internal-guid-4189ec2e-3738-922d-2097-3fb6cc166b9c" style="font-weight: normal;"><br /></b></span><br />
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Fur seal/ </span><span style="background-color: white; color: #212121; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Kekeno</span></div>
<b style="font-weight: normal;"><br /></b>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The fur seal is a tan and chocolate brown coloured New Zealand native seal with sharp teeth. They also have ears and back flippers that can rotate forwards to help them move faster on land. Fur seals can be found all around the New Zealand mainland, offshore islands and along the southern Australian coast. Fur Seals are one out of only four different breeds native to New Zealand. They are known for being very good swimmers and can sometimes be found in very unusual places.</span></div>
<b style="font-weight: normal;"><br /></b>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What do fur seals eat?</span></div>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #222222; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">New Zealand Fur Seals do most of their feeding at night time in our offshore waters where they feed mainly on squid, red cod, hoki, and lantern fish. Most of their prey have a vertical migration; they come near the surface at night and sink back to the depths during day time.</span></div>
<b style="font-weight: normal;"><br /></b>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #222222; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Why do fur seals lay on rocks?</span></div>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #282828; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Many people assume that the fur seals are sun-bathing when lying on the rocks, however they are just resting. The seals have a thick fur coat, underneath this they have a thick layer of blubber. These keep them warm at sea but when they come ashore to rest they are at risk to overheating, so are forced occasionally to enter the water to cool down.</span></div>
<b style="font-weight: normal;"><br /></b>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #282828; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How long can they hold their breath?</span></div>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Fur seals can dive deeper and longer than any other type of fur seal they can </span><span style="background-color: white; color: #222222; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">dive more than 200m deep and hold their breath for up to 11 minutes.</span></div>
<b style="font-weight: normal;"><br /></b><br />
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How heavy can fur seals get?</span></div>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #222222; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Adult females can grown to a maximum length of 1.5 m and their weight 30-50 kg. Adult males can grow to a maximum length of 2.5 m and their weight 90-150 kg.</span></div>
<b style="font-weight: normal;"><br /></b><br />
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #222222; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How do they behave and how good are their senses?</span></div>
<div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #222222; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Fur seals have sharp eyesight and keen hearing. They have small ears, unlike the earless or hair seals. Although they breathe air, seals are most at home in the water and may stay at sea for weeks at a time eating fish, squid, birds, and tiny shrimp-like krill. Fur seals may swim by themselves or gather in small groups.</span></div>
<br /><a href="https://lh3.googleusercontent.com/lrOhImSWrwuFKUU1kBsPuRuejfC2qINEo5Fb32cRhwT3lzQ9pSb0cwz12_73EzUt0zTBIPN4s3eITWvslhiyLb9hYqBk4meNYcaEBZqlCo6ZNFpVCal5y7yXt3TrrRNZpOccnUTO" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="247" src="https://lh3.googleusercontent.com/lrOhImSWrwuFKUU1kBsPuRuejfC2qINEo5Fb32cRhwT3lzQ9pSb0cwz12_73EzUt0zTBIPN4s3eITWvslhiyLb9hYqBk4meNYcaEBZqlCo6ZNFpVCal5y7yXt3TrrRNZpOccnUTO" style="border: none; transform: rotate(0rad);" width="172" /></a><a href="https://lh3.googleusercontent.com/aRlPICtPD01b2odNUvzGBgxDFojVVn0e-YuxI36uhdpT5zGfHyoNFh_O1E1e-TIhtthakXidf-z7LHo41KIj3jZtniNI58lRzjqWj9WylRiZT1lsX-kar0ZE2uRpBaewGDyPT_RW" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="249" src="https://lh3.googleusercontent.com/aRlPICtPD01b2odNUvzGBgxDFojVVn0e-YuxI36uhdpT5zGfHyoNFh_O1E1e-TIhtthakXidf-z7LHo41KIj3jZtniNI58lRzjqWj9WylRiZT1lsX-kar0ZE2uRpBaewGDyPT_RW" style="border: none; transform: rotate(0rad);" width="185" /></a><br />
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<span id="docs-internal-guid-d96b92d7-36a6-9602-4487-34b92e8207c4"><span style="font-family: "arial"; font-size: 11pt; white-space: pre-wrap;"> </span></span></div>
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<span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<br /></div>
</span><span id="docs-internal-guid-d96b92d7-36a4-b80c-f177-2a5b930e068e"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"></span></span>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-56690952054112553502017-10-17T12:44:00.000+13:002017-10-17T12:44:00.569+13:00Term 4 Goal<span id="docs-internal-guid-95992fc4-2792-491f-6b7e-795b16763dad"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="font-family: Arial; font-size: 18pt; font-weight: 700; text-decoration-line: underline; vertical-align: baseline; white-space: pre-wrap;">Term 4 Learning Goal</span></div>
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<table style="border-collapse: collapse; border: none; width: 468pt;"><colgroup><col width="*"></col></colgroup><tbody>
<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 14pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">My Learning Goal</span></div>
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<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">To finish my SML tasks every week. I want to move to Group Tahi for SML. </span></div>
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<span style="font-family: Arial; font-size: 14pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">How am I going to achieve my goal?</span><span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">List strategies that you can use to work towards achieving your goal. </span></div>
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<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">Not get distracted by friends</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">Work on tasks at home</span></div>
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<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">Work on tasks when my follow up tasks are completed.</span></div>
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<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">Use the device before school to do Mathletics. </span></div>
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<span style="font-family: Arial; font-size: 14pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">How will I know when I have achieved my goal?</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><br /><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">When I have 15 or more points every time.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">When I have moved to Group Tahi. </span></div>
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<span style="font-family: Arial; font-size: 14pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">My Learner Qualities Goal</span></div>
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<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">Be Resilient </span></div>
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<span style="font-family: Arial; font-size: 14pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">How am I going to achieve my goal?</span><span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">List strategies that you can use to work towards achieving your goal. </span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">Don't give up when thing get hard.</span></div>
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<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">Have a growth mindset.</span></div>
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<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">Ask questions if I need help understanding.</span></div>
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<span style="font-family: Arial; font-size: 14pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">How will I know when I have achieved my goal?</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial; font-size: 14pt; vertical-align: baseline; white-space: pre-wrap;">When I do not give up on my learning when I am finding it difficult. </span></div>
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</span>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-81520663290537733572017-09-26T14:13:00.001+13:002017-10-31T12:32:28.848+13:00Paige CLARK - Learner Qualities: Empathise and Communicate<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Learner Qualities: Empathise and Communicate</span></div>
<b id="docs-internal-guid-bdcb6065-6f9e-e806-a776-dee16e0016cc" style="font-weight: normal;"><br /></b>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="Screen Shot 2017-09-17 at 7.15.37 PM.png" height="213" src="https://lh5.googleusercontent.com/VyXXR_61NUIf9OIuh8-K7tMzW0ePlAdQFl1HObkaTVOsoQSf7G69VIPWj8TPkcwqAaidjKeY9cbsFf__LI7Bj9hI0TmaF_CpYSCZtiVoTwXpKyzOXnqr8I__HY_R_74k9RowAc0x" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="698" /></span></div>
<b style="font-weight: normal;"><br /></b>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Empathise:</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Share at least 3 examples of how you have shown empathy recently. Add a photo if you can. </span></div>
<ol style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I signed Jessica’s get well card because I felt sad for her for being sick for so long.</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I let people play when they have no one to play with.</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I help people when the need it.</span></div>
</li>
</ol>
<b style="font-weight: normal;"><br /></b>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Communicate: </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Share at least 3 examples of how you have communicated in different ways this term. Add photos if you can.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">1. I share my ideas with a group or the whole hub. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">2. I smile and say hi to my friends and to the teachers.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">3. I communicate how I am getting on by asking if i need help with my work. </span></div>
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-15924409131332383962017-09-13T14:01:00.002+12:002017-09-13T14:01:48.904+12:00Math - Measurement <span style="font-size: x-large;"><b>WALT</b></span><span style="font-family: "roboto slab"; font-size: 30pt; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="font-family: "questrial"; font-size: 30pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">What did I learn to do, what was the success criteria?</span><br />
<div dir="ltr" style="background-color: white; line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "questrial"; font-size: 30pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "roboto"; font-size: 18pt; font-style: italic; vertical-align: baseline; white-space: pre-wrap;">Perimeter - is the distance AROUND a shape. You can find the perimeter by adding all of the measurements together. </span></div>
<div dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "roboto"; font-size: 18pt; font-style: italic; vertical-align: baseline; white-space: pre-wrap;">e.g. 8 cm by 3 cm rectangle. </span><br />
<span style="background-color: transparent; font-family: "roboto"; font-size: 18pt; font-style: italic; vertical-align: baseline; white-space: pre-wrap;">Perimeter is 8 + 8 + 3 + 3 = 22cm</span></div>
<div dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "roboto"; font-size: 18pt; font-style: italic; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="background-color: white; line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "questrial"; font-size: 30pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span id="m_3234182212384787491gmail-docs-internal-guid-588767ec-0f86-acf0-4574-b708014df923" style="font-weight: normal;"></span></span></div>
<div dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "roboto"; font-size: 18pt; font-style: italic; vertical-align: baseline; white-space: pre-wrap;">Area - is the INSIDE of a shape. You can find the area by using length and width - you have to times the two together. </span><br />
<span style="background-color: transparent; font-family: "roboto"; font-size: 18pt; font-style: italic; vertical-align: baseline; white-space: pre-wrap;"><br /></span><span style="background-color: transparent; font-family: "roboto"; font-size: 18pt; font-style: italic; vertical-align: baseline; white-space: pre-wrap;">e.g. </span><span style="font-family: "roboto"; font-size: 24px; font-style: italic; white-space: pre-wrap;">8 cm by 3 cm rectangle. </span><br />
<span style="font-family: "roboto"; font-size: 24px; font-style: italic; white-space: pre-wrap;">Area is 8 x 3 = 24 cm squared</span></div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-72394552608150245562017-09-13T11:55:00.002+12:002017-09-13T12:02:06.462+12:00Paige CLARK - Yr 6 Te Reo Solo Rubric - Mihi <img height="272" 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" 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" /></a>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-88142965663997217542017-09-13T09:40:00.000+12:002017-09-13T09:40:50.727+12:00Paige CLARK - Year 6 2017- PE: Solo Yr 4-8 Relationships and Teamwork<img height="337" 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" width="640" /><br />
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CIuLs4jBX7cu3fvvHnz4G/PyJEjMzMzIyIi/va3v7WbudNEd4nsvrJNthV5KQFOartneOaZZ/R6/euvv15RUQHTrVbrp59+eujQoUuXLnk4ocIMbb0X3Av0fi5Lc+i+3I3atVrtjBkzvvzyS0EQDh06BPXBvHnzEhIS1qxZU1lZ+d1330H/h9GjR8fExHhvj8Kr19NljyraDoE8iO4u3R53tftx1qxZ0dHRNTU1RUVFeXl5cK0YQRAPPPBAu/kBAF2ty+VydVQUAOCPf/zjv/71L2gPnjFjxuDBg81ms2yq7OjGbgx69yoCAHjQlrsP3R46amHbdPlL19UxkouSS3Bvg5fvrHfycrHyCcuychWwkZ999tmzzz67YcMGGIMFAFBbW/vqq68WFhbCb418LzpBBBABROCWE+hfPrhwkRnP8y0tLQcOHGhX3XofEkEQ3rt2eDGvuhcycODAhQsXbtmyBTpB0jS9ZMkSecG+bLwZOXJkXpujo+XY77//Pvzt+dnPfnb69On//Oc/q1evdq8Unsv2Qu+/bcnJyRRFwVvgdDAAgKZpaIgFAMiNbFtF25SSkpInn3yyvLy8srJy9+7dq1atgs2oq6s7ceJE2/zXk9LU1CRbK+GS8O7VLttlX3rpJTg08+bNmzp1qp+fHwDgmWeegY2Us7XbZoW02733xibKpr6uAnfXsr/5zW9qa2sBALfffnt0dHRHLZTrKi8v9+ICAd1GAQA1NTXQRbvdqYb33nsPVrR27dqvv/76jTfe6GgdlXt7ujHo3avIvVJ4DmNrwPMu0ZbfXSsqKrxwa1ujnCJ/K+XvLADghx9+gBngVRk7AECO3CK/VMtFtXsCPXbgtNWQIUOsVmtra+ubb75pNBovXLjwySefLFy4EN64d+9e5KXQLkOUiAggAreQQH+04HaK+8qVKx7K0t/fH0YK4zgOursBAL755hsvP/wetURHR3/88cezZs3ief7KlSt33XXXd999R1HUgw8++PLLLzMMs3fv3kWLFi1fvjw2NtbhcOTm5m7atGnWrFn//Oc/PYoCAMiT+7I9SXYSdc8cFBQEP27YsCErK6u+vj4uLg6uYHPP5ufnt2TJErjb2f/7f/8PABAWFvbGG29AfRMQEHDnnXe65/d+PmnSpOzs7KVLl2ZkZIwaNUqtVv/73/+GCrvTdU7eS5av5ubmfv/997W1tS+//LLNZoMNhhPE3at9wYIFcDYW6oOMjAzoRDtjxowdO3bIO8955yDTrqiogD6s5eXlcjQ6ufE9cDJ37lzoYr527VoMwwYPHvzDDz9AI3Snta9cuRI+cvIqJS8rnwAAU6dOhQ4eLpfr9ttvf/jhh+12e1ubq+ydQtP0tGnTpkyZcunSpbbbnXg82BzHuUey66jx3Rj07lXUtgGBgYHjx4+HjXz00UcLCwv9/f2hl0vbzO4p2dnZGo3G6XTSND1r1qwHH3zQ4XDIztPuOTs6X7FixfHjxwEA69atS01NHT169L59+2AcQAAADOvh5+cXFhYGV6etXLlyyZIlLS0t8sLBdkvev39/Y2NjYWHhn//8Z5hh7ty50H18woQJDzzwwMKFC1NSUiZNmnT58mVYXWBgYLft0O22ASUiAogAInADCHQYX+FGX/C1MGFtA3nIQYvaYo2JiYH55QlxKHDbFiKntBsmzN2L4Fe/+hXMvGnTJlmnelQthxiT02Fspl27dskpUVFRHsLx8uXLsOS24rijMGH19fVyyAW5ZDgh+8UXX8DS5IhFcngmQRDkmKlLly6F2UJCQtxLkM/lOFMe0akEQXCnKgefaptNTpHLhCckScqN7LR22Mi2/8/MzJSLffbZZ2EG2c4HAJDDnMFLcmPkUGtWq9Wjdo8wYd65tW1SW+BtU9odgqamprauFLKk6yhMmNwAd5/O0NBQmqblS/KctXvEun/84x8yOnlE4IkcFIznedktR84s2xflMGFyxF8Mw2CMZzlzcnIybEZbCB7Y5VvkR869/fC8exW1S/vw4cPyBAisWvawh5P4bWuHKe5/DeQ2wxOZW9vOyqVxHCcHY/G4ffXq1XK23//+9x5XZezthgnzyBwREQEjAJ4/f97jEvyI4/iHH34oV4dOEAFEoD8TQGHC2v072S8S//SnP8mButatW/fhhx8CAO67775z5849+eSTw4YN8/PzI0kyMjIyMzPzT3/6U0fGs3nz5m3ZsiUjI0OtVrtcrvHjx3tEpII0V61a9c9//nPQoEFarZYkyQEDBoSGhrYLOjw8/NSpU3/7299GjBih0+ngipYVK1bk5uZ6n5dvW9obb7yxaNGiwYMHBwYGajSapKSkO++8c9euXfJy/ra3dDVlyZIl2dnZgYGBOp1u+vTpBw4ckBvZ7drlEgAAMI4EPJEdD7xEloXt1+v133777YIFCyIiInAcNxgM17/oqqtkYP6QkJDDhw8vXLjQz89Pp9NNmzbt66+/bhsOr6PC3ZeU3XfffZ0a55555pm33norJSUFPjarVq16++23PQrHMGz79u1Lly4NDw/XaDTjxo3bvHlz2/WdL7744l//+teEhASSJFmWXbZs2bp16zyKavuxG4PevYraVg0AyM7O3rt377hx49RqdXBw8L333isbv9vNLyc+99xz//3vf+G3OCAgYOnSpbLRVK/Xy9k6OsFxfOvWrevXr58yZUpgYCBJkqGhoXPnzt29e/eLL74o3/W3v/3tmWeeSUhIUKlUqampL7zwwrvvvitfbXvy+OOPDx06VKvVhoSE3HfffSdPnoRzPomJif/6179uu+225ORknU7n7+8/aNCgRx999PTp0+4hVtoWiFIQAUQAEbglBLDm5uaeqVgQBJZlnU6n2WweNmxYz1SKaulLBKZOnQr9At9++215A4K+1EHUl35O4KmnnoLhfhctWtR2N7ibCkd+kSssLFT+LnRTm4QKRwQQgV5H4Pz58wEBARqNhiRJ+a/KreoF8sG9VeRRvYgAItCvCWzYsGH9+vXz589PTU0lCOLYsWOy5XvRokX9Gg3qPCKACCAC100ACdzrRogKQAQQAUSg6wQcDsdB6fC4debMmTCAtEc6+ogIIAKIACKgnED/ChOmnAvKiQggAojATSUwaNCgKVOmDBgwwM/PjyCIoKCgCRMmvPXWW3v27JFXBN7UBqDCEQFEABHowwSQD24fHlzUNUQAEUAEEAFEABFABHqIgE/54CILbg+NOqoGEUAEEAFEABFABBABRKBnCCCB2zOcUS2IACKACCACiAAigAggAj1EAAncHgKNqkEEEAFEABFABBABRAAR6BkCSOD2DGdUCyKACCACiAAigAggAohADxFAAreHQKNqEAFEABFABBABRAARQAR6hgASuD3DGdWCCCACiAAigAggAogAItBDBJDA7SHQqBpEABFABBABRAARQAQQgZ4hgARuz3BGtSACiAAigAggAogAIoAI9BABJHB7CDSqBhFABBABRAARQAQQAUSgZwgggdsznFEtiAAigAggAogAIoAIIAI9RAAJ3B4CjapBBBABRAARQAQQAUQAEegZAkjg9gxnVAsigAggAogAIoAIIAKIQA8RQAK3h0CjahABRAARQAQQAUQAEUAEeoYAErg9wxnVggggAogAIoAIIAKIACLQQwSQwO0h0KgaRAARQAQQAUQAEUAEEIGeIYAEbs9wRrUgAogAIoAIIAKIACKACPQQASRwewg0qgYRQAQQAUQAEUAEEAFEoGcIIIHbM5xRLYgAIoAIIAKIACKACCACPUSA7KF6bl01GIbduspRzYgAIoAIIAKIACKACNwaAoIg3JqKfaDWvi9wAQD9eYBv+TOGYRjifwtHAfG/hfABAIg/4n9rCdza2tHzf8v539oG3NrakYvCreWPakcEEAFEABFABBABRAARuMEEkMC9wUBRcYgAIoAIIAKIACKACCACt5YAEri3lj+qHRFABBABRAARQAQQAUTgBhNAAvcGA0XFIQKIACKACCACiAAigAjcWgJI4N5a/qh2RAARQAQQAUQAEUAEEIEbTKBfRFG4wcxQcX2RgNPpvHz5cmNjI8/z1dXVhYWF+fn5RUVFFoslODg4MzNz7NixKSkpFEVpNJrg4OCYmBiVStUXSaA+IQKIACKACCACvZ4AEri9fghRB66HgNFoLC4uLi0tNRqNZWVljY2NgiBYLBaj0WgymVpbW10uV0NDw4kTJ8rLy4ODg3EcV6lUQUFBaWlpUVFRkZGRycnJoaGh19OG/nmvIAgsyzIM43Q6W1tbW1paGhsbS0pKLl68WFxcXF9fb7PZHA6H0+mkpYPjOBh1S6VSRUZGZmVlLV26dM6cOQRB9E+AbXvNcRzDMNy1g+d5kiQJgsBxnCAIiqJw/OqUXUNDQ0hIyPWjs1gsBoPhemKNV1dXV1ZWTpw4sW13+nMKfOa1Wi3DMBqNRh64/sykD/SdYZgTJ35Yv+Fju93xxOO/GDUqQ6vV9oF++WwXkMD12aFBDbtZBKCEbWlpqa2tLSoq+uGHH86fP2+1WltbWxmGwTCMIAiNRhMQEBATE0MQhMPhMJlMZWVlxcXFgiBwHIfjeGhoaFRUVGJi4siRI1NTU6Ojo4ODgw0Gw/WLhpvVbV8ql2XZ5ubm48eP79mzB75dNDU10TTNXzsAADiOUxSFYZherw8KCtLpdH5+fiEhIVFRUdHR0XFxcQaDwWq1kiSp1+t9qXM91xabzcbzvNls3i8d5eXlDoeD53mWZTmOkwUuQRAkSWo0Gj8/v6ioqISEhMDAwBUrVhgMBthWjuMqKyubmppiYmLk14lrQ8ELgoC7HQAAl8tVV1d38uTJoKCgX//61wAAh8Nx8eJFu93u7++vVqtJkoSqWqVSEdIBpTZMx9wOi8Vy+vRpJHA9HhqVSlVVVXXixIm4uLjs7GyPq+ijjxMQBMFmszU0NLS0tDidTpZlBUHAMCwnJ6ewlL1Yn95qY9/bnD+3tmHRwrkkiWTYzRpPRPZmkUXl+iYBQRCam5tPnjx55MiRH374AWoCPz+/uLi4qVOnJiYmEgSh1+sDAgKCgoICAgIIgrBarc3NzS0tLTabjWVZk8lUUVGRl5eXn59//vz5zz//fMCAAWPHjp0+ffro0aOjo6Phz7dvdt9HWlVfX7937965c+dGRkYWF5eYzWYMw0iSVKvVer1epVJRFKVSqdRqDUmSKpUaqluNRrR2sBxgOYEkSL0OFBYWAgDGjh17PUZEH2HSjWbk5OTU1dXl5+eXl5fDyQRoF6dpF03THMdLHjVqyXZLUip1QEBAZEQow7iqqqqgRRxWWldXt3bt2vz8fLVabTKZ7HY7wzBQJbcVytKIqEJDQ2+//XaCICB5giBYlv36668LCwutVqvT6YS/6CqVymAwBAYGhoWFRUREhIaGBgQEGAwGrVar0Wj8/f0bGxurq6u70fe+fUtjY2NhYWFBQYFWqz158mRGRoZOp+vbXe4bvWtpacnNzT179mxlZaVWqw0LCwsPDw8KCqIoym635+TkFDdm5F1q4HmusdFkaciNjAgaM2YMsuPepNFHAvcmgUXF+iKBhoaGM2fOHDp06NSpUw0NDRqNZtSoUYMGDUpJSQkLC4uNjQ0JCYFOCGq1WqPRUBQFAOA4zikdLpeL53mHw2E0Gi9fvmw0GhsbG4uKipqami5cuFBUVJSSkjJ69Ohx48YlJiZqNBpfROAbbTKZTAUFBYsXLw4KTU4hokkSp0gCw4HAAxfD0i6WpjkXw7WYXGaL02yxmiyNllan2eJsNtlbzM4WsyM1Keytv8+GBhKopXyjZz3aioqKiqampjvvXBwRFU+7BLvD5aQ5mmadNOOkWZeL5Xgh0F+DYbixxd5otKvVZHpGPOusr6ysdN9fUK1Wh4eHT58+PTk52W6307TL5RIlrsvlEm3BPA/NsSRJURSl1/vFxMQOHTpErcI3btwAO0ySZHp6elraoNq6poqKimZjg8ViMplMTU1N9fX11dXVly5dgp8fapkAACAASURBVB4pGIap1WqDwRAWFpacnKxWq2tqanqUms9XVldXt2fPnqSkpMGDB48ZM+bMmTOVlZUzZ84MCQnx+bb30wYyDNPc3Lxv375jx44NHjw4Ozv7oYceCgoK8sBRWloaYwqrNTY2W+iQIDIkSP/NN99s3rx5woQJ06dPDwoKQkrXg9h1fkQC9zoBott7BwGbzVZZWXn8+PFDhw7l5eVxHJeYmJgpHRkZGVFRUQAAu4O12miW5a12rtlMs6yDl3bxxjGMonAVRVKUH0Fh4f5hSUkp48aNAwA0NzdfunTponQUFhYWFRVZrVaoDuLi4iiK0ul0yH+u7SPicDgaGhoYhvnPhpzP9l5yOGkcEzAABIDxgsDzAi/KKoETAMcDQcAEgGFXL3GCAASe99OpXS7OZDJZLBZ3rda2rj6c0trampw8EFNF/uXVg1U1lvrGVpPZYbO7WE5iyIt70BMEBgTAcjzD8gRB/ObRCVPHaltbW3mel8nwPK/T6dLTM/yCkqqqTWrxNYNzuVgXwzIMx3I8xwkcx7sE4OAEk0moaOIvN13OyjC0tLTAQmiaLiws5ATVxXK+pp6KjkiLGKBKSCVFbwUCEDhgWZfNZnXYbTzPSf4SanHaJCa04MKZAwcOyC1BJw0NDWvXrs3MzMzKyiosLDQYDDNnzty/f/8777xz3333xcfHI0S+RqC6unr//v1Op3PYsGELFiwIDAzsqIUPPPDAl1/ufWRJUIsVT47TTsueO2zYsPr6+qKioh07djidzpEjR2ZlZSGZ2xHArqYjgdtVYih/LyMgCALDMPn5+Z999tlXX31ltVrT09Nnz549ceLEpKQkkqRwnLDZXC0mx8XSxrLKZqvV1WK2m1tpm51xMSwAQEWR/n6qoECdQa9Wq4nYaP+U+ODwUL1er9bp/DIyRgwbNpxhXC0tLadPn87Lyzt79ixBEDabTafTRUdHBwYGQktwLwN3M5sLreDiNDgnmCx0q9UhGm8xrE2dAgCCpG6vXhGAgAEMw8RVUwDwLS0tTU1N/VngWizWcwV1G7fmcaJeFRWtdMgn1xKkfzkOtNoYhwO32+3u0GiaNhqNDhf2v49ydu4rEF8wpP/EdwnxbUJ80RMEIJ6I4yHwPD59UmJaQobZbIYVcBxnNBptTuKbI+YtO8/rNIRWS/np1XqtSq+j/Pw0ahVJEjhFEaJ37tWBFu5fosUwymKx/KSV/fUDx3HFxcUvv/zykiVL5s6dyzAM9IkKCQm54447goODX3rppaVLl2ZmZqLZId95RioqKr744ovJkyenpqZ2uhggNDR0zpyZVqsVABAYGBgSEoJhWKR0jB079sqVK/v27fvqq69+9atfoTeZGzLESODeEIyoEN8l0NLSsnfv3t27d587dy4mJmbixInZ2dkDBw6MiooiCKKsovn8xbr8i/Wllc1VVyxGk5NlBZeLpSXblfSDDnAcU1GERk1R4pJ0zN+gCg/WBfirEuKCBiaFxkUFxscGRUYEBklHenq61WqFy5/LysqOHDkSFxc3c+ZM5ELn/og4HI6WlhaWZVUqQlrZLyqotvIW3uKeDs8xDIgeDRgwm82yEdG9/H5ybrPZLK0WTRCPExjHi1EmOjsEFUVwnBi5wl3gOp1Ok8lEEOpmM21scQLwo3G3owJVKornOJvNBjPwPG+z2RhOZdCrGYYzM4y5lQZA/CGXDvcxvJaEgTEZMfFhLrmQqxf65T8Oh+PYsWM7duxYunTprFmzABBfJ+RhwjAsOzs7PDx8/fr1ZWVls2fPjoiI6J9+5z71dDQ2Nu7YsWPRokWd6lGe5y9evLhr9z6Df7DAczNnZAcHB7svL9NqtSnScfLkyVdffXXx4sWTJk1yz+BTHe8tjUECt7eMFGpnlwkwDFNVVfX9999v3769srIyOTl5/vz50NHQ4WBLK1qKy5ty8mrOFtYVFjdU11qsNgbDCQDgj7FoAxMNWOLnq7Lqagt4jiCAisJjovwHJoXFRPgnDQiMjw0IDdFHhBnCQuLiBmhUlNDSIq5LO3jwYEFBAYZh48ePDwsL63If+ugNFouFpmlR4FLENbwddbV9baTRkAQBrFarhzGyo1L6ZLrT6bTbHaoA/kfTbSf9FCgK5zgX9CaHeQVBsNvtZrOZoiiWZd3MwN7KUlGEIIgKjJc8dKHAZTmXWuV/TR+7W5Hdz68WKzrjqgiWZRwOh7ea+sE1p9O5a9eunJycu+++e/LkybDHLMs6HA53FZuWlvbkk09+/vnnGzZsmDt37tChQ92v9gNOvtVFk8m0c+fOxYsXDxgwAABA03RTUxNco+lwOCRfdlqQDpVKZTabz+SVnCoOvdLQrNeSRssPWaPKZ8yY0XYEMzMz4+Pjd+7c2dzcfMcddyCNez2jjgTu9dBD9/ouAYZhKisrd+/e/fHHH9tstsmTJy9fvnzw4MFarb7FZM+/WL/vUMm3R8oulTXbHAzHip6fGCYAgZG61I6oktIlvYvhHAecPF9WZam8YsNxTK8lgvxVwUHajCFRGUMi4+OChw4KjwoPHjt2bFFR0b59+95//30cx6dNm9bpHJbvAr2hLbNYLDBiq0qF43hHtNurUhBfOHAc16hJHBcFrtPpbC9fv0hzOp0Ou8OfE39FFXaYInGOFS24chQFQRBaW1vtdjspCtzObbewIrWK4HlRKUtmeBVUybygwvEAhS3BAKAognG57Ha7wlv6arZ33333ypUr999//5AhQ+Q+8jwPIxLKKQCAqKio5cuXHz58+N13373jjjtmzpzpfhWd9xgBQRBKSkomTJgwYMCApqamI0eOnDt3Tq/Xx8XFBQQEqFQqGPgFClyWZUtKShqM/Pc5TTzvAgB3WUpPHS29cuXKqFGjkpOTPX4XIiIili1btmnTpk8//XTZsmVtRXCPdbO3V4QEbm8fQdT+dggwDFNRUbFhw4Z9+/YxDLN8+fLZs2enpKTo9foLF+u+Pli8//uywhJjQ5Pd5qAxSTNdM9eKpcnT5e7K60cFgYlqQly5L/opcgBgTqdgaXXWNNgu19q+z6kx6KlZk5Pmz0gdNTx6/vz5GIZt2bJl69atNE0vXLgQBcoFAECBCy24V+3j7Qxjh0kEget1KgDEYJP9WeDStOhK8+OT2SGwqxckZxuS4zgYchimchzX0tIiCAJBUJy0Lq2zYsSviOTqIJYjC1yapkVv6XYcqTsqT6BIjHGIarujHH0+3eVyPffcczU1Nc8//3x8fLw7PcnXmXdPgTQMBsOcOXMiIyOfe+65urq65cuX93lKPthBu91uMpkSEhK+/PLLK1euDBw48IknnvAS5mLAgAEct9eO+e87XE2QYN6M6OiwATzPf/bZZ42NjUFBQTNmzBgxYgQMnwcA0Ov1jz766Lp1686ePTtixAgfJNArmoQEbq8YJtTILhDgeb6srOzzzz//5ptveJ6/8847Fy5cmJaWZrO5jpwo33eoZN+h0vMX6x00j4l+n24mK/G3WdS07rpWrtg9UbT1isdVwxkGMIbjWU5w0Na6Rrsg8DabEwN8eKhffFzs9OnT6+vr4eqBVOlQq9Vysf3zxGKxwG231CpxzVEXIWAEjut1lMTZ5q7VulhOr8/udDoZhnGPh+C9SzguxgPhODH+l3wXz4tr9aRYHxjLKnHklQSuZMGV4QuCQNM0JprjlY4mholrzmxmmmHgtIn3tve1qzzPX758+aWXXhIEYc2aNQEBnpZvGNK43RgsOI6PHj363Xff/b//+7+amppHHnkkODi4rRTua8h6qj+tra1wG0WHwwGN6BrpIEkSBrnT6/UOh6O2ttbhcMTGxs6cObPTZX9JSUlTp0708zsTF6LXaNRZo6Nvu+02aLhtbm4uKiqqrq7etm2b0+lMTk4eM2ZMeHg4juN33HHHd999l5SU5O/v31O971P1IIHbp4YTdQYAUF9ff/jw4U8//RTH8fnz5//85z8PDw83mx3nC+ve+zjn4ImqK7VW0fIqLtuXjV9Kf5WvEb6a/6rSFYsRrbriUnPRioUXFjfu1ZDJCaEzKDIxMXHp0qWXLl0qKiratWvX3XffDbeTuFZUf/zXbDaz4sGoVSRURF0aAGjBFQTB4XDAWfL++c4ADahwKaSSxwjHxOWSLCtu4iB7NXAcZzabCYIQBIyVYjEoKUqtIlmWcblc0NWB53mXy4UTJE7gGIbJhXstSqBIQi7Ba86+dpFhmJycnE8//TQ9Pf2RRx5RqVRtewh3kvMiW2NjY19++eWNGzeuW7du0aJF6enpXjK3LR+leBCw2WynT58+duxYWFhYTEyMXq/XarXQBdZqtZpMJtEjyOFoamqqrq4WBCEmJmby5Mlt30w8ioUfcRwfNWrUwIEDLRYLjuPBwcHyn6zg4OCsrCzo5NPY2FhQUPDOO++MGTNm5syZMTExoaGhFRUVw4cPb7dYlOidABK43vmgq72MAMMwe/bs2bZtG47jy5YtW7hwYVhYmN3OHjha+tFneSfz6uubrDzPCoKH4bbb3ZSEmRTDVSziqmAWeAEvrmjesPWMv0E9a0pqbGzssmXLtmzZsm3btrCwMK1WGxMT0+0q+8CNFosF7iirVpPKbX5yx6XNOAhBEK5uSCAujeqPh8vlgk5+7U86tEEi7X5McJy4ka+sQQVBsFqtoioV9zSRX/na3PyTBEFF4Zz0jgKToQWXpCicEKOOKCmHwDGSwBnmR1vyT2ro0x++++67Xbt2ZWdnL1iwoF11C6eHOI7zrllDQkJWrly5Y8eODRs2zJkzZ/r06X0a203pHE3TtbW133//fUtLS0RExD333BMXF+dlaRf8vuzZs4cgCHmza4UtM0hHu5nhnuR6vT4hIWHSpEmfSMeSJUsGDhx45swZJHDbhdZpIhK4nSJCGXoNAaPReOTIkd27d1sslkWLFs2dOzc5Odlkdnx9oHj73oLDP1xuMYmLvgEmqlvvvxxd7PM1+6O4VwGUCLzF6jpzoX7XN5cCDJrsrPisrKzKysrz589/9913YWFhUVFR7U4+drHe3prdZrNx0qFWqRTPaf/YWSlM2FWBy7KsPNv+Y47+cSa6vYrP27XHr7NeY5i054KLkVeYwY36WltbpRNesYsCUKtJjqNloXzNRUGDU0q/WASBEwRwuejOWt2nrvM8/+GHHx44cGDFihXZ2dleprY78sH1wBEYGHjPPfecOHHio48+qq+vv/vuu72IM497+/lHmqbz8vJKS0v1ev3w4cPT0tJkq6oXMhiGGQyGkJCQK1eulJeXJycne8ncvUv+/v4rV648efLkZ599Nn78+LKysu6Vg+5CAhc9A32EgMPhOHfuHIwTOX78eLjrT4vJnnO2+n+fnz14vNJqZ4C4JkwUBN0QVUoxXS1aALxgtbn2Hy0LCtCkJoVERQaNHz++uLj48OHDR44cyczMDA8P77cLzmw2G5yBVV+Lg6tYpF0dBxwX58GhL6m7XFM6TH0in2zBFZQtDhMFLoG7GE8LLoxjIG4dp6wcIAhq0dVBPCBIuJ2KWiMo/2YR0r4PDMPItuQ+MSbeOkHT9GuvvXb06NF169bB2FJeckMsSv5U6XS66dOnjx49+umnny4rK3viiScUzpt7qb3PX6qpqdmxY0dISMjUqVPDw8O7+lZgt9uHDRu2devWu++++2ZoXIqiJk6cGBAQkJeX159DfV/nc4hf5/3odkTARwgUFBTs2bMnNzd38ODBCxYsiIiI4DghJ+/KfzbmnDpba7OzggDVbY+1V4zzU9vo+CGv5uDxMmOzbfDgwUuWLDEYDPn5+UePHu3PGzjZ7farAld91Qe3G6MC/T5ZVpRr3bi9D9wC9aVygYhhGEHgLPsTCy40voo7CwiCEtcCAMQwbWq16IMrk+d5Hq4Vk1aZKbIoixZcXPTB7QMD0WkXBEGoq6t788036+rqNm3a1Km6hS4KarVa+SaIAQEB//jHP3Ac/89//oNsfl5GhOf5kpKSbdu2TZgwYenSpdHR0V1Vt3DeQ61W33fffZ988smZM2du0kJJaFRuamry0h10yQsBJHC9wEGXegcBnueNRuM333xz+PDhxMTEWbNmZWZmEgR16FjZ1l0XjuVWNzU7eJ7DoIeschPTdfResruIc4yMiy0ub969v7i0olmt1qSlpWVlZXEc9+233zY2Nl5HDb37VpvNBmdgNWqqGz648Ocfiqp+K3BhGAqIQuHTgOM4QWAsKwZekGUxNIRLwwEUxsHFcKCiCOg+C8uBFlwMA+ISM0X6VgyFQRDYNS8LhT3ordnKysrWr1+PYdjq1asDAwOVdEMQBI1Go1zgAgBCQkIee+yxqKio//3vf2fOnJFfP5RU10/yOByOb775Jjc39+67776e8FuhoaGXLl2KjY19+OGHL168uGnTptOnT99wmUtRVGpqajf0dz8ZzU67iQRup4hQBl8nYLfbz549e/jw4aampnnz5k2dOjU4OPRytXnnvktfHSxtNNo5cSKVF10Vlf323pgOi3VhgsAZWxzHc6tzz9fUN1oNBsPMmTOjo6Nzc3PLysr6bQRQ2UVBpcKvrblXJIvkoYGLqxhGDAjgLtfkDH3+BPZdesaU9lUSoIBlRa8AWYdCgQt9cDnebfFlx6VKwZJIhhGXuMFcUOBC427H9/3kCkliOI71BwtuUVHRBx98EBwc/OCDD0ZGRv6EQscfeJ5XSfugdJylnSvQJXfKlClbt2798ssv0SYa7ow4jjt27BhBEHfeeWdUVJT7pa6eDxgwoLCw0G63R0ZGLlq0aOTIkQcOHHj11VePHj3q8V5x5cqV3bt3f/XVVwUFBV2thWGYixcvKnwj6mrh/SE/8sHtD6Pcx/vY0NCwa9euK1eupKenz549e8CAAfUN1n2Hi4/nVtc12SXPBEU/2zcHk8BxvNFEHzxeERcdMGf6wMzMzJMnT546derMmTOJiYlpaWk3p16fLhXur8vzvE5FEnh3XrOhAZhhGIIgPH5RfLrnN65xHCeGMRBdC5SpUlF9YhiOAZZlRTPrtZc9KHBJkuR5QeEiMxhuzGWh5XKuWXDFUsU6FBwkSeCYuMFp315teezYsbfffvvee++dNm2aVqtVAOZqFkEQ/Pz85GFSfqNGo8nOzh44cODWrVs//PDDZcuWBQUFKb+9D+csLS0VBGHKlCldsou3CyQyMtLf3//8+fNZWVkajWbEiBEZGRn5+fmfffbZ9u3bhw4dmpGRkZiYWF9fv/PLfUZrhN3JDYg0VVdXT58+XYlFFkYNO3r0aGVlZXZ2drttQImdEkACt1NEKINPE3A6neXl5cePH4ebwUgbxmDnCms/211QXGFkxRjyPAAChnVHRV1fz+HPvAAA73S6cs5WD04JzR6XEBxkSEtLS0xMvHDhQkZGRr8VuPIiM4JQpIc8xkIQRGEHV/ErV3gehfTqjzAMBY7jCiN7wcghGAYYRnR7lZUT3FCAJElO5KmoMAwDKgp3MAyGiXs7QDcJ5upHUeIqAUsQokOwy0X34aWWBw4c2Lx58+rVq9334FUCB+bRaDTyMCm/Cw5uVFTUo48++vnnn2/ZsmXZsmVdDWjVpep8PLMgCBaLxWazlZWVZWdnX7+6BQCo1eqZM2f+/e9/pyhq9OjRkPkw6WhsbLxw4cLJkycPHz5cXFx6piToZGEzzwvR4X4r5l6OiYlJT0/3Qsxut1dXV5eVlbW2toaEhERHR6MYYV5web+EBK53PuiqrxOoq6vLy8urrq6eO3futGnTdDpdSbnxyA+VOedrLVYaCNJel4p+cG9KT6Wg9zzPY1fqrBeKGkorjH56dXJy8siRI48cOVJcXGy323U63U2p24cLhX4FHMdR4kZm8ruH0ohXV4O/SlvJMcyPS518uMc3vmkwiEHXBJDkpAPtvu43QpsuJ/p6KJrrwMUQthiM8AXLEcQFauJSPzfTcCddlvaFAi6XS4lBq5OyfOkydP9wOBwnT57Mycl5+umnU1JSPBrIcVynsp4kyeDgYI8bPT7yPO/F/q3Vau+66679+/d/8cUXd9xxR7u7YUFHdiXhsTyq7kUfMQzjeX7z5s3Tpk2Dm4fdkManpqY++OCDzz///J///OeRI0fKZYaFhU2dOnXSpEmtra1ffLHTzFhO5DcBIJjMrYcP5bY0lycmJqpUKp1Op9frSZIkCDEgidPpdLlcTqeTZVmtVjtmzJisrKyKigq73d7Pg6bLYLtxggRuN6ChW3yIQEFBwbFjx1Qq1ZAhQwYNGsTz4PuTFQeOldEuRbaonumJ+PPPkxWXLcdzLsdFB8bGxg4bNmzfvn2VlZVwH/OeaYbv1CJbXimqex4K4i7J0AHUPViV73SwB1rCcRzUN9L2eYoqlF70BGhqlQWu7D7LC4LCTdHgRhsM43J3UfDwfOi0Qbi0Iq1XuygwDIPjuNVqraqqqq6ubm5upumrsYEvX7585syZsWPHHjx48PDhwyRJUhSl0WgMBkNUVJTNZhs+fLi7x0JLS4v4vkdRcNEkz/Nms1kQBLhpFuSMSwccL7vdbjKZWJYdO3asSqUSBKG2ttZut8N1acS1g6KomTNn5ufnHzlyZOzYseHh4R7jUl9fX1BQcNttt3mk96WPDMPk5+cHBQUVFBRoNJpBgwZ5eStQ3nEcx2fMmGGz2f785z//7ne/y8rKcn9PIEkyKCho/Pis5uY9fn5JheWOEWm6YSkDbr/99qqqqpqampaWloaGBpZlCYJQq9UBAQHx8fEpKSkREREURcFQD/v371+5cuUNMTkr71dfyokEbl8azX7XF6vVWlJScvny5WHDhqWlpZEkVVXdcrag7lJpk/hzC3fOFSdMb50JV6xa9JEAAnu5xnToRPm0iUmDU0PT0tK0Wq3NZjMajQMHDuxvIwf9E6AFlyBkC26XMcDpdTkaa5fv7803wCgKkk6FT3inb3RQ3wosy7ivBoMMcRwXFfO1RWPeweAYIKUACLLAhfvSyaLZ++3wKkFgON6LLbg8zxcWFjY1NVVWVtbU1EDd6XK5jEaj3W43GAzR0dFGo9FkMlEUpVardTpdQECAy+VSq9UnTpxITEyUBa7FYtm0aVNdXR1BEGaz2WazuVwuh8NhNBq3bdsmCAJBEFAiw6I0Go2fn19qaqrJZBo5ciQUuDab7ejRozU1NXa7HW5hDW3qOp3OYDDYbLYjR46MHDnS399frVarVCqKovR6/ZUrV3JycvqwwGUY5quvvmIYJjQ0dNq0aV999VV5efmMGTPcxaiSx7WjPPPmzfP399+wYcPu3bvvueeekSNHutvmU1JSFi1aeO7cuWnj9CEhQWPGjA4MDIyLi+uoNJhO0/T3339fXl5+7733dmrF915UP7+KBG4/fwB6d/cbGxsrKytNJtOMGTNiY2MdDqa8qrnisrnF7MIwMRBSl35xbxKLq4t5BN5kdhSVNjU2WYcOjgwLCwsNDTWZTLm5uVlZWTepap8tFgpcnuclC243Xj8wQYCz4Rhca+UjY92TwKGpT/KB6VTaXm0XTogx2VyuHy2v0H2WZVkcx8WNHpT54OI4RlEkdFGAP+fQIRg2RplIBgQuThwzDNNLXRR4ni8uLqZpevz4iaVVVnMr22pltFoyLSnQ6WQrqi11jdZWq4sVPTcwBgAHTlJAGx8SnpmZtHv3bofDIT8tMKLziBEjUlNTnU6n3W5npMMlHSzLwaedJEkcJwSBNPgHJiZER0aGrlmzhqZpnU6H47hWq73tthlNxlZrqxUAmmUZh8NhNpuNRmNzc7MgCC0tLfv27QMAUBQF1XZUVBRN0+Xl5XJL+tiJy+X64IMPgoKCJkyY8N133xkMhrlz537xxRevvfbaz3/+85CQkOvvL0mSU6dOHTp06LZt25577rmsrKwHHnggMTGRZVkY2IckydTU1Pj4eJ1O5659O6q6qqoK7kCxePFipG47oqQwHQlchaBQNl8kUF9f39jYyLJsXFxccHCwze4qLjcaTTSGk0BgpE3LfKHZkikZAI4XrHZXfZPV4WApioqLi8vPz9+1a9fjjz/uC63syTZAFwXJgitqLuk9RKlKu9pO6S6CEDfs7bcWXOgVIPpqiFv0KXhPEETXDg8fXPiGIAlc8aVQwWOAqVQUIUX4gpPmMJIDx3HXAjMoKANgJElIjrtcLxW4AACz2RwUFPTDudb/9+evLRanNAR8cKDaZnfR0kK+NiCwGdkJt2UnXblyhaZ/3KMYytmEhJRDp+ynzl5hWZ52cS6GY1ieZXmXS3RZZ3lB2rxPaG5xWO2u7Mz4t56fWVNTI4caPHbsWFhE/Edf1Bw+UREZ5hcR5hcSpA/wD/H3iw6IVkdoSJLAKNHhU1zbJ275gWMDE0NaGi999dVXbdrZFxJomt60aZMgCEuXLq2urrZarQAAvV6/bNmyXbt2vfXWWw8//HCnxlQlIDAMCwsLe+yxx+bNm/fKK68sX748Oztbr9fbnAEnCtVWm+ueOURaYvmsWTM7Ergcx9nt9oaGhqNHj+bk5Nx///1jx471BeuMku77ch4kcH15dFDbOiEAA2sbDIb4+PigoKArtbYLlxoajdZrXgEC+HEBUydF9cBlQcBabez5iw3DhzTHRqlHjBhx6dKl3NzcHqja16qQBS5JitH+u/EqAk22UODe8Pjqvoar3fZc88ElJFGqQN2KK8AAhok+uNKODwQsFnoXwGhrivQtEP0TCHGRmUsWuFA3d+knWQpMJkY6k2fq2+2mzyYKgmA2mzmOa7QHMgwv/c0RG9tsojt+njG9TnSvbGlpcX8rg6ZWARA7vrpw8Hh1m9s93joEAPAGo40X+MbGRlkoG41GlToAALys0lRW2XLthQfe6/7/q0QpinjsgczpY/E+uRMsTdMfffQRSZIPPfQQAIBhGPeIy3PmzPH393///fdnzpw5YcKELj23Xh7IAQMGvPnmm5WVlfv2ZjakRAAAIABJREFU7fvkky3V9qkll0U7y+Ua888XkgEB/omJiRqNRnqZ5O12u9lsNplMFosFGtq1Wu3w4cOXLFlyA1fCeWltf7iEBG5/GOU+28eioiKbzRYcHBwbG6vVas0W46XSxhaTHQjiYvAb9WfruvFhAmwPjrlYoaa+tdFoS4jTx8XF6fV6o9F43eX3vgIka584Qy1uZyWZcOUtA5R0BmbGcRwa//qnwJVBCXCLPvlzxyfQhQAGD5ZzQQsuQZC8ZN+V072cUBRBEDhNixG+4BDAkG1ebml7CcfFQG+9V+ACAKxWq/iiRXr8qfHQo+5dx7QacUGYxWJxD97c2tpqs9kIguI4HgAlO4oLocF6AhcddmWh3NLS4h/Q6qfXS/q482gY4kpBimQZuu/tGW6329966y2SJB977DHoaysHjYaDQRDEpEmTIiMj//nPf1osllmzZnVkW3UfPCXnGIYlJCTcc889NTU1Jlfy+u0VllY62B87fvxgeXk+LEHaMVtcWKbVaiMiIkaOHDl+/Hh/6bhRnsFKmtof8iCB2x9Guc/28eDBg7W1tREREdCbyuZw1dRZbHYvFpRbhOLa3K0gAJpmaVqMtK/T6dRq9Q1Zz3uLetX9akVpK23QgGGAooguOZLCWgUB4DhOURRc3NMlfdz9dvvSndCPWUKntFnwMYQCV379g4vVSJLieaAwigJJ4hgQ3AMgwH03xMaIatuLwvuxqTgu+k9zHNdLw+TBUPzi91ffuZqUu61REy6Xy2azycIUAGAymRwOB04QDKuwKEGjpjiOtVgscjkmkynKReu0gUr5Y5iKEuMQ9zGB29ra+u6777pcrt///vfyQ+5yuTxeg3EcT01NfeONN/7yl7+wLDtnzpwb6CoTGBi4bNmyDRs2/uaBQRW1bOYQatiwyRMmTIAPPFziKXlUd399rfxEoRMvBJDA9QIHXfJ1AkePHmVZNiYmBv4hE7di4gTRj1BclHFtjs6nOiGIzRPDvV7boNanWtdjjYHjJbmQAnFDq2svAMobAJfdwPXj7ut1lJfQ23P+qCml50l85js7IGfoWiAzZ1kWBqPledFDV4k8Iglc2qPBJQcwglHbxICjCpoBmynFbRCDvPVeFwWn0ym+o4pmV6WHVkvZ7XaXy+VuwTUajeJ20wBnGDGWsJJDqyE5jnMXytI5o6IUOatIE1yAkgRuX/r6mEymd955Jzg4+PHHH5efcOgj3u47sL+//6pVqz744IPS0tL7778/NDRUCXwleVJTU3/zm6eqq6sxDPPz80tISID+PPJXRkkhKM91EkAvENcJEN1+KwmYTCbZBU1cDy5G/pd+6LsumHqqG+Lyf6gG4P97ql7fqkelUgEgLucHQJAsuF1rngAETgpxr1aroSGt3V+vrhXa23LLmlJ536XpAtEH131CFlpwKUqlPA6uuMuutMhMNnrJals5RWjB7b0CFwDgcDjgliXKh0CnVdntdpZl3W+pr6+XRBgm+fJ2/qICgKBRkwzDOJ1OeW8Oq9XKuFwaNalwa0CcIFRiKAxxCZvyUfPlnI2NjatWrQoNDb3vvvs0Go1HUzuaK4uOjn7yySdJknz99ddvrMNYaGgo3MI3OTnZ/Rvn0TD08eYRQAL35rFFJd90AtHR0X5+frJSFI224jKa7ixauultvVqBcK2FYjvdbQw91QCfqKeNwFVqdoKth/tm4Tiu0WgEQehLJijlw+MucAVlO5BhYjwPccsxcS299BIIF4cxDCPFllfooiAuwMcwQNO0bI661hhc+bwJIUXeZVm297oo0DQt//FRNnCiMLXZbHCRpXxLY2MjAIBleY5Xom5F86taTdC0uOsVFLiCIIgCl2FUlBgjQS7Zy4nkHYTTtNPdluwlv49fqqure+mllyZPnvzwww+3faK8b/nm7+//2GOPJSUlvfrqq2az2cd7ipqnnAASuMpZoZw+RyAzMzMqKko2h0jO+92Z7/a5jvX1BlEUhWHiMnwAhB9dFBT+uEs79HKcIAtcu93ubg/r6/Cu9u+appTUjNIpC4Hnxf3PIH9YkJsPrlikEnrQgsuyYrQ7mL8bFlwMA5wYRKEXuyhcfbNSCl9EpdVQVqvVQ+AajUYMw1hOUOiDi2FAp6GcTlGbwiHjOE4KgyWI7tHK2oOLPrgk1OhKBt2X81y5cuWtt97Kysq6//77222nIAjys9puBoIg7r///nHjxv3hD384ffq0wi9Cu0WhRN8hgASu74wFakmXCWRnZ0dERFgsFhjpRquhAv01ahUBBOlXX9GPdZcr7c4NVz0nRPOW5L8IrbeKDC3dqc7n73Gz4AJKnO/u2h8iQQA8Ly4ygy4K/d6Cq3S8r25X9lOBC/c6llwUoA9u56WRJA6AGE9XdlGAG0YolFawAlza6IHjuF7qgwuAaMOWlL3yPzQCFLgedl8YohVGve2cvjRPpVFTNE3L7/aCINhsNiBGcMNxZRZccbcOUrTgyk4OSqr2wTzl5eWrVq3Kzs5esGBBR39JOK7zcMtqtXr+/Pm//vWvN27cePr0aR/sKWpSVwl07Xelq6Wj/IjATSWQlpZmMBiam5trampomvY3aBIHBAX4a2H4W595Cxc3VIOryigSDw3WBfpreJ63WCz9U5kBAHQ6HYZhkj7gSRLqoq7JfY7nMQzTaESS/dOCK0dRUP4VwzAxcIGHBRcueCIpsis+uLggiBG+5KhG8LvWJYFLEOLmwL3agut0Oj2kqvexwDAAXRQ8/jTZbDZBEERvWGXr1XAc02hwp9Mha1P4LcAwcfsMhaMgbUcnxnrzaIz3Lvja1aqqqnXr1j3yyCOzZ8+Gr83tthA+8+1eck8kCCI9Pf1Xv/rVhx9+eObMmT7jnezex351jgRuvxruvtZZGDG7tbW1qqrKZDIFBmhHD4uJCDUAjBCNpeJUnXLjyk2Hg2GCXkukp4YnDghxuVwlJSX19fUKf41ueuN6tgJZ4F5bZNY1dSs5kgoY1q99cMV194Lop9GlRxx6bcrTtZKuEjfdEi24vLgCUsmBS3tqtXVR8LJcvW2xJEGIDhO91oIro1MuEAlxzoE0m80YhrnbGuFuZAyrMEqbuMuxRk3B12P4BwRGVABAIAhMsQUXqCjc6XS6t6TtMPlySmVl5fr162fPnj1t2jTv7RQEwWAweM8jX01NTf3tb3+7a9eubdu2Qbu4fAmd9C4CSOD2rvFCrf0JgaioqPDwcI1GU1dXZzKZtBoyLjog0F8t7Vyq7Lf6J+XdpA+CJLXF7R7UFB4b7R8YoGYYpri42GazxcbG3qRafblYPz8/aMEVJ1XF+e4uHeK+GSzLyy4K/dOCC/dyE2cGlK5MAlLgAnFZEnnNbC6tbRKjMpMkxfGCbBH0Ph4EjovKlOPchTLUeYKACdBByHsRABAExvOiC2kvdVHgOM7lckn6UunrGY4DFUXYbDYPgUvTNIZhDMMpfMEgCBy6KEgDJ8b6hJv9wg14FbZG2qSDcF8p2NmI+db1ixcvPvvss7fffvuUKVM61eiCILRdeealP0lJSU899ZTT6dy4cSOy43oB5eOXuvrT4uPdQc3rXwTCw8MHDBjg7+9fXFxcV1en1agS4gLDgrWUuLeQtNhC4S/GzcR29fcew3VaVVSEITRYR5Ki4aSqqkqv10+cOPFmVu6jZcO9KOH0qLSgX+GP8tXuiJs7sBx0UejPURSkiPGE9PqkaKDbuigIwtX9GiiK4sTQVYpeCyULrugi4TEpLM2oiF6pSlpDEjic3++lApfneShMlU/CEARBUTj0uHXXZE6nEy4yU0RffDfAVSoC3gXjTzEMA3cHVEIe5sExjCBEN+LeGMGqtLR08+bNq1evHjdunLsjeEfdxzAsICCgo6vtphsMhqVLl+r1+g8++KDf+pK1S6YXJSKB24sGCzXVk4BWq42NjQ0JCTlz5kxpaSlJgtTk0OSEoJAgrfT7gSn8wfAs96Z8xsPD/EcOiwkK1AmC0NzcbDQa4+PjFy1adFNq8+1CZQuuIPAE0ZW/QpIS5nmBYTjoogAAgK6Qvt3jm9U6d52kpI52fXAxDKMoleicq1TgXtWmsgUXVo3jhEIbsCTNxb2ae7UFl2GYLvHHMXFdl4cFF75jEATBMJyyaG+AkHbZdTjscE8saMHlJa90Jc/AtcECOCY4nU4lAlF5sT2Qs7y8/Pvvv7/33nvT09MVVqdSqbpkwYXFarXaZcuWDRw4cPv27R4hcpFZVyH5W5sN7WR2a/mj2q+XQGpq6siRI8+dOwddWkNDQ8dkxJ6/2PjNkXJxY3dxk6frreJ675c23QIYHhqkS08NDzBoW1paioqKmpubU1NTExISrrf8Xni/wWC4tshMEC3tygIbyR0VgBhQCcMwrVYru0LKV/vJCXRRoCjKochgKlIRdxqTNKUcJszdgstaFepb0dUBGl/bLjKDG/UpGQJ5M7+2MfmV3H7L88DwauKjq/jplQIXEHb7j8IUAABdHQiCYDml/AkCIwnMvZzuWHAlX12apj3M8LccrEcD6urqTp06VVVV5XQ6GYax2+0HDhwYM2aM0Wj89ttvDQZDWFhYaGhoYGBgamoqvJfjuMbGxsjISLkovV7f9o+M2WwuLCwMCAgYNGgQ3DBZq9V6PI0kSU6bNq2kpOTUqVMzZsyALwPwxqysLLl8dOKbBJDA9c1xQa1SSiAuLm7EiBHbt28vKSk5e/bslClTRgyNmlTenHu+tqFJDJYqFgQlptIib2w+6IArGkuiwvVD08INfurS0vJz587xPB8WFub+V/jGVuzLpckCF1ryuroWkOd5yWFRjKIAd0RTOLfuy0y62jYocMVfXHGRmKIDbvQgCIK70Q7u3EupVMoFFi5uGCFKWdmCC/XuNRcFRY2BK9IAALJKVnqbb+SDtvAutYUgcYIAdrtd8n+9+uPLsixN0yRJsqxiH2gCJ0lR4Lr74Hrfy6BtO6GfidPphP5CbTPc2hSapk+dOlVWVpabmwuDfLEsZ7FYBEEYOnSY0+kqK6sgSVKv96uvb9Lp1FFRUVDg8jx/8ODBt99+Ozo6uqmpCe4bZ7fbaZrWarWkdBAEodFogoKCkpOTx44dO2jQIJ7njx49mpeXV1tb29raCp9tPz+/wMDA4ODgsLCwpqam2tra4cOHBwQEuFyugoICJHBv7ROipHYkcJVQQnl8l4C/v39KSsqgQYOqq6sPHjw4evTo+NiQzJHRQwYGO5yMycwDAA1ct8aWK035ipuQBxrIlPiAwalhajVeUVFx7ty50NDQlJSUqKgo34V701omC1xBEMSdlxTbwGCLpP23RHMXjINL07TymfGb1qeeLhh2WZSYLqWTFJIFV1zXpVKpZObQkZQkKZZVakGE8/KwHHlEoEOwFIVMqUkZymIPm1lPc+xufXBvCzG0sOIScAxAFwUos+B9HMc5nU6V+IIhKAyjQBA4RRKtra2yUHbb0kwKk6ugSWKIGYF3Op3KwwsoKPWGZWEYpqCgIDMzM3JAZmV1q9VGuxiOphnJjQbjOJ7lBJeLa3IwGipw0e1xR44chK98OI47HI7p06enDh5TWt5gtTocTtrFsDTtYlleq1WzLG9upUlKM2v66KxR0ceOHYOvx4GBgZkT5h84WhKZwKlIgcA5gXNyrNNqc5hMFTzPmUzWpiZLZFS0v0FVV1cHq7thHUYF3QQCSODeBKioyB4kgGFYZGTktGnTPv744+PHjxcVFY0ePTo1KXTxnMHNJucZM92DbWm3KjEILklSGemRI4fG6HUqh8Nx8eLFS5cuTZkyJSUlRdYZ7d7cVxPdBS5+dXflLvRVEriiwyLcqhdGvO/C/X0iK/S5FAWuUn0rZpQMr6IFFz54bi4KKsX7xIr4oDZ1twRfdYEQxPkSJYe0W4cohX18iryjvshxiJV/hQkCJ3DBbrdTFCWjYxjG6XSq1aLwUogOxzGSFBerqVQqaESHW5qJLzCCUpUsuYiI6+R804ILA5+Fh4f/+i9f5l1oZMU9264+ePDxk2YABCBgk8cnLJgW0tLSAhWnIAhGo3Hw4MHfnbJu2FoiDZP4tEq+OWJYPXH+h+U4znS+JOfdf0w2Go3Qb8doNFbW02s2FmnUhEpFEgSmooBWTajVGjWlx3Ex/pqL4QYmYo8ujTKZjnb0YKB03yGABK7vjAVqSTcJBAQETJ48+cSJEzk5OV9//XVISEhKStq0iUnnCxvqGmx1jVYgegyKi+67WUE3b4M2YwwATKchxo2MGzksBgD+4sWLBQUFDodj+PDhSUlJ3Sy7l9/mLnDlRWbKbeyCAMSfKJ6XXRQYhunlSLrcfLhqvkvqUPJ2Fr8FhBS6AlZ51UWBojhOuS1SvFXaGZuAhUAbmLRTGi+5vXcucqXd/cRsstTrMoJbeoMscBU72GCiwJV8Z90FrtPpdLlcFEWx4io/RcZvSWwBq9UK59zl8MMSf1HMKQEj7SQnRjrrangBJYVffx5BEEwmk9Ppami02ex0x5AxrYbieV4OWMuybENDQ3p6el1DdXWN0cuNLkbcrAQ6JAiC0NLSQpF+NrvDZm8L8MffDoJUuVzRNpuN5/neGIDi+oemF5XQlfXLvahbqKn9iYBGoxk8ePCkSZPCwsL27Nlz6tQphnEmxYfMmJw8fnSsn58Gx3D4o6vwT/8NgSf9yggAw9UqIj7GMCYjJiUxxG63Hzp0qLi4ODo6etiwYf3TARcA4BZFQcClVWZdZc6wvIsRBa60/FwMA9rVEnp7fpYV49eqVCplekbsLoaJ68M8hCkMBQDj4CpckilPzrr/wEuxXQlpkr2tPmgHthyzwb2QdvL5ahI0+0mrxLqgKdsKXOgkKllwlY4kgWP/n70rgauiavvPzN0XuJdNwAUEVFIBEXAXURHcReU1N1xy1zatNNN8tXorS7/K18rCN6207bNe1/pKTS2XNJdQyF3BNFbZufudme8358h4vcDloigXOPPzh2dmznnOOf9z7sx/nvOc56EpKC8vl8vl+POgUoNLYz2lk5hZLGar1eru7u5k/keZjWXZ8vJyvcFUoa/FxlwuEzOMFUeDww4lioqK3Nzc9IZaC4oAeIU6Xo7gNeKSmhgRh4gy/1cqERsM+ubsueVRToMHrKum4XxAsaQ4QeCRIiCRSOLi4gYPHlxYWPjzzz8fP36corgBfUKSBod2bu+lVEgBHv1iBf+ap0DUys89MS6kY3tvuVycm5t74MCB4uLi3r17t2nTppHqrh58aNVqNQDvgxPF4qqzap3X4FoYk5lRKBQikchsNjdvgusUocSjhpW4ts6tMFEWicR1UuBiOQI3xZ+OYomE5aM83FV3OZgqgr2pIMRBZhe8hVmR4AvCmRZi2A0GgwQduIher8chM5ANrrMaXJGIN1EQCC5m27yfY2Sj6kxjsAMHhmHwj9HJIo8sG/ZvXV5hMJuZmrWwvLWCQiGxWq3YpwQmuDqdTiqVGoy1fPTKZXxBg8GAZy+SUPsihkTC2/iazeZHqS55ZLA3sYoIwW1iA9p8uxMUFBQbGxsZGfnnn39u3749KytLq5H36xmUMjYiopOvSikF4JdTH9FTidfFUBQtVijEj7XzSoxrF9DKIzc399dff7106VKLFi0GDRrk4+PTbEcLe+25E+jBydCi94JlZVij0dqcNbg4jNZ9aHBpmrY1UcAEl6Zpi8V6L8a1nAlb+PF2K7zxnGGctTQRNKC2bLuWKl3ptmCiIDD1WluHZzp2PSt83GLVI7/JrC42uDRN2RJczLYr1cm1NuROBquVt0V1WYJrNBr1BgvD1kI6pWLaZDKZzXf0tWaz2WAw0DRtMtcyn5UKqclkslgsGD3EdFmHZJrHTSIR6fW8fcIjepU4O5gkXzUIEIJbDSjkUmNEABsqjB49WiqVHj58+ODBg7du3Qps4/H4qLDhA0M6tvNSyKUiGpsM8g+0h9bHSsn8ngQ6uI2md0zrrmH+EgmkpaX98MMPLMt27dq1e/furrm346HBco9gmUzGh26y8rGz7ovf8qF6jSarTCbjHYii454KmsGJxWJBARokzvdVsMEVOCVvnM7w5ukURVuttTAJ24qwKFs5yPJB7Dzb4wMMI929IMRWvuunBaUpWr2u/NU7bDfNx1VmscWtQHDxEjkmuE6ih34y/Nq6XC7Hm8wqG0PzEc1qY4RCGzHBdc1IciwCymSy1LqwIJOJMePE/cKb9jiOMxprIbgqpQSb0uKCRqOxVnbL74kU88GWnbSWFqAmiQZBgBDcBoGdVPpQEPDy8hoyZMiwYcOUSuXXX3994sQJvV6v1SgmJEVMHhvWPkgrlz9SWwWZlBoc1254/GNKpSQrK+vw4cOnT5/u3Llzr169tFptI32v18vIYTdV2JPofbgJA7AnuHXdIFUvvWhYIYINrvPvWmQmyxvh2s49hmF4P3Z8oAGnWBpaBuF3mOHNahgE9KFC877GauUjlagJS/yPfPdnZQse7H/cfhS8zVncxGL+Y8xsNuMPM1y/wWDAQaeRH2KnRKHh4wwGA17BEDwK8+Y6fDg0p4Sg1Xwzw/B2Pg+GxEMpjeNomPkGOjbboKSSexinxWLBfgNr1eCqlLKKigr883E+XoxEQut0d0o9lJ4TofWHwKM3TKy/thNJBIF7ERCJRL6+vqNGjeI4bufOnd99953FYhkxYkTbQM9h8aEAsG3PhbMX8lAgId4bKHpHO2UveG89Ds/4oBIAlFjrLu8V1XJg3+AOId5Wq+mXX345duyYQqGIj4/v1q2boL9xKKvJ3sQ2iHiRl6adDwWFAeEAaCvDGU1WL3epSCRi0NFkwaqhY4IG1/nlCOzqCG8yE2gl1sVSFG1xWoOLDT1tiTJWA9O0yGqtZWeP0Bu8iEKjXW/CxUaUwEpTkUjE8pbkTjUcB8iwWCwSiUT4xsAEVyKRotglTslBLmw5TJTxOOJNZiKx2ML7YnBKCLbBZStdkThb5lHlY1nehZnJXEt4N4oCmfQOwcXDgCPDWa2s2VwLEEqFRKcrFr4PscVUrf1DfLrC2SGvVRzJ8DARIAT3YaJLZDcEAuHh4RzH5ebmHj582Gg0arXaHj16dAjxcVPLrFZOLKbSL94uLdNXPtc4FM63fmguT5p5eksrldKwUJ9xI8Iiw/wpirlw4cKPP/6YnZ3ds2fP2NjYwMDAhgDGherEBPeODqxue8z4lztFgZXhDEarVHqH4FaOpgv18WE3BYd3kkpliF3xsNRaI0XxPrl4fS19d+2uUq3Lr27XKgFnQEo1Xg0syMFhtEQinmA5KaSyiEgQ4mRBF8mGXUnwNtA6Z1skEtHYXlkqlQq9NhqNIpGoMtBDLZwM14R+MZzVypvo2NZN07TVivf7216uKY1/f5ydkJpyP+Lr2O7IwiukHdXME1yZWKfT4e80zNotFgtPcGubzyqltKLiDlXFGlxnaKtUKq6oqBCGz1HjyL2GRuDuY66hW0LqJwjUGwLt27efNWtWjx49Ll++vHbt2iNHjpSXl3t7KqePj5qXEtM3ppWHRkGLxAA0xXsQ413TI5ZQO0WooYl3H4wUJRKJJJ07eI9K7DA8oUMLb9WVK1e++uqrU6dOtWzZMjk5mbBbtFFDgnZH8bFJ62yigEaJYTmdnvceKhaLsSa4hqFpspdZlhWLxSiWm7N9pPmYIzyhtHs9IzWqyGJxSCVsKrFaWawGFhwgYLZKi0TOs2SOA5qmhZATNuIbRxJ/U0mlUudNAhDB5WerTCYThkCv19M0LZHInMcfl2UYRggCh9XJvAbd6U1+vGED8rzrsgSXt07ggHVoUsybofMxL8qFFQmGYZBtMVfrt5ZCzjNjDKbzJgpi3pPxnVKNY6Y241YSDW4zHvym23WFQhEaGjphwgSFQnHw4MFNmzbl5uaOHDmyZcuWA/u202oUIW09fz1x489LBWb+pU6hcL6Y3Tq7B7wKeLi4WCoVh7TVjkroMGLQYy283XAA4X379mHPCT169HBNt+pVuvNwL0gkPME1m80oHFfd6sIjxDBceYUJOwTAm9XqJqXx58ZeCyQS3su9k71Bm9LEIhHPcQVCcIfvUlSthECohWE5rL8VhGAbXJFIbK3FYlKQASzwYaUaL8HFVhkymYzfT++c2StGnWVZiUQiQIe3/EskUivjtK1DJYqCpRMOa4c0uM4G2kAN4OMs4m1qlSJd5X8cfBgZFNOV4darb5tELNaV6IRvLWy8yzAs+tZypLOQyyW6gntUv8KgVF8TuiqViMp1/DeJM5kdyCG3HgEChOA+ApBJFQ2AgEKh6NOnD3r9sEePHt2+fTvLsn379g0JCRkyMNTXW+3nozrk9deVrOK8gnKd3sRx/GMU63F5e4U7Ngt45bcmAwZk3nAnM80BuLvJOgR7DY4LGh4f2iHEKy8vb//+/T/++GNRUdGECRMGDx7s7+/fAFi4XpW2Nrh1s1Co7AvLURU6M349N0+n65gnIQ2uo7d4JWD8/zTNB4bABBdfx66+kNewOpgoIH8L/FKFoIas3GTGG5La1ug4LRbzbLuREgVMcOVyBeL0Tg0BH6ABESPbXptM/HeamLfBNThpy4sXjPDnAUYYE1yRSGzivcY6e9BoBAWW7GyxR5IPe3jg19Ycfr9RFEgkdAGyGcATCSuzWeQq23FLZVIxLoizWa1W4blfc0FKRIPRaJDJ7gS7rjknudPwCBCC2/BjQFrwkBCQSqUxMTE+Pj7e3t579+794IMPMjMzk5KSYmJiOoX6tG7p3rtb4I+Hrv7yW9bFq7d1BsZisbIMg3Y8YS0Ib7dg8/YV3mEUfg+hW/gir4iSSumozr5Jg0PHDOvs10JdWFh49OjRLVu2nD9/PioqaujQoREREQ+pp41OrBQdD2JawDJshc5EUZRMJisrK2t0CDx4gzmOQ7NOetc+pjahPBtAnFIgpjhSLmJdddlkhtS02JwX11lJlMV1cKYdx2Z6AAAgAElEQVTLcSKRqPFrcBUMv2G1NujRfX6TH7IVtSW4OFQyRdFm5JDVGUGoOp4rC9wUs22JRGoym5yRgPOgyHa8U2TnizyynBaLhWVZhK2jVTVkKkPpdDqx+E4v8IIGy0JtJh+cBIVNlsvlOFoHdkviuIOoOjCbzSoVX8pxZnK3wREgBLfBh4A04GEhgNlPUFDQhAkT/P39v//++59++unKlStDhw4dNGhQQEBAt8iAFj5uPbq2Tr+Qd/Z87tnzuZl/FVl4r6AiZJNbq9NvGpAJr1xGtWvrGdcraEDvoOiIVgGttQUF+fv379+8efPly5cjIyPnzJnTtWtXqVT6sLra2ORiEwW8yeX+2m5lWJ2BdwQrmCHen5zGWwprcCUSibP0CmlwJRKJLbvC9tAikQgHh3MSDRySAOtfcREOsdU6+RrDnNh2sd7J2l0k2x0TBV6DW+FkkyodVvDKb6EIDpVM02IL7xXaKaZ8Z3cmCtiB5SDtI0gkUrNZL0h2nECbC3n1uW1jHBd5lHexXwi0O4JXM9RUNWacOp3Ox8cbM04c8YEDcGwtIxLREgnPjHHYcLz5r6ZahOsUBSIazGYT9uQtXCcJ10SAEFzXHBfSqnpDQCKRhIaGuru7q1Sq3bt3Z2Vlfffddzk5Od26devUqVP7oIB2bb0iOvp16eT3R0Z2xsW8W7kVJWWm4lJ9YZEOOe5Bz1beOcKdhyz/CuJ4q0e1WuLt5eaplYcEaGO6tOzfKzjsMT+ZjM7MvH7gwIE9e/ZkZGR06dLl8ccfHzhwoJubW711qfELkkql2PIPb0W/D10Iw7IVOt4jFfbi6SQzaPzI3e0Btj9GBPfuRccpEU1LpTzBFTgutvHgN+pxnMXqpC0vZ+a5GCVGh1AjslgQ17p1XciP7SUatQZXJBLJZHKGKRc65TjBE1yaf4wI+ONd//xlPuI0z3AdS8B3cTY7DS6/U00qRc5fnRKCTatcluBiS4NaAaGAV4rr9Xphqxx2uwZAWXiTgxoPEU2LRbTRaMQ+uZ1cTaJpSiymTCZCcGsE1qVuEILrUsNBGvOwEPDz8xszZkyXLl1++OGHXbt2bdmy5bfffktMTMSqXF8fhb9vSP/eQdm5Zecu5F2/UXz+Sv6Zc7fKK3hHjCYzyxsvoLc/TYNEDHIp/14OCfSKimgd3rFFdHjLkLZeIhEwjPnixaw9e/Zs27btxo0bkZGRs2bNio+Pb85By6odUby2jnktdmRRbbZqL+LvDIY3UTBzHKVQKGp9C1Yrp7FfxNa0yAeIk8QURCJKJuX9Ttgq7cRiMWbJzlsXmM28LY9MJrPdn4SWyymTyRGrsMVcRFMyZKli2xjbDC6exl4spFK52eJs1FZe/1ed2SuyGKGRHKc6zSKvL8IEQHFPrMgVAya4TgnBPNuWJTtb7JHkwz9qnvCjVbKa6uSDunGcXq/DlgYAgDftcRyFPKbVVI63R6dpPjNeQ8BK8Vq/tPnvARpMJiPR4NaIrCvdIATXlUaDtOWhIUBRlFKpbN++/eOPP96pU6eff/75jz/++Pzzzw8cONC9e/fevXtHRES0aNGiXbBPCx/38gpjSZkhN6/MYLSUlBlz8ity8yrKdCaWZTVuCj8flZ+PWuMua+Hj1sLbTauRe2pVIhFcv379yJEjBw4cOH78uNFojI2NfeKJJ7p3767Vamt9bj60fruoYOz4s9J1pbMKJ5vOcAzDlpYZWZbX4D6IqYONzEaWlMvl2AQTualyyg8u1uBi9bkwJ6VS/nONN1HgNbhOjYXJzMcTsCW4NK8blrIcmM1WJ4Ug9adM6EUjQ5/3LcjbENMiscnkrOaVt8oQ2e+rwzpUiuaDkDkJAu8+i+P3Cwq21MjdngiZKDgrBLvUsDWkdrL2R5MNb5sDqMWTKUUBRbF2GlyaplmOcuzZAtlDA9bg8vl5Xxi1fynzGlwRWCwWYm/2aKbBA9ZCCO4DAkiKNyYEZDJZ27Zt/f39fXx8AgMDT58+fePGjUOHDl25cqVDhw5BQUEBAQFt2rTx8vJq3dI3vKMfrw8wWgtu624X6Sr0Zo7j3FRyb0+Vl4dCpZLg5cXbt2//8ceFK1eupKWlnTp16u+//9ZoNIMGDUpMTIyLiyOWCdXOD4riX8+VBLfaLLVcxASXYUCpVNb+XqpFWKO87e7ujt+yUqlE465CO3KwY1MW2S8ChwxpbPpG0TQlEtG2xBSbKCBfY5zzDhBMJt6Jk0zGa2CxfLxdjPfN5KydA4hFlEwmtfUIa9PURpDkOA5RTLHJadMCtOWf15cLxBSrUZHFQh1iNDAM71pAoVAIXymY4Eqlslrj0wrIUhQnlfItsW2McLfBE5WMs5YvLr7xHKvT6WxNFGiaZhhgHMYcQZp0ztZEoZLgOvpW5Oe5iDdRaLam/w0+MerUAEJw6wQXydwUEJDJZN27d4+IiMDs9pdffjl79uzx48c9PT3bt2/fpUuXkJCQgICAli1b4vVEN5VY667G7xKO4xiG0etLKip4tUFOTs6lS5d+//13zJXlcnlERMSoUaMGDBgQHBzsmm8OVxjCByK4yEaBZblyndliZbVaLeJ2ziquXKH79dIGs5mPc0FT1uRhjwUHaMsrTKXlprIyY2m5sazcVK4z6fRmvZExmngbG7PZajQxCrlYIuFjQ9hu7VIoFLw3vTsa3DuG5ve20J5kmC2M2WJVKBTCLn7s941huBoIliD2riiZjEY13w15cG+lrn6G4zXwmldeae3UgffV2SlNsaUBRYmc9iAM+GNGqVQKTxjsUoP3omCyONUU5BBLJuNN4V3TROSOiUJtSwoURbEsazAYBIJrNBqxTbnjGGhYg2symfBHWiWfrgU8/hOR5iwWs1BdLQXI7QZFgBDcBoWfVN5ACFAUb7sZHBzs4eHRu3fv69evp6enX7hw4erVq8ePH5dIJN7e3v7+/kql0sPDoyU63N3dAaCsrCw7O/vWrVulpaUlJSWFhYV5eXksy3p4eMSio1evXoGBgZ6ensK7p4G66OrVYtUddtBzH23lOM5gtFToLR4eHliVfh9CGnWRGzduFBQUfPfd/3p6egb5KsGXd2knkajl8hYyuUIiUZitdFmFtbTcXFJmLizS5xfqW/lpPLVKOw2uAh0yqdjPx41lKd68kwOGYfE/lv+i4w1C8D+rlbEyrJVhTWbW3V0j2OBKJBK5XM7vTEeRgHntoESMXO6KKtea+eah70PWaORjSsikYpmU1+C6JsGqdW5wHB/kViQS8/YCd3m7o3LYBtfWtAAAsIkIy/KYOypsc49hOYbllEqlAB3LsgqFghaJavjAsClcmaR5G2g+3oogpPKOS/xfGb5E+DSqqVUcyzJGI28Ui3NgpayVAT5ues38GC0fcfgrkQ/qxvLB+Wr1g4u2A9IMwwjV1dQsct0VECAE1xVGgbShYRCQSqW+6AgJCQkNDc3MzLxy5crly5crKipKSkquXr1aWFhI07Snp6eHh4dSqQQAvV5fXFxcWFio1+vVarW/v3+XLl3atm0bEhLStm3bTp06tWnTRlg3bJheNYZasQc37PT+jiegujWbpxQmM1NW0XwJbq9evb7++usjR47cvHmzuLjYaDRarVaJROLu7u7j49MCHR4eHp6enhqNxruNrHOQVK3mTIZCQX2OIVcoFEqlsl2Q98JZPYpLdRwfHJVfAbcyvNEC4rKM0ciYzFaD0arTm8p1ZquVaeGt9vT0FF7zUqlUrVa3aamZODoi/WKeWERr3eUeGplcJmYYjt/oDhxF0QzLa5QLCvU3s8vbB3krlTKlUimw5LpNgYbOjeMkUxSNwl7c8UngOOYWhTy1yeVy26/fOzbQQFmdtu5gGNZsYd3c3AQNOsdxCoVCJBKbnQ30wLtzkEp5db4gpKERvad+ZxknTXMsIyhiAe6Y1VqtvE72Hon3nvBPaY4TCt7h0zX7I8Ol+fscHwpYmPn3SiVnroUAIbiuNR6kNQ2CgEql6ogOo9GItbNnz57973//m52dXVBQcOvWraqt4jjO39+/Z8+e8fHxYWFhvr6+5JFXFSUHV5DCjw+F5aT2y0YU/2YCALOFLS23eHl5URSFnV/a5Gn6ydatW8fFxc2aNSsrKys7O7u0tLS4uLioqKiwsLC4uPjmzZtnz57V63mvqDKZzM3NzdfXNyQkpGvXrjTNm+FigLAjYZlMdjv/r9L8Mzl//202m0UikVKpVCgUcpFILBGLFWJKK5JIZEqVWqHwUqrcFAq1v6/7lT/VeHkXM2apVGrUFwzopoho58X7dqVYmjJxnB7tiOLVY9ivGUWJKdqNEvm1bt3aQ6Nwd3cXGtO4xkwsFiMrWGQ7S9EdQzyUCsm5i/kovkD11AprcG1NO/DooE1+dSC4Ft5EhBWMsDFu2I2A8zvVRDSlVMqVSmXjJrh85zmr1SqYg2POarHyAZQdaGSRGoIviL+vMJ+u9VmE5jC/ENFIJ23j+ok9eGsJwX1wDImEpoOAXC5v164dAERHR8+YMaPpdMzFeoJ5FXak6uz67r1doCjKYmVvF+n9EcFthsHM1Gp1+/btW7Zs2apVK4yN2Ww2GAx6vb4cHaWlpeXl5Zj6y2QylUql0Wg8PDyys7Ntt8jIZDK1Wl1aWpqPjoKCgvz8/NLS0rKyMpOJD4uFLdElEolKpXJzc/Pw8PDy8mrTpo1EIsHLGgAgl8tZlv3111/z8/Mxw9br9SaTyWw2WywWq9UqEolwdA+pVKpQKLRabbt27Sr69sUWwPeObeM4k8vlarVaq1E81s5Hq5FtWD2SZSw79177391/Xr9ZZkT78LBlJ0+1GJZhObSxiVKr1bb0CO/V44BGgQnsV9UpikY/kHsYs8XCmEwWjUYjsDqxWIyGgKs2ugFaMOG3AxqNZmHVXiymVUqFWn3nK8XVQMdOKhyEeMANxnYvHMcJ6wDYRIG3G6n0XF5t15D7BQ77ehNMFJCViP0Q2BZHOnjeiEdA3vYuSbsaAoTgutqIkPYQBJoFAnK5HG8nvw8TBRy702Ll8m/rOgd7yuXykpKSZoGaTSclEkl8fLzNBd6aUyqVajQaf39/2+u2aYZhWrduLTgNxdzU19c3Ojq6U6dOFovFYDBgflxWVlZaWqrX63mPCeiwWnl/WCKRSKVSYcP0li1bYuH4y7BHjx4cWvY1mUw41Cre/4fDeWCijF1nmM3m/Pz833//3Ww2CyzZtp2uny4oKCguLk4/e3x4P5VS6ZF5LePChQvtAwL+Z3mP3NvGmzn64lKT0cRYLLy9cnGp4e9cffeubdzd5CqVSmBjAKBSqZCdhlirUbTy97gTUosCOe8cQ+7vo8jJr/gruwwFneFYlsOL7yYzq9FohQ8V/NnAu7piQSIRi0SUiA9JQMvlEi8PVUBLt8eC3URi6Y4fL+Xe1rMMazTxfnMVcv6jxTW5GvYLUauTbKSI5W2XBUixPS7SozukqsgaAW/OwwSX973g0KqBN0OptD9zTdBc/1fziFtICO4jBpxURxAgCPAIyOVyvNvm/jS4yLk9m3+7Qqv1V6vVzZDgAoCvr29dJxNN02FhYd7e3rggNob28fFRocNWGsfxC7g4YioKJ4HdDXPYbyv+OKl83fPO2tq3bx8SEqJWq7EQx8PK8c75eXP20tJSHIvOtupGkQ4KCtJoNH/88Qc2yi8rKysqKuJdZSM1uUajwcppiUSilsn8W6k6tpa3bl2W8/d1mYy3PBb6iPXiAS01syd2LLhdyjC82lcsFmvclQGtPA26PIncK+3PXKORpWnayoLByOj0lpC2XrTJS6PRYDlqdHh6qCaNidDpTXKZSCEXK+ViD60isLWHxVjw981LgwcPj4lode1GkdXK/pVdzltRe6i1Wq2tOlloVYMnGIZBnJVGZgb3KLDvbRv/xWUbjw2bKNRq0Iw/urDZjI0G10FFd6rlDcpdNb7xvciQMyAEl0wCggBB4FEjgE0UsB6RQz7z69IC/BLiLFbmdpFeoVB6eXkVFxfXRULzzUtRVLt27WxDxeKtllUREVzkVr1V9YparY6KihIUiljXVTWbcIWi+JV6tVrdqlUr2x1XQgbXT7Rq1So+Pn7o0KEcx+l0OpPJZDAYdDrdjz/+eOjQoTFjxhgMhvz8fBw51sPDw9fXVyq2cBzr5eWFXX/gPqpUKrVa/WfGydPHfsnOzq6oqDAYDAzDYKvlnJwcPz8/ZMwjcXNza9HCt0ULv6DAFvqSSzqdDttTAYCnpyfHcWdOHdZK/rKaCyqKK24bDQxjYVn2J73+/PnzDMP8/PPPaEObRKVSh7YMCAsLp8DcokUL21FzHdhZlkWhQ2rxooBQ4hmnMIsYhpHL5bVqcFFPeeG4ILaiYXmrXapm1wt8IbwE4ZquJ1xn+FykJYTgushAkGYQBJoRArYE12y2IsbKG8Wh98fd2EXVbRPh8+KXntXKFBTqKFoSEBBQWFjYjOB7sK4Ki7lYjFqtDgwMfDCRvJ2uoE2skyiBl9SplCtklsvlQ4YMadGihd0mrT59+mzcuDE9PX358uUtWrTAmmzMinBUhYCAAEGDDgBubm6tW7fu27dv9+7dzWazTqcrLy/Pzc29fv16bm7uf//7X6wSZhh+835BQV5R0W2VSmUxd46MjOzQoQOGwtvb28PDIygoyNfXV6/XY9uSkpKSrVu3arXaKVOmYG8V2OqdpunS0tJff9l7/LdDUqnUVp3sCsDiNuB9Y7UqYhFDpUTosC2IAo7UQo4xuxUILr/Vz6HZLl7HwBSXEFzXmSoOWkIIrgNwyC2CAEHgYSGAFXg0Tbdr6+XXQmUxm2kKZDKRXCaWScUURRnNjNnMh2ziAFgO+E06HO/+k49PRInwenlBYQXDUKGhoadPn35YDW3ScimK8kFHk+7lQ+kcTdPC9j7bCqRS6ZNPPrlly5YVK1Y8+eSTkZGRdl8UAwYMEGyXMcFt06ZNTZ8HmZmZK1as6Nixo20VVdPu7u79+vULCwvDtziOu3379ttvvx0ZGbl8+XLb6mzL6nS6goICW7Zte7dh09hEodqNd7YNw7pbwdIAc1CJRMJ7WnbIVoUPD1uCa2Wweb9tDfemkS9nYqJwLyiue0YIruuODWkZQaAJI+Du7q7VajmOe3xU5y6d/XPzdRTFuaulWne5Wi0D4EpKDeUVJt7JKEUxDO/Ah2E4s4U3QKzQmQsKK7L+KjEYLQCiDh067N27twljRbrW6BCYOHFiq1atvvjii0uXLo0cOdKWv3bt2tW2O1qtNiIiwvaKkLZYLGVlZQaDQbhSU0KlUo0bNw7ftVgsx44dW716dUxMzOLFi1u0aOGglEqlquluw17HgeIcRtvlG4h5Kt6/iBuMw8WZzLVEzeD3tgIfMBwTXIZhRCJRrYGm0RZA3qqBaHAbdno4WTshuE4CRbIRBAgC9YkA3mZ05MgRiqL0egP2b2U2m61W3quUBR04thMOA4tXV8VisVKp8vHxiejZrs24MLlcoVRK2rZt63hLU322m8giCDiBgFgsjouLc3Nz27Zt24ULF+bMmVOTHYiHh0dkZGS1IvGPwkkrDrxXTK/X79q165tvvhk9evTEiRNx/MVqhbv4RRxs0mKpPQQ3dpEm7HfE7FOvNzvuIFoC4h2P4IKY4Jpro8XImwjYBVt2XBG524AIEILbgOCTqgkCzRQBnU536tSpc+goLS3Fjqiw1YGglbHlrPglhA0ZseWcQqHo2LHjxIkTk5KSgoKCWrdu3UyhJN12VQREIlFMTEyrVq2++uqrl19++ZlnnunWrVvVxtraj9rdNRqNJpPJeWWhXq/funXr7t27J02alJyc3KhdWbEsK5fLzRZHwRowXDQtsnV7J5FIxGKxzmSxA9PuFD1tKBwwHHtRQIYNtep9+SB/2IWInUBy6oIIEILrgoNCmkQQaOIIuLu7p6SkREREtGvXzmq1VqBDr9eb0WG1OQB4fYlEIhGJRFKpFCcsFkteXt7ly5e/+OKLEydOPPfccy+99FITh4x0rxEiQFFUy5Ytn3nmma1bt65YsWLhwoUJCQnOE1YcKcNJDS4AfPDBB9u2bVuxYsWQIUPsDH8bHXg4WpheXwtPRYFI+Mh8AkpSqVQkEhn0ViGkRbV95237KZ7g4o9nHCoC8WlHnsL4KNYcRQhutZC64EVCcF1wUEiTCAJNHAGKorDbVPxastPdCkpcWxSEJUh8EXtpzc/P379///fffz9//nzbzCRNEHAdBCQSSUpKip+f3+bNm//+++/x48cL3oIdNxIT3FoJMcdxf//993vvvff777+vWbMmLi7OsdhGcRfFvZMV6SyVPLX6qA0oUoMExUy+4zNBJpOJRCK9oRZmzLIcw4BCocDwIoIrrd1EgWGtVk4uVwh8ulGA2WwbSQhusx160nGCQEMigF0mPUgLpFJp27ZtZ82a9SBCSFmCwCNAQCKRDB48WKvV/uc//7l161ZKSkpISEit9WLTHccEl2GYtLS09evXFxUVrVu3zm4HW61VuGwGtFwjLdeZKYruEOQR3aX17r3ny3XV6GXFYj60noAS3jdWqw0u0sXyAUqwlzeapiUSaZnJ6hgQhuXMVlahUNj5hnNcitxtKATuupxsqBaQegkCBAGCAEGAINC0EaBpulevXi+99FJZWdkbb7xx4sQJlo8r4OjAYeQcKAsZhjl69Ogbb7zh4eHxzjvvNBl2CwAymUylUnUO9e0V3Wrxgth1r8T/9z8Tese09vd19/R0U6uVfKxvqUSEHBqo1WqBccrlcrFYgjS49xgboIwiAW6GZRkW1Go1ZsZ4J6vJZAXeX8s9h0wuVauVOGgwy7JmC6tUqoTq7slKTlwMAaLBdbEBIc0hCBAECAIEgSaKQLt27VauXLlz58633npr5syZiYmJDoxlGYb3IeCA4O7atevdd99NSkqaOnWqj49PU8IsOzv73Lm0iAguqS9rLD754Yf/V1JS8uyUOI4KsjBSvREq9JbyCquVpR9r7+fm5iYwTrVaLZfLvb1UUeGtaRHQNCWTijw08g5BHjRNnTybe+NWcXGpwWCwWCysp6cn9j6hUqmUShVXTMkVUqmYEotpkYgW0XRAK82YwUHuaumm/71w6VqBTm8xmjhbPt2UMG96fSEEt+mNKekRQYAgQBAgCLgoAu7u7pMmTfLz83vjjTfKy8snTJhQU0NZlqVp2s76XMi8adOmFStWLF++fNasWY3aYYLQI9tEjx49dDqdm5vbn3/+eeVKwe3bt/Pz83/44QeLxYL3eOHAxcHBIZfP66VSKeapALxSlmXZpHjv8GA9TfGebt3c1G5qZXkZH+xwTGKMlaHKyq35ReZe3QLL8vwUCgUAaPjDbUL0YwN6tVHIKJmUFotAIqFZxrhrx5ejRo16c0nP3Hxdzm1r2wCvwyUaXMq2wSTtgggQguuCg0KaRBAgCBAECAJNFgGRSJSQkCCVStesWXPr1q1p06Z5e3tXJbLYU15VDW5JScmnn366cePGd999d9y4cVULNgHgfHx8evXqFR4eLvTOarX+/vvv27ZtGzt2rEgkYllWpVJpNBpPT88bN7Lkcjnutbu7e25u7qULf1y6dOnatWt5eXk6nc5sNuv1epZl3d3dJRKJVqtt3br1xbRghUKh1WoBwN3d/caNrMzM6zk5OUVFRUaj0Wq1ZmdnMwyjUCguXDgvEomUSmVwcHCntkPc3FRObhNsAgPRqLtACG6jHj7SeIIAQYAgQBBolAjExcW1bt06NTX1tddemzJlSteuXYV1dtwfjuPsvORyHPfXX3+lpqZevnw5NTW1T58+jbLnTjRao9F06tRJYLfYXWDPnj3FYvE333zz+OOP9+jRQ9hY1rNnTw8PDyzV09PT19e3R48eAGCxWPR6vU6nMxqNhw8fzs7OTkpKYhiGZVmKolQqlVar9fT0xMJHjRoVFhbGMAwONLNr167ff/995syZQUFBggduvV5fVlYWHR3t5eXlRCdIlgZGgBDcBh4AUj1BgCBAECAINE8EQkJCli1btmfPns8//zw3NzcxMVFYasfO8sRisUDjAODWrVtr1641Go1LliyJiYlpwqDhiLt2HaRpulu3bv7+/u+88055efmgQYNwhpiYGOHbwNfXV0hLJBJke6ABgEuXLhkMhk6dOtnJxKcSiSQmJgaDb7VaP/vss927d69bt65du3a2JBtnjoiIsB2UagWSi66AACG4rjAKpA0EAYIAQYAg0BwR0Gg048aNwwHPcnNzZ8+eLaCAow8IdC07O3vhwoV+fn5Lly7FakUhZ/NJUBTVpk2bp5566s0337RYLPHx8Tj+i4BAcHCwkLZNGAwGvGnP9qJtGrNblmV37Njxww8/bNmypSY1LWG3tri5cpq4CXPl0SFtIwgQBAgCBIEmjoBUKu3fv/+qVavOnz+/dOnSoqIiIU41Zm8cx129enXWrFnt27dfs2ZNSEhIVcPcJo7Rvd0LCQl5+eWXDx48+P777xcW8rvHhMPOqEO4rtfrBVSFi3YJg8Hw0Ucf7dmz5/XXX6+J3doVIaeujAAhuK48OqRtBAGCAEGAINAsEPD393/rrbdCQ0PXr1+fnp5usVgoipLL5SKRKC0t7a233ho0aNDrr7+uVCqbBRy1dbJt27b//Oc/AeDdd981mUy1ZQeDweD4q8BgMLz77rvbt29fvnx5aGhorQJJBtdHgBBc1x8j0kKCAEGAIEAQaPoISKXSadOmxcfHnzx58o8//gAAlUp15cqVHTt2DBgwYMGCBWRx3HYSqNXquXPnyuXyRYsWFRcX296qmjYYDIKxR9W7RqMxNTX1999///LLL9u3b1/V7rZqEXLF9REgBNf1x4i0kCBAECAIEASaBQI0Tffu3Xv48OFlZWXnz58vLi7ev3//oEGDxo4dK3jCahZAONdJlUr13HPPRUdHYwMPB4WsVmtNBLeoqOiVV/sk8qIAACAASURBVF7JyMhYu3ZtE4uX4QCQ5nCLENzmMMqkjwQBggBBgCDQOBCgadrPz69fv34dO3b08fEZPXp07969CbutafCUSuX06dP79++/du3aGzdu1JStJoJbXFy8bNmyW7durVy5sl27djUVJ9cbIwLEi0JjHDXSZoIAQYAgQBBoyghIpdKYmJhvvvmmKXeynvomEolGjx5N0/Ts2bPffvvt8PDwqrYcOCycXYXl5eWvv/66xWLZuHEj+YSwA6cJnBKC2wQGkXSBIEAQIAgQBAgCzRcBiqKSkpJ8fX03btw4ZMiQoUOH2hkkcBxndyU/P3/VqlUajWb16tWE3TbJqUMIbpMcVtIpggBBgCBAECAINC8EcEizDRs2lJSUTJkyxa7ztmrdvLy8pUuXenl5LV26VKPhI0GQo+khQGxwm96Ykh4RBAgCBAGCAEGgOSIQGhr6wgsv/Prrrx9//LGt+zCKoqRSKUaktLT0f/7nf3x8fNauXUvYbROeJYTgNuHBJV0jCBAECAIEAYJA80KgdevW77zzDsuymzZtKi0txZ0XiUSY4BYVFb355pseHh7Lly9vXrg0v94Sgtv8xpz0mCBAECAIEAQIAk0XATc3tyeeeMLPz+/tt98uKioCAIlEIpVKS0tLV61a5eXl9fTTTxPdbdMd/zs9Iza4TX6ISQcJAgQBggBBgCDQvBCQy+Vjxozx8PD4z3/+k5KSIpfLxWLxF198ERQUtGjRouaFRXPtLSG4zXXkSb8JAgQBggBBgCDQpBHo379/YGDguXPn9Hr9vn37unbtOmzYsCbdY9K5uwgQgnsXC5IiCBAECAIEAYIAQaApIRAUFOTj4/PXX3/5+PiMGDFCJpM1pd6RvjhAgBBcB+CQWwQBggBBgCBAECAING4E1Gr1nDlzGncfSOvrjgDZZFZ3zEgJggBBgCBAECAIEAQIAgQBF0aAEFwXHhzSNIIAQYAgQBAgCBAECAIEgbojQAhu3TEjJQgCBAGCAEGAIEAQIAgQBFwYAUJwXXhwSNMIAgQBggBBgCBAECAIEATqjgAhuHXHjJQgCBAECAIEAYIAQYAgQBBwYQQIwXXhwSFNIwgQBAgCBAGCAEGAIEAQqDsChODWHTNSgiBAECAIEAQIAgQBggBBwIURaBZ+cCmKcuEhaPpNI/g37BgT/An+DYtAw9ZO5j/Bv2ERILU3FALNguByHNdQ+JJ6KYoi+DfgNCD4NyD4AEDwJ/g3LAINWzv/dUFevw04Bs1buUdMFBpw6pGqCQIEAYIAQYAgQBAgCBAE6h8BQnDrH1MikSBAECAIEAQIAgQBggBBoAERIAS3AcEnVRMECAIEAYIAQYAgQBAgCNQ/AoTg1j+mRCJBgCBAECAIEAQIAgQBgkADIkAIbgOCT6omCBAECAIEAYIAQYAgQBCofwQIwa1/TIlEggBBgCBAECAIEAQIAgSBBkSAENwGBJ9UTRAgCBAECAIEAYIAQYAgUP8IEIJbB0ytVivO/dVXX5WWltahJMlKECAIEAQIAgQBggBBgCDwqBBodgT31KlTHh4eQ4cOjY2Nfe2116rFWavVVns9OjoaX09NTc3Kyqo2j4OLR44cGTJkiG2GF198ccmSJbZXnElv3bp1+vTpjnOOHj360KFD33//fc+ePavm7NWr1549e2yv19Rl2zwAcOrUqUGDBtldrNPprVu32rZtW6ciDjLbNVutVjvIDAAjRow4cuSIgzyLFy/OyMhwkOH+bkVGRl69etWubE2jY5etfk/rF/86tW3hwoX/+c9/7Ircvn3b19e3oKDA7rpLnQqNLC8vHz9+PG7boEGDjh8/Xtd2EvzrihgAEPzvA7R6LFKP+MMtgHp7/NexiwsB7B8/ALcBfAFc+vFj08hygDuPH4BBAHV+/NQRscafvVlEMrMbps6dO//f//0fwzCPPfbY5MmTg4OD7TJUe1pSUlJYWIhvHTx4sNo8db343HPPORNGkuM4Z7JVrT0+Pr5Dhw5Vr3/++edt2rSpep1cuX79+iMDoabReWQNcIWKvL299+3b5+Pj4wqNqakNQiPT09MZhqkpW2O8LnTNlRsvNJLg3yDD1ITxB2+AfQAu/fiBu41MB2hSj5+HPp2bnQZXQLS0tJRlWQ8Pj+zs7LFjx6akpCQlJWVmZgoZzpw5M3LkyCFDhowZM8ZgMMybN6+wsHA0Otzd3bOyshiGefrpp0eOHJmQkPDBBx8AwKpVq1JSUubPn9+vX7/t27cDwK5duxITE8eNG/f9998DQHZ29vTp02NjY7HidsuWLampqQDQtm3bl19+ecaMGUOHDi0uLr569WpiYuLEiRPffPNNAAgODj569KjQMCExcODAxYsXz5o1KzY29vLlywDw7rvv9uvXLyUl5fz58wCQkZExf/78M2fO9OnTB5fq16/fhQsXFi1adOrUKbPZPH369KFDh86cOdNkMgHAU089tXXrVlwQq36//PLLYcOGVdV2r1q1KikpKTk5+caNG0J77i8RGBi4aNGiqVOnDh8+3GQyWa3WBQsWPP7448OHD//pp58A4OjRo0OHDp08efLUqVPN6LBrtlAvy7KLFi0aPnx4YmKi0WisKgrnPHToUGJi4nPPPZecnLxgwQKh+Lfffvvrr78uXrx4w4YNubm5ycnJo0ePTkhI+OWXX4Q8b7zxBh6ULVu29O3bFwDy8vIiIyOrToYXXnhh0aJFMTExwufQ8ePHo6OjdTodloZHBwCqjiPOYDsDBfMYoSX1lVizZs3AgQOTkpL27NljV+OhQ4cGDhw4f/78UaNGvfTSS0KNzoOwZ8+eyZMnx8XFrVmzBhcvKioKDw//888/BWn9+vWr9reDMxQWFk6aNGnkyJGxsbG2yyZXr17FA01R1MyZM20rOn78+ODBg0ePHp2UlHTz5k0ACAsLu3XrFgC8//77S5curfqLw3UdO3Zs8ODBAJCVleXm5lZWVgYAkZGRubm5/fr1M5lMS5YsOXHixIQJE7DK+eOPP05OTo6Jibl48aLQnbomCP7FxcUE/6rvDoxJk5//sAZgIEASwB6AMwAjAYYAjAGwAhxCt+YDjAK4+/gBeAOAfzECbAHgn8EAeQCRiPw9jSQkAPAvZCRzMkAc8LXgowggHODu4weAf/wArAJIAZiPTvlXd+VRCDAJyYwFsF21vQowHCARgAKYeW9FxwEGA4xGneIfPwBhwKuu+QcQAP/4QWrslwFmAAwFuDP9AY6hgvwDCMANgH/8oH7lolaZAJYAnACYUKly/hggGSAG4P4fP6iKJvyn6FEdhYWFeXl5N27cOHfuHPcIDwCwre3kyZPe3t5Dhgzp0KHDsWPHOI6bNGnSli1bOI47c+bMpEmTOI7TaDQcxxUXF+v1eo7jJkyY8OOPP5aXl7dq1QqL6ty5c2Zm5ubNm2fOnMlxnNVqjY6OPnfu3MqVK19++WWO4y5cuBAdHc1x3JgxY7Zv345LHT58OCYmxmKxWK1WX1/f0tLSNWvWvPbaaxzHyWSy0tJSjuP++c9/vv322+vWrVu4cKHQ7GvXrlmtVuF0y5Yt06ZN4zguLi5u//79HMdt2LDh+eefv3TpUqdOnSwWC8dxCQkJBw8ePHnyZHx8PMdxUVFR165dy8zM7NOnD8dxw4cPP3z4cGpq6uzZszmOM5lMarWa47gnn3wSQ5Gent6jRw+O43JycliWZRimTZs2Op1OEOjv75+bmys0yUHCDv+bN28GBgba5pfL5eXl5RzHjR8/fvfu3ampqRhVg8HQtWtXjuMCAgKysrI4jnvnnXdS0WHXbEGaQqEoKCjgOC45OXnnzp1VReGOHzx4sHfv3izLchzXr1+/33//XZDQp0+f9PR0juOmTZuGocjJyQkICGAYBue5fPlyr1698MgOGjTo1q1bn3zyyT//+c+qk+H555+fO3cuLtWlS5cTJ06EhYVdvHhRqEsA024chQx2M1C4XqeEY/wzMjIwO8fT2K7GgwcPxsbGchzHsmzLli3Lyspw1c6DsHv37vDwcLPZzHHcs88+u3HjxpEjR37xxRe2XcA/t6q/HZzHarXm5+dzHPfRRx8tXbpUKDhv3ry9e/fiuV1SUmJbUUhISGZmJsdx27dv/8c//sFxXOfOnW/evMlx3Pr161988cWqvzgslmXZ4ODgsrKyNWvWDB48+Msvv7x+/XpcXJzwTNi3b19ycjLOHB8fv2PHDixz0aJFQsPsEgR/gn8zn//Awd1/NwECbU4zKokphxhtMYAe3Z0A8CPAQYBYdMoCtESED4u6DNALXR+DVupvAXwC8E+AzYhrYlHRAOcAdiM6a0aZnwXYiKjqF+hUaJUGna4EeBklLgBE22SwAuSj048QNxVKzQPYi65HAZTcW1EIQCa6tR3gHyjRGeAmSqwHeBElZAClKPFPgLdRggNgAYJRN9cgpvslwHXEzjkA3Mh9iNHiNsQD7KiUuahSgtA8IXEv/7F7Oj2M03Pnzt24cSMvL6+wsPBRscsa62mOJgqhoaG7du3q2rUr1opdvHjR3d09IyOD4ziVSiV8zFit1nXr1hUUFJw/f17QMQh3ASA9Pb1bt24AIBKJIiMjse2mRqMBAK1WW1JSAgCvvPLKsmXL1q5d+9577wGAl5eXWMxjrtVqsX4ICxSLxe7u7lhZe+LEiddff/3FF1+MjIx8/vnnp0yZ4sCIwra6jIyMLl26YPlKpdK2qTNmzPj6668BYObMmcL19PT0mJgYAJBKpSKRSLhum7h9+/aaNWvMZrNer7dt8Pvvvz927Fg/P7+PPvroAdeXRSIRtp3FoF28eDEnJwer2fz9/QsKCkpKSjZs2AAAJSUlXbp0uXDhQk3Npmna29sbALy9vcvKyuxEGY1GoWseHh7Y6iM4ODgzMxOPo3AXDy7WWfr5+Ukkkry8PH9/fwBo3769yWS6du0ay7JPPPHE9u3bDxw48Morr3z66adVJ0NkZKQgc+7cuQMHDgwNDRWu2CZsx1G4XusMFHLed+LPP/+MjIykaX4lRyQS2dXo5+eHpyVFUW5ubqWlpW5ubnUCwc3NrVOnThKJBLfwgw8+4Dhu4sSJ1Ta4WhAA4Ntvv01PT8/KygoICBAKqtXqsrIybDCgUCgAAFdUXl6u0+mwnXdMTMyLL74oFLFN2P3i8C2KokaOHLkfHR9++OGLL75YUFCQnJxsW9A27evriydbWlqa7XXn0wT/4ODgEydOYMQI/rbvDmEWNeH5z2tSIwHwQrIIcdx1SD15Huk1/QD4tyLSkrohRsg/fgDaA5gAriFG+ATAdoADAK8AfArAv5ABREhsBtKDdgK48/hBal0OoPrHDyKR/AAgworE3PnzLUA60qreffwAqBETxQYD/OMHAFdUDqCrtDOOQXTWVpSQFld2LRgpZfF1CvHv/QD7AT5EZQsQoxVK2SX4xw8yYLjPx4+duCZ42kxNFCQSyQcffDB37lyz2RwVFZWQkLB69eq33nrr/fffFwZ5xowZffv2ff/99/FiPU3TdsvE4eHhJ0+eBACGYdLS0sLCwoSyQqJz5867d+9+4YUX/v3vfwsXqyZYlsVGAr/99ltERIRGo0lNTT1w4MCKFSsA4OrVq3ZVV5UAAIGBgZcuXcKquNzcXNs8kydP3rVr1549ex5//HHhemBgIF5azc/PN5vNAKDRaDAvx39Zlh0xYsSyZcvWr1/v5eUlFASA0aNHHz16tE2bNrt377a9/uDpqKiokJCQ1ejYvn27j49PYGDgM888s3r16g8//HD27NlVm11TpXai5HK5kFOv1wOA1Wo9depUeHi4cF0YZWFwc3NzLRYLpjI429ixYxcuXJiUlDRixIhdu3b99ddf4ehwPBk+//zzI0eOVGtqItRul7CbgXZ36+U0NDQ0LS2NZVkAqKiocL7G+wPhySef7Natm2Cu4EwX1q1bl52d/eGHH06ZMsU2/+TJk99+++05c+a8+uqrUqlUuOXm5qZSqbDlzKlTpyIiIqpObACw+8UJxceNG/fJJ5/4+/sHBwcXFxfv2LFj7Nixwl1heghXHjBB8MdPPAFGgr8ABU407fkPoQBpiKfyDyC0ZN8XreNXszX6XmDGAixENgAjAHYB/IU0teEA/AsZ2SqkIcOAewvBk4gBC+YKdnerPV0HkI3o5j2PH4DJSPM6B+BVgLuPH0SpVQDYcO8UAP/4QdSZ13fZUGcWcXQA+K0yD7oP45A22h+pcouRjvbu4wd9Cdzx5IRzk7+1INAcNbgYkri4uNjY2DfffPP111+fN2/epk2bKIoaP358SkoKztCvX78PP/zwwIEDeG+ZUqls3759t27dduzYgTNMmTLl5MmTQ4cONZlM06ZNCw8P/+677+zwXrVqVWZmZmlp6dKlSzGNsMuATxmGmT9/fm5uro+PzxNPPLFz586tW7dSFIUVmUlJSevXrx84cGC1ZYWL0dHRPXv27Nu372OPPYbVjcItrVbboUMHhUJhq6KeOXNmcnLysGHDwsLC8J6zGTNmTJ06NS0tzcvLi0ZHdHT0ihUrPD09sSYPC7RarZMmTVKr1UVFRcuXLxdqqZfExIkTT548OXjwYJlM1rFjx7feeuuTTz6ZNm2aXC6naXrVqlVVm11TvVVFCTn/+uuvyZMn37x5c/r06R07dhSuY4vkJ554YvXq1fPmzfvmm28qKio+++wzrOPE2caNG/evf/3r888/d3d3VyqVWHFbdTIIMnFCoVB8+eWXY8eOPXTokJM6b7sZaCewXk67dOmSnJzcv39/d3f36dOnO1+jkyBUNdFev359bGxsz549seltrb2Iiop69dVXX3rpJZPJZLvVMi0tzWAwFBUVffzxxx4eHrZytmzZMnPmTIVCga13AGDJkiVz584NDw83GAz4p2H3ixOK9+7dOy0tDXt7GDFixLZt21q1aiXcjYiIuHTp0tChQ/F6iHD9vhMEf/zEEwAk+AtQ4ETTnv/QBWko+yN15nRkafohUsfe2c5tB4bN6TiAfwF8jgoqKxW3UxDBHYq44zREeavuEFmPzB56Vpre2oisPhmFKOxLSCZlkyUNwABQBPAxwD2PH2QZPBNAgcwG+KVHZDs7F7XHAMAvBCIKPh8gF+1vewJdwX96I8aPvT2MANgGcPfxg6jwJWS2yy/HkqN2BKiioqLac9VHDqxZNBqNpaWltjqz+pDtSAZFURzHOcpR93uZmZmtW7cWFl7rLsC+hFqtrqiosL/aJM4fBv4PCMyhQ4fWrl1r5yjtAWW6bHEXxL9esOrRo8cvv/wil8u/++67Q4cOrV+/vk5iH9kvjuBf7bgQ/KuFxfmLjWj+8wa4Te/oAfALgBzgO7QZrm6PH2Th8Ghe+BS/B+lRwp+enq7RaORyuVgstlVJPMo2CHU1Xw2uAMF9JIKCgu6jFClCECAI1BcCU6dOHT9+vFarNZvNdbJ5qK8GNHM5BP+GnQAE/4bFH6Yil7RaALONi4YGbhOp3h4BosG1R4Sc1y8CTVWDVb8oPTxpBP+Hh60zkgn+zqD08PIQ/B8ets5I5nV4j1SB6EyjmlOe5q3BbaabzJrTBCd9JQgQBAgCBAGCAEGAINC8ECAEt3mNN+ktQYAgQBAgCBAECAIEgSaPACG4TX6Im0sHc3Jy/vjjj+bSW9JPggBBgCBAECAIEARqRoAQ3JqxQeEYHN0m91wJgaVLl5aXl9fUou+//x77M/7++++xt+MjR44MGTKk2vyLFy/GYTuqvevgIo5Y4SBDY7w1b968IUOG4FjQuP23b9/29fXF4Wqd75FWq3U+M8n5gAjc3xg9YKVOFh8xYsSRI0eczCxkW7t27b/+9S/h1MUTLoj/qVOnBg0adB+4Ncpf7m0A38qQtvfR54dR5BSKu3YfksmD8z5AQ0WIF4X7RY6UcyUEioqKLl265MC1anx8fIcOHQDg+vXrtfouuX79uit1riHbUlJSsm/fvmvXrtk2wtvbe9++fU5687UtSNKPDAEyRo8M6morIvhXC8uju+gNsA95mX10VZKaXA6BZqfBLSwsnDRp0siRI2NjY7OysnAAsEWLFk2dOnX48OEmk8lsNk+fPh07/MfRxYRBW7lyZXJycsuWLd3c3C5cuNCzZ88VK1ZERUWVlZVt2rQpISFh1KhRc+bMsVgs33777axZs3BBb29vo9GIIxQsXLhw4MCBn376KQCsWrUqKSkpOTm5qjN8ocamlzCZTOPHjx83bpxcLm/Xrl1FRUVUVNTkyZPHjx+fm5ubnJw8evTohISEX375BQCeeuqprVu3AkBGRgbWvw4cOHDlypXz58+Pi4s7c+aMgM+xY8f69+8PAIMHDz527BgOSvzyyy8DwH//+9+nnnoqIyNj/vz5GRkZGzdu3Lx589NPPw0A2dnZ06dPj42NXbJkiSDq22+//fXXXxcvXrxhwwar1bpgwYLHH398+PDhP/30EwB8+eWXw4YNi42Nfe211wAgKytryJAhY8aMmTx5MsMwLMsuWrRo+PDhiYmJRqOxanFhzhQUFPzjH/+YMGHCtGnTcLxZHBLv6aefHjlyZEJCwgcffAAAL7zwwqJFi2JiYg4ePCi08EESp06d6t2795w5c/r3779x48Zp06YNHz58xYoVR44ciY2NxZITExNPnTqF06+88kp+fv6ECRMuXbokNL6srAx/S2RnZ48dOzYlJSUpKSkzM9OZX9OuXbsSExPHjRv3/fffP0hHGmlZx8+foqKi1q1bl5aWAsAbb7yxdu3aqj+KgQMHLl68eNasWbGxsVitnpqaOnz48OTk5NWrV9vCgsdo1apVKSkp8+fP79ev3/bt24UMdZ0JuGDVeXL06NGhQ4dOnjx56tSpZrPZroO2P3Chapyw+3WcOXOmT58++Fa/fv0uXLhQU7/s5NTp1K55djPWlfFPSEj4+eefAeDo0aMjR460Q6/qo8nBo8NuyEaNGrV3714A+PnnnydMmFD1R22HsN3Lbs+ePZMnT46Li3PKW18hwCQUkDYWBb/lBwBgEfBet4ajuAmtUUhe/gcAsBaFQkgGGA2QgPzOAsBAgMUAs1C8hsuoaamobDLAPdO/MpTDKoAUgPno9O70BzgF0BtgDkB/gI0A05CQFQBHkGTc50SUDacTAHj4AY6i9lsBFgA8jkrxbwaALwGGobL8mwHgBdSvGICqT+6jKFjDZNRrM8AoAB5+JH8CCpw2FrU5CYB/plY5NiE0RqHGWwD2oLBqccRbWRWgAKDoUR2FhYV5eXk3btw4d+4c9wgPAN7RsXBYrdb8/HyO4z766KOlS5dyHCeXy8vLyzmOGz9+/O7du1NTU2fPns1xnMlkUqvVQsHc3Nw+ffpwHLdr166FCxdyHBcdHf3VV19xHHf16tXOnTtbLBaO45599tn3339/27ZtM2fOxGW9vLwMBsPKlStfeukljuMqKip8fX2tVqu/v39ubq4gv6km7PD/+uuvly1bxnHcc889t2PHjvLycqlUeuPGDY7jpk2btmXLFo7jcnJyAgICGIZ58skn8ZX09PQePXpwHBcXF/fTTz9xHHfgwIFhw4YJoG3YsOGjjz7iOC41NXXp0qVmszk+Pr5v374cx02ZMuXAgQMnT56Mj4/nOG758uXr16/nOO7w4cMxMTEWi8Vqtfr6+paWlgrS+vTpk56ejqXhcTQYDF27dsVtY1mWYZg2bdrodLp//OMf3333HQ5iwnGcQqEoKCjgOC45OXnnzp2pqal2xYU5c/bs2e7du5tMJqFSjuM2b96M81ut1ujo6HPnzj3//PNz5861zVPXtB3+J0+e7NWrF8dxf//9t1KpNBqNDMP4+fkZDIawsLBLly7dvHkzOjpaqCUnJyckJASfCo3nOE6j0XAcN2nSJDxAZ86cmTRpkjO/pjFjxmzfvl2Q3+QTdvjX+vx58sknP/74Y47jwsLC8vPzq/4o4uLi9u/fj4O0Pf/88xcvXuzUqRN++CQlJeFg3RhVPEYrV658+eWXOY67cOGC7cjWdSYII2U3TwICArKysjiOe+edd1JTU+06aPsDFyQMHz788OHDVX8dUVFR165dy8zM7NOnT9V+rVmz5rXXXhOEOJloMvhv27Zt4sSJHMfNnj272mdLTk6O7aOp6qNDeAbaDdmOHTumTp2Kn8B79+6t+qPGEwkDXvVlt3v37vDwcLPZXO2I8KSDs/lnBchHpx8BLEUJOUA5SowH2A18NN2P0WkYyjkNBQbjAHIAAlAAsDiA/SjDBoDnAS4CdAKwoCtJAJdQAteoQemVAC+jxAWAaJu7JwF6odO/AZQARiTcD8UnC0Nybt6bfxvARJR/NsBOgFSAmejUANAVJXJQzGEGoA2ADrVtLroudP8kQDy6EoDIPQfwDpKzAzFdDpHsvegDYAvKdgalORTpVxByFaBzZX+fRWGNd6MYaeZ76xLy38t/qh2j+r147ty5Gzdu5OXlFRYWPip2WWM9zdFE4dtvv01PT8/KygoICAAAkUiETSe1Wm1JSUl6enpMTAwASKVSkUgkfBQoFAqDwcCybGlpqbe3N74eGRkJAOfPnw8PDxeLeTBjYmIOHz6ckJAgFBQSnp6eAKBSqRQKRWFh4fvvvz927Fg/P7+PPvqo+az2qtXqsrIyABBg9PDwwAORnp7+0ksvAYCfn59EIsnLyxOgs01gGIODg7HKEN+iaRrrQceMGTN48OC4uLiEhIRr166dPXv29OnTmzdvrnb/mZeXFx41rVZbVlZmG44Yi7148WJOTg4OmOzv7280Gm/fvr1mzRqz2azX68vKyv7888/o6Gg8iwCApmk8N7y9vcvKyqoWBwA8Z8LDw0eNGtW9e/fExMTVq1fjUMDp6ek48K9IJIqMjMR2wDi/LQIPmFYqlQDg7u7u5uYmk8nwnKyoqJg7d+6nn36q0WiExYeqFdk15uLFi+7u7hkZGRzH4SjQtf6aI6vMDgAAIABJREFUXnnllWXLlq1du/a9997DP7SqtTTtK46fP/PmzZs7d26XLl06d+7s4+NT7Y9Co9EA2iFQUlJy+fJlmqbxYoVCoag2MqVtflts728m2M6T8vLykpKSDRv4gKQlJSVdunQBALsOCj9w26oBoOqvY8aMGTgG8syZM53pl51AJ0/tmmc3Y10W/9GjRy9ZsiQ/P//YsWMbNmxYsmSJ40eT8Kixg6XqkA0fPvzFF18sKSlJS0vbvHnz0qVL7X7UthKqvuwCAwM7depUh7ie3wKkI4bHv34BRCisFz+hAUoA5gHMBT6Eb2dkYJAOwL8TAPwAJAD4ncBP/8r8lwFoRGEBRcetNjCrbX5U9M4f/kGIgv26AfAPQgAVQAVqwKeIVt5ZhUW3RqOIu/kAxwA2oHQO4uiAou8aAW4jHaoZQA/Av+IAeHZQ5ShH3cQhfEtQT4cDvIgupgFsRjLdATIQYVVVKX4e0VlM3GIADiMVeCcETpW85EKzI7jr1q0rLi7+8MMPv/rqK7wObjcJAgMDL168CAD5+flms1m46+7u3rFjx+nTp3t5eeHlaeFWp06d0tPTrVarWCw+depURESERqMpKSkBAL1eb7FYcE69Xg8AN2/eZFnWx8dn9OjRY8eOXbhw4e7du2fMmCFIa9qJAQMGvP7667Nnzw4NDe3Tp49tgOLw8PCTJ0+Ghobm5uZaLBZfX18BRgymLYy//fZbRESEgFXbtm1//PFHAPD29vb09Pzggw/WrVt35cqVZcuW9e3b1/ZDhaZpq9UqFKw2IeSJioqyWCx45ddsNovF4hEjRpw+fdrLywsv6oWGhp4+fTowMLCioqLqDjO74lKpVKiOoqiX0NGtW7esrKzg4GAACA8PP3LkyNy5cxmGSUtLe/bZZ0+fPi0UediJKVOm9OjRQ6PR7Nu3z8m6oqKiEhISxo4dCwC2PxaheNVfU+fOnXfv3r1jx45///vfn3766ZUrV0JDQ4X8TT5R6/MnLCyMpumVK1dis5mqPwo7iCIiIpRK5b/+9S+xWGw2m23nmF1O508dzwTbu25uboGBgc8880zLli1ZdNTaQaEZVX8dkydPHjJkCE3T+/btu337tl2/7mNfmlCXkKi1eS6Lv1gsnjRp0tSpU8eOHSsSiezQq/poErpsl6g6ZGKxeMyYMQsWLEhOTqYoyvGPuurLzk5+LafrAIoBPgT4qtLkwK5AGCKsKxGD5J+JACcBQpGtggXtG7PLH4H0r/8CEKOgYncfsXb56nI6BaAHIri2D0Ix0qdOBRiLSHkUUqNiowgzqn0EwGkAr0p7g5oqdEOU9BmAlkjjy6KyY5DBQzIABRCFLBD4ZyrqkZ2cTujzwIpKnQK4+w60y0dOeQSaHcGNiop69dVXX3rpJZPJVO1mo5kzZyYnJw8bNiwsLKxNmzbCNOE47vTp0+3bty8pKVmxYsU777wj3AoJCVm4cGFiYqJcLm/ZsuWcOXMA4L333ktJSfHy8hK0s3v37s3IyMjOzt60aRPDMJMmTVKr1UVFRcuXLxdENfnErVu3cnJyWrRokZ2d7enpOX78eKHLq1evnjdv3jfffFNRUfHZZ5/RND1jxoypU6empaV5eXlhHScG9t1339XpdBs3bhTK9urVC+tZAWDcuHGbNm0KDg5u06ZNSkrKwoULhWwAMGDAgHnz5l26dGny5Mm2123T2AL7iSeeWLBgwcmTJwcPHiyTyTp27PjWW29FR0evWLHC09MTq3vXrFkze/bsTz/9VKVSbdq0yVYIAEycONGuuJDh2rVrixYt8vDwiImJESI/T5ky5eTJk0OHDjWZTNOmTQsPDxfyP4KERqPp27cvVu46Wd3rr78+b968TZs2URQ1fvz4lJQUu4JVf02rVq3KzMwsLS1dunRpenr60KFDb926JQyuXfGmd1rr8wcA5s6d+8orrwwYMAAAqv4o7DAJDAxcsGBBQkKCm5ubUqlMTU2tuhBhV6TWU8czwe7uJ598Mm3aNLlcTtP0qlWrnOkgbkDVX4dWq+3QoYNCoVChw65ftTbbmQzONM9l8Z8zZ85bb7318ccfV/tssXs0OUDDbsi6du06a9asxx57DK+JOf5RV33Z4c0JDqq751YUwKtIKWtCZO6ee5UncwFeAeCnPzKrnQfwDVKsfoa4b2WuO/8HImqYAOCGmG4q0sja5anrqQaAfxBWETUH4C1kQcEPAGLeg5HqtyO6Hg2wAsCzSqmqtX+CrBHkqDurkIXDLIDHKi1uX0dq7E0In/HIGNdWQgjAQoBEADmiyHMAsAWwbR6SrkSAhOqtRKK2/3fu3Hnq1Cmsu42IiDhw4IBgqFBbUf7+qlWr1Gr1Cy+84EzmppTHLlTmokWLRowYER8ff/v27QEDBqSnp9eps/3791+7dm21S9vPPPPMoEGDRo0aVSeBTT6zHf6O+zt69Ohly5Z1797dcTZy13kE6oQ/Fvvee++ZzWbbjY/OV1dfOR3PBMd366sN9SKnKeF/9uzZZcuWNa7dmfcTqvc9pLm8u++3XiZCHYWMBlgGYPcgPIsuNq7Nsc07VG+z0+DWcZrfzd6jR49PPvkkJSWFYZi5c+fWid3eldLsU2PGjFm9evVnn31mMBiwP9r6guTVV1+t1gCxvuQ3eTk3btzIzs4m7LZhB5rjuE2bNu3fv78Bm+F4Jji+24DNrpeqXRn/f//73/PmzauXbrquEA5gE9pG1oBNvIFcGdixWwD4N9KtNmDDSNV1RIBocOsIGMleRwTuQ4NSxxpIdkcIEPwdofPw7xH8Hz7Gjmog+DtC5+Hfux8N7sNvVTOqoXlrcJudH9xmNLNJVwkCBAGCAEGAIEAQIAg0SwQIwW2Ww046TRAgCBAECAIEAYIAQaDpIkAIbtMdW9IzggBBgCBAECAIEAQIAs0SAUJwm+Wwk04TBAgCBAGCAEGAIEAQaLoIEILbdMe2kfSsvLxc8IY7aNCg48ePP0jDFy9ejAOAORCSlpbWv39/BxmEW7ZtEy6SBEHgYSMwdOjQh11Fs5VPsG3goSdTu4EHoBlVTwhuMxps1+xqVlYWjrJbL827fv16vcjBQuq3bfXYMCKqaSNQv9O4aWNV194RbOuKWD3nr88ndD03jYhrYggQP7hNbEBdvTsMwyxcuDArK8toNI4ePXrWrFlLlizJyMiYMGHC+vXrAeDjjz9es2bNjRs3tm7d+thjj6Wmpu7cuVMul3fr1m3p0qUvvPAC8//s3QlcTWkfB/DfratVC0VqRlf2pWKyDmOfEMY+YxdiKkvCRLaRxDA1k0aGydKQMC8zGDPDYGxZJ2tFZVC9UdGiJG33dt5Pz5nOe91buVK34n8/Pjn3nGf9nnNv//v03PPIZGFhYb6+vvxST/fu3Zs1a5aJiYmtrW2LFi3OnTvn4eExbNiwBg0aHDt2bNu2bfz6vQ8fPkxNTZ0xY4a+vr6wcu+FCxd8fHzq16+vqam5bdu2ixcvent7t2rV6tGjR+3atfPy8hLa5ufn5+7uLhaLtbW1d+zYIZRQ07mpfTVMQOH6nz17tvIlvWrVqvj4+HHjxrm6urZo0WLOnDl6enrZ2dkbNmywsrJatGhRTExMSkrKqlWrHBwcPvnkkyZNmjx9+lQqldrY2Nxjjx9//LFZs2Y1rOs1ojnytmKxWP7ln52dPXfu3Ozs7MzMzJCQkCZNmrRo0cLBwSEhIaFTp05JSUlZWVnZ2dm//PJLnTp1akRnamMjVgHxwDjAla2j6sOW/tIEtgHZwFz2MxMIAZoALQAHIAHoxG5Mm8WO/gIQf2089dXS5gx1PdLT0x8/fpyQkBAREcGp8QFAjbVRVYoCCv7BwcFOTk4cx0ml0o4dO0ZERJw4cWL06NF8tv79+x86dIjjuI0bN86fPz8mJqZt27aFhYUcxw0fPjw2NnbhwoXOzs7ydQQEBLi7uwt7evToERkZyXHc/v37+Yo4jjMxMcnNzZ0wYUJoaCjHcRcuXOjduzfHcZaWlvHx8RzHffvtt0FBQadPn+7ZsyfHcUVFRRYWFs+ePRPaduvWrS5duuTn5wsV1ZYNBf/a0uy3pp0K/srXv/IlXVhYaGJiwgtMmDAhJCSE47jr169PmDCB47ikpCSO42JiYrp168Zx3JAhQ/7880+O42bOnLl69WqO4wIDA5cuXfrWAL5hRxT85W0VXv5SqfTJkyccx23ZssXT05PjOENDwxcvXnAc16JFi7CwMI7jxowZc/z48Tds0juVvTiq4eT+FQImJU8tWbDLAd8CQYAUeMIObQE82YYh8IJttADC2MYY4DjbkC+TtssRUHv8ExERkZCQ8Pjx4/T0dHVFl2XWQyO41fKx4t2tNDIysnPnzgA0NTU7dOgQFRXVoEEDeQ4zMzN+zPXmzZt3797V0NBYvnw5AF1dXX6hsg4dOsinnzx58uLFizt06LBw4cLJkyfLH1LYjoyMXLlyJQA9PT0A/FDN5s2bAWRmZrZv37547XFDQwAikcjAwCArK0sowcbGZtiwYV26dBkwYMC6des0NGhuj2BDG68hoHz9A1C4pOWLi4mJMTQ0jIqK4jhOX18fwI0bN9asWZOXl/f06VM+JX89Gxoa8ssrGhkZRUdHyxdC28oCpb78Dxw4EBkZGR8fb2lpyb8P6Orq8m8Lgq3824JysbRHVYFsIBMofvdlG8XvvsABIJJFvcX8gAgo5gcMAVO2YQT8/12Z7aEfJFC2AAW4ZdvQkSoQsLGxOX/+vLOzs0wmu3nz5rx581JTU6VSaalV2dra6unp+fj4iMXigoICLS2tAwcOKKQ0MjIKCgrKyMiws7ObPHmyhoYGX5qRkVFmZiaAFy9eFBYWApBIJDExMS1btnz48CEAAwMDiUTi5uZmYWFRxB7nz59XKFwoTSQSLWGPzp07x8fHN23aVCElPSUBVQSUr/9r164pZBSJRMKsdDs7O3t7+1GjRgEoKCi4du2an5/f8ePHU1NT+Sk6CnnpafkCgq3yyz8gIODp06fff//93r17z549W345/NHo6Og2bdrk5+c/evSoadOmGRkZhYWF/Ed0VbK/i2lEgIz12wCQAG6ABVDE/gUAT4Hvgb2ASvxANNAGyAceAU2BDKAQKB4hoQcJFAtQgEvXgVoFJk+eHB4e7uDgkJ+f7+joaGNjk5aWFhsb6+DgsG/fPoWmSCSSWbNm2dvbGxgY6OnpBQUFKSQAcPjw4d27d4tEIk9PTwAODg5OTk7Tpk1zdnbesGHDpEmTTExM+EFib29vJyennTt32tnZ8UOw27dvd3R01NHR0dDQ8PLyUi7c1taWb9tXX3315Zdf1qtXr1OnTlZWVsopaQ8JqCKgfP0r59LU1OzevXufPn18fHzWrFnj4uKyY8cOkUg0duzYAQMGFBYWLlmyxNDQ0NjYWDkv7SlfQN5W4eVvZ2fn7e29ZMmS/Pz84gVmX/V49uzZRx99dOvWrRs3bnh7e4eHh3/33XcpKSlbtmx5VdZ3+Lgm0B3oA/gA2wFHQAfQALwAO8AbWMIC1lfzA8+Aj4BbwA2WMRz4DkgBiP8dvr4Uui7i/+yrsLcqnvLTLvPy8rKysmxsbKqiilLLpLXIS2VR207yVxt1qRWRf6ksattJ/mqjLrUi8i+VRW07iz8qcGqrjSpSEhAVfwdJaW8V7oiMjDQyMtLR0RGLxap8UKzCprCPTlVaPhVOAiRAAiRAAiRAAiRAAmoVoO/KqJWbKiMBEiABEiABEiABEqhqAQpwq1qYyicBEiABEiABEiABElCrAAW4auWmykiABEiABEiABEiABKpagALcqham8kmABEiABEiABEiABNQqQAGuWrmpMhIgARIgARIgARIggaoWoAC3qoWpfBIgARIgARIgARIgAbUKUICrVm6qjARIgARIgARIgARIoKoFKMCtamEqnwRIgARIgARIgARIQK0CFOCqlZsqIwESIAESIAESIAESqGoBCnCrWpjKJwESIAESIAESIAESUKsABbhq5abKSIAESIAESIAESIAEqlqAAtyqFqbySYAESIAESIAESIAE1CpAAa5auakyEiABEiABEiABEiCBqhagALeqhal8EiABEiABEiABEiABtQpQgKtWbqqMBEiABEiABEiABEigqgUowK1qYSqfBEiABEiABEiABEhArQIU4KqVmyojARIgARIgARIgARKoagEKcKtamMonARIgARIggRokIJPJOI4DcPbs2ejo6BrUsnekKTKgmB84CxB/lZ10CnCrjJYKJgESIAESeEsFNmzY4OXlpebOvWGlixcvXrRoEYDPPvvs/v37AH777beLFy++shd+fn4+Pj6vTKbWBBsAdfMDb1jpYqCYH/gMKOYHfgNezQ/4ATWMn7W+pv8Q1/QGUvtIgARIgARIgATeWGDBggUikQgAH90C8PX1feNSqQCVBRYAxfwl0W3xCVA5LyV8fQEKcF/fjHKQAAmQAAm8jQKLFi2KiYlJSUlZtWqVg4ODl5fXvXv3DAwMbt++PX/+/JEjR54+fXrFihUWFhYpKSn9+vUTDL744guZTBYWFubr66ulpeXj41O/fn1NTc1t27YdO3YsMDDQyMho6tSpQ4YMadKkyaRJk5KSkpKTk/fs2WNoaOju7h4fH5+XlzdixIjZs2erXqmXl1diYqKBgUFERMSUKVOmTp16+fLllStX6urqchwXGBjYsGHDiRMnisVibW3tHTt2hISE5OXlcRyXkJDg6uqqr68fERHx5ZdfpqenZ2RkrFmz5tmzZ506dYqOjt6+ffvhw4d1dHQ6d+7s6enJd9PHxyc/P3/16tUvXrywsbG5c+eOtra2IFA5G4uAGCAFWAU4sDHae4ABcBuYD4wETgMrAAuW5v/8wBeADAhjIaMWG++sD2gC24BjQCBgBEwFhgBNgElAEpAM7AEMAXcgHsgDRgCzX6dSLyCRNS8CmMLKvwysBHTZDIRAoCEwERAD2sAOIITVwgEJgCugD0QAXwLpQAawBngGdGKTFrYDhwEdoDPwLz/rVD6wGngB2AB3WLGV4/52lkIB7tt5XqlXJEACJEACryswf/58c3Pz2NjYqVOnOjg4ALCyslq9enVMTMykSZNGjhw5bdq0c+fOWVparl27tqCgQL783Nzcq1evApBIJOfOnZNIJP7+/jt37jx69OisWbNGjBjBJ05JSVm0aJGhoeHKlSu3bdvWoEGD3NzcI0eOyGSyrl279urV67UqNTMzW7t2bU5OTrNmzSZPnjxp0qSTJ082adLk0KFDCxYsWLFiRWJiYlhYmJaWltDUFStWHD58ePPmzc2bN58zZw4AR0fH7t27+/j4/PLLL59++um9e/cCAgJu3bolFotHjBhx9+5dPq+Tk1OPHj1WrVp16NCh4cOHV350CxbFmgOxLFgs5gesWEgXw6LSkcA04BxgCawFXuIHcoFifkDC0kgAf2AncBSYxYJXdrA4el7E4tqVLPxtwDIeYfFxV6CY/3UqNWMtyQGaAZNZI0+yGPoQsIDF4oks7P4/P9t5GNgMNAeK+QFHoDuLX38BPgXuAQHALRYZjwD+5QecgB4s9D8EDKfoltGV+4Pm4JbLQwdJgARIgATeGYEbN27MmTPH19f36dOnfKeNjIwAGBsbZ2ZmZmRkFBQUWFpaAtDT01NQ6dChA4Ds7OzMzMzNmzd7enrGxsZKpdJVq1Zt3779o48+4sNfsVhsaGgIoGnTpnFxcZGRkZ07dwagqanZoUOHqKgoAKpXWr9+fQD6+vq6uroJCQk5OTlNmjQB0KlTp4iICBsbm2HDhnXp0mXRokVFRUUKDRaempqatm/f/tKlS/v27Zs+ffrdu3c1NDSWL1/u6empq6ubkZHBpzQ3N7ezszt58uTu3btnzpwpZK/MjRss5vMF/uVnI6/FJwDIZMOcBSy6LT4BStUW8wPZLOVmNvAZC0hZRLgd+Kgk/BWz6Lb4BABxQCQbJS0+AUAHoJj/dSot5mdjsbpsXDaHRbfFJ4CNztoAw4AuLKQukx8wBdoDl4B9wHQW0WoAy1kXdFmvWSUwB+yAk8BuoGr4+Xremp80gvvWnErqCAmQAAmQQHkC6enpMpmsYcOG9+/fb9y4sZaWVnR0dJs2bR4+fGhkZHT37l0/P7/jx4+npqb27dtXuSBjY2OpVJqWlmZqavrw4cO6desqpzEwMJBIJG5ubhYWFkXsoaGhceTIkUOHDn333Xe7du0qKirKz8/X1ta+dOlShw4ddHR0zp8/7+zsLJPJbt68OW/evNjYWPliy6/0xYsXABITE4uKiqysrPT19RMSEiQSydWrV21tbUUi0RL26Ny5c3x8vFCshoaGVCoVngKYMWNGQEAAx3HNmjUTi8V6eno+Pj5isbigoEBLS+v8+fN8YhcXl/Xr18tksjZt2shnV3U7nQ2UNmSTUBsDWuzP8W2AhyymvMu+TXUcSAVK4WdhrhRIYxHhQ6AUfjZhQAK4sWkMRUARoAEcAQ4B3wG72J58Nvx5iUW0OsB5wJk17CYwj40fy/fHmEXJZVVazM8mKhSxcV99FuZKWDBty2bcLgGWsBj6//ysSS/xAzPYqC3HRoLFLHz3YSO4BUzpX37ABVjPmlohfvluvQvbFOC+C2eZ+kgCJEACJAB/f//MzMzAwMDx48evWLGib9++H3300fXr17/44ovevXt/9tlnhYWFS5YsMTQ0NDY2VvbS0NDw8/Pr37+/tbW1iYmJcgJ+z/bt2x0dHXV0dDQ0NLy8vA4ePBgXF5eVlcVPZpXJZK6urikpKQ0aNJg2bZpYLA4PD3dwcMjPz3d0dLSxsfn555/lSy6/0uPHj0dFRSUlJe3YsUMkEoWEhDg5OfFzcDdv3nz//v358+fXq1evU6dOVlZWQrH29vajR49eu3at/B4XFxd+j0QimTVrlr29vYGBgZ6eXlBQkJCsf//+rq6uK1euFPa83oY/G14NBMazv9T3ZQOr19kM2t7s3gKFLBw0ZLGsctEaLALuD1gDZfID29kf/XVYHOkFHGQjtVklk1llbP5rCtCATXgQA+Fsvm8+y2UDvMTPCvEDyqr0OBv0TWJTbEVslq1TyRzczSyOnw/UYwO6/+cH7IHRbG6D0Ed7FrzyJ0TC5lTYs2BdD/g/P2uGK5vmK2SkjbIFRMJfH8pOUzlHOI6TSqV5eXlZWVk2NjaVU6gKpYhEIv6GfyqkpSSVL0D+lW/6OiWS/+toVX5a8q9809cpsQb6161b9/nz56/TiTLTenl51a1b94svvigzxasOPH78WEdHh58R8aq0xccLCgo6dOhw/fp1HR0dVdIX37SBv+GrKqnVk6YuUDn87OtodVl0XuGWP2bfJCueBaPao4CNOl9nuVTJIYKa45/IyEgjIyMdHR2xWMzfskOVZlZRGhrBrSJYKpYESIAESIAEarSAmZnZa7Xvp59+cnBwUDG6fa2S39HEr8cP/MQGm1X6cPGOisp3m0Zw5TVou/IFauAISuV3sgaXSP7Ve3LIn/yrV6B6a6+JI7jVK6Lm2t/tEVy6i4KaLzeqjgRIgARIgARIgARIoGoFKMCtWl8qnQRIgARIgARIgARIQM0CFOCqGZyqIwESIAESIAESIAESqFoBCnCr1pdKJwESIAESqDkC/Ppk5bQnOzt77NixfIKPP/748uXL5SSulEOl3pKsrJKvX7/evXt3b2/vshIAEPro4+Ozbt26clJWwyF+fbJyKs4G/uUHPgaqnL+MW5KV1cLrbNWx8vjZ98D47D5ADeMvq1tv5X66i8JbeVqpUyRAAiRAAqUIPHjwoJS9crvi4+NlMpncjpq1uWvXLldX18mTJ5fTrFf2sZy8VX7oFfxAPFvIoMrbUdEKdrHb6JbHD7yyjxWtnPK9lgAFuK/FRYlJgARIgARqq8CqVavi4+PHjRvn6uqqra29cuVKfk2EwMDAxo0bA8jPz1+0aFFUVNS4ceM2btwI4IcffvD19U1ISNi9e3fr1q2DgoIOHz6so6PTuXNnfuEG3kIikYwaNSqdPX755RdNTU03N7e0tLScnBw3N7eBAwdeuHDBx8enfv36mpqa27ZtA/D5558/fvzYwsIiPz8fwK+//hoYGGhkZDR16tQhQ4bwxV6+fFm+kSkpKUePHr1y5cp///vfZcuW8Wl27Nixd+9eXV3dRo0abdq0ae3atUIfAZw7dy4iIiI6OnrZsmVjxoxRaMbx48f37t378OHDoUOH5uTk3LhxQywWf/vttxKJpErO8SoWv45jMaI2W7BAF8U3yg0EivmBfLaqbRQwDijmB34AfNnyYLuB1mzVg8PsLrCdSxZuYKkgAUYB6ezfL2zdXTe25lkOW9VsIHAB8AHqs0PF/MDnwGO24FkxP/Ara4YRMBX4l5+NH68sWbghEEgBjgJXgP8C//KzJR72sjSNgE1s+YZ41n5XVuw5tmZvNEs/RqkZx4G9bCG3oUAOcIOtXvYtirtDjzcWoNuEvTEhFVCuAN0mqVyeKj9I/lVOXG4F5F8uT5UfVPCXSqWNGjVKS0sD0Lx585MnTzZp0uTQoUOhoaH79+/nW3Py5MktW7YcOHAAwMcffzx37tzhw4cHBgY+ePDA2dl51KhRt27dEovFI0aM+Prrr1u2bMnn0tXVTU1NrVu37rhx4yZNmpScnHzlypVt27bl5eV17979+vXrEonk3LlzEonE39+fX+M3PDw8KCiooKDAxMQkOzt71KhRU6ZMGTFihDyKciNdXFw++uijSZMm8cnu378/fPjwmzdvisVid3f3Fi1aODs7C3308fFJT0/39/ePioqaMmWKcjPMzc2XLl167dq1OnXqWFhY3Lhx43XvjCvfWuVtxduESYFGLO4sPgHASaAJW0Q3FPiXn+3cAhTzsykKc4HhLPR8wBbUHQXcYlHgCOBr4F9+Fl+mssV7xwGTgGQWhm4D8tiMgutlmXldAAAgAElEQVQsZDzHfvqXrPEbzsLlArYoWjaLj6cAL/GX1kgXtvrav/xsrbLhwE3WJHegBWuk0EcfFnD7s9XOpgDKzTAHlgLXgDos1L4BvO6dcZXR5fe827cJoxFc+WuBtkmABEiABN5+gezs7JycnCZNmgDo1KnT4sWLy+ozH/CZmprevHnz7t27Ghoay5cvB6Crqyu/DqimpiYfthobG2dmZsbExCQnJ/NDvObm5qmpqZmZmZs3bwaQmZnZvn376OjoTp06AdDS0tLU1ASwatWqpUuX+vn5bdiwgT+kSiPv3LljY2MjFhf/Ku/UqVNYWJhCR4T2P3v2LDs7W6EZANq2bVunTh0AgYGBo0aNatSo0ZYtWxo0aKBQTiU/zWYDlsX8bBnbMvlLAj5TFkTeZQvnFvOziDaDbfA/NEvCVmO2GnAMi3E92TFzIJXtLOZnG+2BaFZv8QlgY7rFJ4DFmn7AhpJDqjTyDmDDolu+I4r8cu1/BmQrNaP4BLDotvgEsCC7EbCFLSPM94t+voEABbhvgEdZSYAESIAEao+ASCTi59caGBjo6+snJCRIJJKrV6/a2toKndDQ0JBKpcJT+Q1bW1s9PT0fHx+xWFxQUKClpSV/VH7bzs6usLCQ/4IXn1Iikbi5uVlYWBSxR0BAQExMDIAnT54UFBQAaNeu3ZEjRw4dOvTdd9/t2rULQDmNFOpq27ZtZGSkVCoVi8V8R4Q+CmmEDQMDA4VmHDt2TDg6YsSIUaNGubu7HzlyZPr06cL+ytwQlcyvNQD02cQDCXAV+D8/C2FL52fJ9NhMAzFQwGLTshpnBxSWfMGLTylhcxUsgCL2LwAo5geesKKKTwBwhA0nfwcU8wPlNJIdL/7RFogEpCzG5Tsi9FFII2wYsCFkNzZYyzfj//xs8HgU4M6aUTX8QkPekQ0KcN+RE03dJAESIIF3XUBTU7N79+59+vTx8fEJCQlxcnLi5+DyY6u8jq2tbWxsrIODw759+xS8JBLJrFmz7O3tDQwM9PT0goKCDA0NFdLwT8ePHx8eHj5w4EBtbe02bdqsX79++/btjo6OOjo6GhoaXl5eTk5Oo0ePHjx4sLW1NT/918vLKy4uLisrS35qb1mNFCpt1qyZu7v7gAEDdHR0LCwsPv/8c/k+CsmEDYVmCPulUumECRPq1q2bkZEhzO4VjlbahiabMNCHBakhgFPJ9FZ+bJWvxhaIZTciUORn0eEswJ6FnnpsgkHp/MB4IBwYCGgDbYD1wHbAkU3e1QC8WNWjgcGAdcn0Xy8gDsh6eWpvWY0URJqxkHQAK9mCzeuV76OQTNhQaIawXwpMYIPQGXKze4WjtFEhAZqDWyE2yqSygMIcOJXzUcLKESD/ynGsaCnkX1G5yslH/pXjWNFSFOfgVrQcyldBgXd7Di7dB7eClw1lIwESIAESIAESIAESqJkCFODWzPNCrSIBEiABEiABEiABEqigAAW4FYSjbCRAAiRAAiRAAiRAAjVTgALcmnleqFUkQAIkQAIkQAIkQAIVFKAAt4JwlI0ESIAESIAESIAESKBmClCAWzPPC7WKBEiABEiABEiABEigggIU4FYQjrKRAAmQAAmQAAmQAAnUTAEKcGvmeaFWkQAJkAAJkAAJkAAJVFCAAtwKwlE2EiABEiABEiABEiCBmilAAW7NPC/UKhIgARIgARIgARIggQoKUIBbQTjKRgIkQAIkQAIkQAIkUDMFKMCtmeeFWkUCJEACJEACJEACJFBBAQpwKwhH2UiABEiABEiABEiABGqmAAW4NfO8UKtIgARIgARIgARIgAQqKEABbgXhKBsJkAAJkAAJkAAJkEDNFKAAt2aeF2oVCZAACZAACZAACZBABQUowK0gHGUjARIgARIgARIgARKomQIU4NbM80KtIgESIAESIAESIAESqKAABbgVhKNsJEACJEACJEACJEACNVOAAtyaeV6oVSRAAiRAAiRAAq8SMH5VAuH4n0AfYDRgDpwX9pa94QFElX20/CMfA5fLT1FJR4eyvlwFPq6kAt+iYsRvUV+oKyRAAiRAAiRAAiRQmsBSYB/QAhha2lHlfQ+Ud9Ge2iRAI7i16WxRW0mABEiABEjgLRe4DnwCDAJGAlLWVwkwH5gCDAHygQJgKuAAOLGnAsdzwA6YCIwFkoBRwCRgOBAHhAB3AQ/gaklqKTAL+IyV+SfbeaJkiHc1cAA4x9JvLkkPYAdgDwwDPgcK2X6FhsmlxQ9stLgTEMP2KuQdCFxk+52A5WzjF2BOSf61wFdsOwT4iG08BjowDYU2l+Sg/5UFaARX2YT2kAAJkAAJkAAJVJNAU+A/gC4wHvgLGAg8AVYDdYFxwAkgGdACjrJI9z8vN/I2cAiwZGEuH+DeYBFkKLAK2AI0KkkfXJI9D+gODACmA3+zCQwyQBPYAPgC1iXp7wPfAjcBMeAOBAGzlRomPzY8gsXWgSUpFfKOAY4AnYEEFnmDNXtaSV2fAo7AEuAgc3gE/MlKU2jzwJL09H9pAhTglqZC+0iABEiABEiABKpFQAoEAKnAHeApa4Emi24BGAOZQCTQie3XYpGofCPrsegWbNzUkE2i5QB9+RQl2zEsUPZkT82BRBa5mrOnmiVp5P+/A9iwNGC1h5WkrMs2+IbJpzdjT0xZTKycdw0L3HuzIeH7wC3gGhBckr8FG5m+DxQB01iYe4oF6D++3Oa8kvT0f2kCFOCWpkL7SIAESIAESIAEKlcgHZABDYH7QGM2ChsNtAEeAkaAQUll04F5QH/AuWSPwv+Skr/7P2GjsApH+ad2LHYcxZ4UlJbCjk0zWFeSQMxiymQ2gvucxdMaJRMk+NxtWWAtZTHuVcC2tDLL2qec1xSoD2xiofw/wFI2FUE+sB7FxolHsRnDY4AMFl4rtFmrrPpof7EAzcGl64AESIAESIAESKDqBfwBb1bLePY39+csqktg82t3ytXeC/geWAaky+2U33RiQ56DAT8WKMsfErbXALtZdPgJm/Ag7Bc2xrMIaCCbU7uCbW9l03aHA+tZIn6Ob2BJhmYs4hwADAaes2m4JUde/X+peT9lo9RNgX5sasSYl4v5FDgJjAAMAT023As2Z0ODbQ8DVrycnp4pCYgyMjKUdlbJDo7jpFJpXl5eVlaWjY1NldRRWqEikYjjuNKO0D51CJC/OpTLroP8y7ZRxxHyV4dy2XWQf9k26jgiEolAv37VIV1GHSKoOf6JjIw0MjLS0dERi8XFZ79aHzSCW638VDkJkAAJkAAJkAAJkEBlC1CAW9miVB4JkAAJkAAJkAAJkEC1ClCAW638VDkJkAAJkAAJkAAJkEBlC1CAW9miVB4JkAAJkAAJkAAJkEC1ClCAW638VDkJkAAJkAAJkAAJkEBlC1CAW9miVB4JkAAJkAAJkAAJkEC1ClCAW638VDkJkAAJkAAJvCMCD4Emb9xVd2CbyoX8DnRjiX8HhDva8muPKZehShrlXNW75ybQp3pbUHNrp5XMau65oZaRAAmQAAmQAAlUXKA/0JLlfgC88q6sqqSpeFMop7oFaARX3eJUHwmQAAmQAAmQANYCXzGGELakGYDHQAe2nO9c4BO21u4mluALttpZJ+B0CRu/dO3tkqdlFRUFuAJRwFYgGJjL0hex0oYAA4C8khLKTyMFZgGfAUPYGmwlmZAPjAU+BXSA5sBvwESgN+ALpACj2VJk9sBZlsGaLUoMNpbsyfY0AZYD0wEH4KlQKLCHrZfWE1jNdnoBk1hHegEH2Z5Etp7ZKGCNXC7afFmARnBf9qBnJEACJEACJEACahD4FHAElrCgTRd4xGLH4UAIkAscYZFuV6AXa0oucJVtHGY/p7KM7UpaWVZR/HFrth5vI2BOSfplgCkwBjjODgEoP81joIAt+ZsHdC9ZOBfAIRbXrgEWlrQzErgG1AGmAiNZYJoCdAXiSqqW/z8FWMQW413J5l14lBzrx1bl5diMjoVspxULdmNYgSMBT0Y3AbgILC3JRf+/LEAjuC970DMSIAESIAESIAE1CLRA8QjofaAImMbC3N9Y0BkJdGbVa7IB3Si23UGuQZuA/7IQUNhXVlFCAvkNDRbdgv18Jn9AblshTQyQzMJKL8Bcbty3LsCXkFVSZlsW3QIQetGI7XksV7iwKWbRLYCmL0fAacAXwDzgRUn5RiyPMZDJNiKBTmxDTyiLNhQFKMBVFKHnJEACJEACJEAC6hAYBbgDw4GhwK8sbLUBbIBwVrkMuMnGVhWaMptFwL4v7y21KCGJBiAVnpSxUU4aO6AZsI79O8gmJPBl9GXjtTOBVkCPl4sVepECFAJmgFFJeMoHqWCRfT7LdQmwLclexDSWAhsBk5KdCv9LgBi266HCAXr6fwGaovB/C9oiARIgARIgARJQn8CngA+wiw1k6pUM3E5mAa4DG991ZPGucoM2Aj3ZHRL4CQxgE2GVixIy9gVcgFhgs7BLaaOcNONZkwYC2kAbYH1J3odsZLchkATUZ1FsyZHiaNgF+Al4DuwENNhsBGfWnVw2DAw2B8OVzdZtwMaw+bwaQEdgBSvQUCju5Q1vwIkVa8dKfvkgPeMFRBkZGeqx4DhOKpXm5eVlZWXZ2Niop1IAIpGI4zi1VUcVKQiQvwKImp+Sv5rBFaojfwUQNT8lfzWDK1QnEonwdv/6nc9GW/sDaUBfNi1BgaD8p3VZ+Ft+mjc5KoKa45/IyEgjIyMdHR2xWFx89qv1QSO41cpPlZMACZAACZAACdRSgZFs0sJO9q044T67tbQvb12zKcB9604pdYgESIAESIAESEANAr1Kbp5QsbqeVywb5VJJgL5kphITJSIBEiABEiABEiABEqgtAhTg1pYzRe0kARIgARIgARIgARJQSYACXJWYKBEJkAAJkAAJkAAJkEBtEaAAt7acKWonCZAACZAACbwzApnA+6V19hnQny2Qq/r9GW4CfVhRg4DLpZVZ6r6yGlBq4lJ3+rCvoJV6SMWdu9mKaCompmQvC1CA+7IHPSMBEiABEiABEqixAqfYArY/AdV8E6oaC0QN+1eAAly6FEiABEiABEiABKpe4B4wgC2x+xWrKwgYAowuGeZMAkYBk9jCZnFyjfGXG8XMAgKAM8BEtraCQnqFAhOBgazMNXKl7QQ+Y+vcXmM7FwHDgC7AUfb0BBvrHQ2slssi3wCwdRlGAyMAe+AsS9YP8ABmsLUn7splBHAOmAB8ABxg+y+zJo1gfUwE1gI8RQjwEUvwmK1O/HIZ9KxiAnSbsIq5US4SIAESIAESIIHXEfgDaAf4syyxLFS9BYhZsHgXWFUS4N4AlgObWLLLwB4WJvL1GAHOwElgG4tx+QCXT/9laQU6svjyIrC0pJ0DgJHAMbbnT2A+W1QslsXQg4DpwN9sjwzILq0BADxZCZNYpNsViGMr7g5iEye2AEGAX0ldYEv4+gNRwBRgDAvfT7IR6EPAAhbgOgJLgIOALvAI+JPFvnIF0GaFBSjArTAdZSQBEiABEiABElBZYDKwmI1QLgSM2Rqzy1leXSADiGEL9kahePEzfbY/k8WF61nwp1yJQvq7SgVGAitZNj25zOZsuzXwkG3cANYAecBTIJVF23wCTXa01AZEspAUQCOgDvCYpTRiP42BTLYh/DBjW6bAMxYx57DoFmwIeTHQgi1HfJ+FyNNYmHuKBfpCdtp4AwEKcN8Aj7KSAAmQAAmQAAmoKGDEBjgzADv2x309wIfFlAWAFttpzwZxARQAL1gQfIQNl/YCTJTqsGOTBEax/QVAMqBQoIQFzS1LYlm+gFz232WgPXCNjbYeZ6FtX8CUhZvJbASXX4LBGFBugA0QzoZmU4BCgA9hlVpXyg4DFrgnABLgKmDLkowC3Fmvh7Ih3gzAppSstKsCAhTgVgCNspAACZAACZAACbymwGFgN/tymCcL8maxCNWABaZBbCTVBdjBEowFhrLCWwErgMnA70rfKlsDyKefBCgU6A04ATtZ6Mx/4UgD+AUIZOOsO9jAcCEbjjUsGVHeymLNhiz6XFhGA9axen8CnrPCX+urTCGsSbpslHozK/9TFuXvYqPXekDn1ySl5GULiDIyMso+WplHOI6TSqV5eXlZWVk2Nur7hCISiThO9buJVGaXqSwA5F+9lwH5k3/1ClRv7XT9V7t/8XwDelSXgAhqjn8iIyONjIx0dHTEYrFIVM33uXitjx7VdYqoXhIgARIgARIgARIgARJQVYACXFWlKB0JkAAJkAAJkAAJkECtEKAAt1acJmokCZAACZAACZAACZCAqgIU4KoqRelIgARIgARIgARIgARqhQAFuLXiNFEjSYAESIAESIAESIAEVBWgAFdVKUpHAiRAAiRAAiRAAiRQKwQowK0Vp4kaSQIkQAIkQALvpMDvQLd3suPU6TcToIUe3syPcpMACZAACZAACVSdQH+gZdWVTiW/tQIU4L61p5Y6RgIkQAIkQAI1SCAfmAk8ZWuSfQdcZAubZQMD2HJlXsA9wAC4DcxnK/TyTY8CPIGTwCdAE5ZdytazvcfS/wg0A/oBPYEnwB3AnwXEvYA2gBQIAGYDMiAHWM7KnwtcYEX3An4AMthaYvUBTWAbWzS4BpFRUyouQAFuxe0oJwmQAAmQAAmQgKoC29iKuLuAIkAD0AHGs0VrmwD8urhWwGogBpgkF+AKpXMsxh0AfM5yBQOb2NK+a1iBPVigfJrFyj+xKPkQYAlMZUVNAlKArkAckAc8YA0oYkGwBDjHlg72Z0vvzhTqo43aLUABbu0+f9R6EiABEiABEqgdArdZiAkWXAJIA3yBAuAF8Iz1wIj9NAYyy+iQHttvCJiWpI8uSVmfbTRlISyAeiy6BRAJLGGHGgF1gMfAdGAf2+MEZLO6NrOnmUB7tkE/3goBCnDfitNInSABEiABEiCBGi7QCrgGOAL5rKFD2VMT4HhltPsFK+QSYPtyaTZAONCKjeAWAmbARGAQC7JPAPps7NYNsGDDwEUv56VntVmAAtzafPao7SRAAiRAAiRQWwQ+ZxMGHAAx8DXQkU0nqA8YVkYHNrDZtznA1pdLWwe4AD8Bz9kMBA02TaIloMuiWwDbWcytw0JeL+CDl7PTs1orIMrIyFBP4zmOk0qleXl5WVlZNjY26qkUgEgk4jhObdVRRQoC5K8Aouan5K9mcIXqyF8BRM1PyV/N4ArViUQiqOfXbx/AD+ikUP87/1QENcc/kZGRRkZGOjo6YrG4+OxX64Pug1ut/FQ5CZAACZAACZAACZBAZQvQFIXKFqXySIAESIAESIAE1ClwRp2VUV21Q4BGcGvHeaJWkgAJkAAJkAAJkAAJqChAAa6KUJSMBEiABEiABEiABEigdghQgFs7zhO1kgRIgARIgARIgARIQEUBCnBVhKJkJEACJEACJEACJEACtUOAAtzacZ6olSRAAiRAAiRAAiRAAioKUICrIhQlIwESIAESIAESIAESqB0CFODWjvNErSQBEiABEiABEiABElBRgAJcFaEoGQmQAAmQAAmQAAmQQO0QoAC3dpwnaiUJkAAJkAAJkAAJkICKAhTgqghFyUiABEiABEiABEiABGqHAAW4teM8UStJgARIgARIgARIgARUFKAAV0UoSkYCJEACJEACJEACJFA7BCjArR3niVpJAiRAAiRAAiRAAiSgogAFuCpCUTISIAESIAESIAESIIHaIUABbu04T9RKEiABEiABEiABEiABFQUowFURipKRAAmQAAmQAAmQAAnUDgEKcGvHeaJWkgAJkAAJkAAJkAAJqChAAa6KUJSMBEiABEiABEiABEigdghQgFs7zhO1kgRIgARIgARIgARIQEUBsYrpanUykUhUq9tf2xtP/tV7Bsmf/KtXoHprp+u/ev1Bv36r+QS8u9W/EwEux3Hv7hmu7p6LRCLyr8aTQP5Vip+VlZWXl1dqFRoaGg0aNCD/UnHUtpP81UZdakXkXyqL2na+45/u3okAV20XE1VEAiTwTgkUFhaamZmV2uW0tLRS99NOEiABEiABNQjQHFw1IFMVJEACJEACJEACJEAC6hOgEVz1WVNNJEACb6WATCaTSqVC10QikZaWlvCUNkiABEiABNQvQAGu+s2pRhIggbdKIDc3Ny4urqCggO/V+++/X9a8hbeq29QZEiABEqjBAjRFoQafHGoaCZBAbRCoW7duixYt+JZKJBKKbmvDSaM2kgAJvOUCNIL7lp9g6h4JkIAaBHR0dGxsbNLS0kxNTdVQHVVBAiRAAiRQvgCN4JbvQ0dJgARIQCUBLS0tCwsLlZJSIhIgARIggSoWoABXEfiVN22VyWR8mrNnz0ZHRyvmp+ckQAI1QED41tfevXuzsrJqQIuoCSRAAiRAAuoTeOcC3MuXLxsZGfVhj1GjRgGYNWvW4MGDHzx4sHTp0gEDBty4caN8/s8+++z+/fsAfvvtt4sXL5afWP5oQEDAh+yxbds2AB4eHlFRUfIJlLezs7PHjh2rvF95z++//96tWzfl/TVwz/Xr1/v169e7d+/hw4cDOHbs2Ny5c2tgO48dOzZnzpwa2LA3bNK9e/eGDh1qzR4TJ07MyMh4k4vn6tWrH3/8ccWa9OGHH/7222+vzOvg4PDKNMoJOnbsyO8MCgqKj49XTlApe7S1tR+X8Sj1FutXr16tV6+eg4NDz549V69e/co2pKWlmZmZpaamyqcUztfvv/8eGBgof6gmbN+8ebNPnz5v2BKhj+WUM2LEiDNnzpSToNRDlXv9l1qF6jtVfIc3NjZWvcxakbKoqCggIMDa2voD9vjPf/4DQMU3hKrooCq/jjds2ODl5VUVtVOZVSTwLs7BtbGxEd4Ws7KyTp48effuXQA7duxITk4u9deSvD4f3QLw9fWV31/+9pMnT7Zs2XL79m2O4x49egTgwYMH5WcBEB8fL5PJXpkMQP/+/Vu2bKlKympP4+zsvG3btvbt22dnZwO4ePFip06dqr1Vyg24ePGiECQpH62le54+fTpgwIBdu3Z99NFHAM6ePaunp1ddF8+uXbsaN278SklVXikKhWRmZqanp/M7T58+rXC0Ep8asMdrFdiuXbujR4/KZLLWrVtPnDixadOm5WQ3NTU9ceJEgwYN5NMI5+vBgwevfL+Sz1iLtoU+Vm6ba9T1/1rv8JXrUO2lrV+//saNG+Hh4bq6uhkZGfxvVRXfEKqi8RV4k6mKZlCZlSvwLga48oJeXl4pKSnjxo0DkJGRMX78+MWLF4eHhx8+fFhHR6dz586enp7x8fEuLi66urp6enotW7ZMSEhwdXXV19ePiIj48ssvbW1t586de+HCBQC9evX64YcfwsLC5LPz1Wlra6enpx8/fnzgwIGWlpYHDhw4d+6ch4fHsGHDGjduvHfv3ocPHw4dOvS9997bvXt3dnb2gAEDFrFHVFTUuHHjNm7cePDgQfli7927N2/evMLCwhMnTkyfPt3V1dXT0/PkyZMXLlzw8fGpX7++pqbmtm3b/vvf/86aNcvExMTW1nbJkiXyfa+ubZlMFhUV1b59ewMDAwBXrlxJTU0NDQ3Ny8s7e/asSCRavXp1WFjY8+fPR44c6eHh0aRJk/j4+KdPnzZv3vz+/ftGRkY2NjZhYWH16tUD8OLFi9mzZ2dlZSUlJW3dujU0NLRp06aTJ08eOnTohg0b7ty5s3HjRrFYrKen5+np2a1bt969e1tbW0dHR/fp0ycrK+v27dvW1tbffffdhQsXfH199fT04uLi3Nzcxo8ff+XKFf7CWL9+fVhYWHp6+pw5cyZMmDB79uz09PSCgoKDBw9Wl2GF6927d++gQYP46BZA7969AVy9etXT0/Prr79W5UrmP9odPXrUwMBg5syZjRo14hujcOFlZ2fPnTs3Ozs7MzMzJCTE1NS0V69ebdq0kUqlP/30E59l/vz5np6eUqnU29u7VatWjx49ateu3VdfffXrr78GBgYaGRlNnTr16tWr8fHx48aNc3V1PXLkiEwmCwsL8/X1nTt37rFjx95///3AwMCHDx+uW7fO19eXb9W0adP27duXnp4+YsQIAKdOnYqIiGjcuLG7u3t8fHxeXt6IESNmz5595syZcuodMmRIhZFVyZiVlVVUVFSvXr2kpKQ5c+bo6ellZ2dv2LDhl19+ycjIWLNmzbNnzzp16hQdHd2rV6/MzEx5EzMzM09Pzw0bNmzdurVOnTqxsbEbN25UqLRbt2729va///77yZMnly9fnpaWlpOT4+bmNnDgwBMnTqxZs8bExKRDhw4rVqxYtGhRTExMSkrKqlWrHBwc+vXr17NnzydPnty5c8ff39/Ozo4v+fr16ytXriwsLNTV1d2/f//58+cV9BITE2fMmKGvr6+pqSnfmN9++014f5s4caJ8Z62srFq0aOHg4JCQkNCpU6ekpKSsrKzs7OxffvklKiqKf0Pr169fx44dnz59Ghsbu3379pYtW/r7+x88eNDS0vLOnTvyFamy/ebX//Pnz4UrOTQ01M3NTd5WWS8oKEj+fVuecffu3YsWLRLe4e/evSv/1g3g888/f/z4sYWFRX5+viq9q0Vp/P39o6KidHV1AdRnDwD8G8LXX389Z86cAQMG/PXXX1u3bv32228Vrhm+m1988YXwbqClpSVPd/HixbVr11pbWyckJJiZmX3//fcKrzIrKyv5yz4nJ0f4dTxz5kyFc3r69OkVK1ZYWFikpKT069evFiFTU4ujOvU80tPTHz9+nJCQEBERwanxAUC+tkuXLhkbGw9kjytXriQnJ7dq1YpPYGRkxHFcTExM27ZtCwsLOY4bPnx4bGzsmDFjfv75Z47jpFIpx3EdO3b8559/OI6bPXt2cHAwx3F2dnb379+Pi4vr0aOHcnah9qNHj3744YdWVlYnTpzgOK5Hjx6RkZEcxx05csTGxqagoIDjuOTk5KKiIplM1v5n2kwAACAASURBVLhx45ycnBMnTowePbrUVrm4uBw/fpyvPTMzMzw8vH///hzHWVpaxsfHcxz37bffBgUFBQQEuLu7C21Q/4aCP8dxt2/fbt++/fjx4/Py8oqKiurXr8/zWllZ5eTkBAcHT58+neO43NxcExMTjuNat26dnZ3t7e393nvvRUVFnThx4rPPPhM6MnPmzK1bt3Ic5+rqGhwcnJCQYG1tPXbs2EOHDsXFxdna2r548SI3N7dRo0ZZWVl///13w4YNHz16FBERUbdu3ZiYmCdPnrRr147juG+++ebjjz8uKCi4cOHCoEGDioqKJBKJTCYLDQ2dOHEix3E//fSTo6NjXFxc+/bt+StBaENN3lDwX7BgwbfffqvQYOHiUeVKjoqK6tChAz8TXSqVCnkVLjypVPrkyROO47Zs2eLp6Zmdna2lpZWQkCBf9ZAhQ8LCwk6fPt2zZ0+O44qKiiwsLJ49ezZy5MiDBw/yKQsLC/nLgOO4hQsXOjs78/vbtWuXmJjIcdzGjRsXL16s0Krs7Oz33ntPSBkXFxccHOzk5MS/ijt27BgREVF+vfLtfJNtBf/w8HBTU9NBgwa1bNny4sWLHMdNmDAhJCSE47jr169PmDAhNTW1RYsWRUVFwcHBS5cu5TiOf1+SNxHMly1btnHjxlKb17Fjx71793IcFxQUxHc8Nzf3gw8+KCoqev/995OSkoQ3NH47JiamW7duHMf17t37zz//5Dju1KlTgwcPFgp/+vTpixcvOI4bN27csWPHlPUmTJgQGhrKcdyFCxd69+4tZJR/f1PoLMdxhoaGfLEtWrQICwvjOG7MmDHHjx8X+ti7d++TJ09yHLd58+aFCxfGxsYK78/29vanT58WKip1Q8H/za9/+StZwVZZT/nXgQKj8A6v/NYdFBQ0c+ZMjuPy8/Pr1q1bau9q/k4Ff77Bz549MzQ0VG48/4Zw6NChKVOmcBzn6Oh4/Phx5WuGzyj/bqDw5nP69Onu3bsXFRVxHNerV6+///5buRCFy174dax8TiUSCf/GtWbNmpUrVyo3uybvKdW/ShscERGRkJDw+PHj9PR09cSW5dTyLo7gtmvX7tixY/yHm5SUFIVPOXfv3tXQ0Fi+fDkA/q8nt2/f5v9UrTAyIWScPn36vn37ADg5OSlnF5INYo9Tp07NmjUrJiZG2A+gbdu2derUAZCWlubr61tQUPDixYtnz54JaZSLrVu37rNnz/gJDPznYAD8gNnmzZsBZGZmtm/ffvLkyYsXL+7QocPChQsnT54sFFiNG23btr169ergwYNDQ0N79OjRqlWrUaNG5eXl1alTR09Pb/fu3d988w0AmUymp6cHwNLS8t69e+fOnRs/fvyjR48CAgK8vb359hcWFv7nP//Jy8u7cOFCu3bt+A7KZDKxWDx8+HA/P78JEybo6uqmpaWZmJgYGhqGh4c7OztbWFhcvnx5/PjxrVq1unTpUtu2bflRzC+//LJOnTqpqalmZmZ3795t3ry5hoZGcHCwlpbWjBkzjIyM/Pz8TExMhgwZ0rlz561bt9bGCQzNmjUTvhm5cuXKv/76a/Hixebm5rynKlfy7du3O3TooKFRPH1feEUoX3gADhw4EBkZGR8fb2lpCaBevXr8hvK1Z2hoCEAkEhkYGGRlZa1atWrp0qV+fn4bNmzo0KGDfHqFp8KhUlslHAUQGRnZuXNnvs0dOnSIiooyNzcvp96qmzbTqlWrX3/99YMPPuC/BhcTE2NoaBgVFcVxnL6+vqmpafv27S9durRv375NmzYJXZA3EXaWv8FbxcTEJCcne3p6AjA3N09MTBSLxfwZ50/fjRs31qxZk5eX9/TpU77A+vXrA2jatGlcXJxQhVQqDQgISE1NvXPnztOnTxs1aqSgFxkZuXLlSgD8y1bIKP/+ptBZ/qTzb1+Ghob8HdaMjIyysrL4v8/whRgZGQEwNjbOzMzk//gjFhf/5lKuSL7SUrff/PqXv5IVbPPy8vjxSEFP+X27fv368ozCTeWUX0HR0dH8RailpSW80ErtVK3baWBgoK2tzd9TLzo6esmSJbm5uX/++SffkSFDhixevDgzM/PmzZvBwcGenp7yLxD5zvJXuDIdf4742Tv8Zax84Slf9nzJCuc0KSmpoKCAf+PS09MTFnORbwZt11iBdzHALf9k2Nra6unp+fj4iMXigoICLS2tVq1aXbt2TSKRPH/+vG7duhoaGsIXtPmiJk6cOGjQIA0NjRMnTqSlpSlk59MkJSWlpKTY2dm9//77/O8P5XKKioqGDh167do1ExOT48ePAxDSKLdKR0fH2dn5jz/+8Pb2FtYFNTAwkEgkbm5uFhYWReyhoaERFBSUkZFhZ2dXEwLcuLg4KysrPjwyMzO7cuVK3759Ady4caN9+/Z8jK6trQ1g06ZN48eP5wNcb2/vmTNnJicn792719DQUIgs8/LyjI2Nd+3aJZxTFxcXJyenTZs25eTk8INhAFauXMn/pfXvv//mEf7++2/+r/Ph4eFdunThA9ymTZvyI47z58+/cuVK165d+YkrP//8c5MmTfgqCgsL16xZ07x589DQUKEZQu01f2PChAldunThe7dq1SqZTJaVlSUEuKpcya1atfrqq6+Kioo0NDSeP3/Od1n5wgsICHj69On333+/d+/es2fPvpZMu3btjhw5cujQoe+++y44OLjUaehGRkaZmZnvv/9+ZmYmAIVWCS8coV4bG5vz5887OzvLZLKbN2/OmzdPmKQrpJGvV/6iEhJU1kadOnU2bdrk7Ox88+ZNOzs7e3t7/guv/K/PGTNmBAQEcBzXrFkzoUb5trm5ufH75buZmpqqMFWXT2NnZ1dYWLhu3ToABQUFYrE4Pz8/OTnZ3Nz8+fPnsbGxfn5+x48fT01N5V+J/LQfAJcuXbK1tRUaMH369Hnz5vXv39/Z2VnYKb8hkUhiYmJatmz58OFD+f3y28qdlT+qyrZEIomNjeU4TiaTKQ9PvLKEN7/+5atQsOXfh1+8eCHoKb9vDxs2TJ5ROIOlvoL4cZAnT568fXHVF1984e7uvn379jZt2hw4cKB169YCrFgsHjly5KxZs0aPHi0SiV55zSjTnT9/nj8LUqn06tWrixYtUijk2rVrCpe9cCIUzqlYLJZKpXws/vDhw7p16wrtpI2aL/AuBriRkZH8l3zr16///fffK5wkiUQya9Yse3t7AwMDPT29oKAgX1/fmTNn/vjjj/r6+jt27LC3tx89evTatWuFjMbGxi1bttTV1dVnD4Xs/DhHYWHhihUrsrOzRSIRP2HOwcHByclp2rRpQvCkoaHRsWPHFStW1K9fn89la2sbGxvr4OCwb98+hWJv3ryZm5ubkZHxww8/1KtXT4hxt2/f7ujoqKOjo6Gh4eXlFR8fv3v3bpFIxA/hCG2urg13d/fk5GQNDY2hQ4cOGTJk7ty5AwcOBHD9+nU+oFywYMHkyZNNTU2trKw2bNgAwMrK6sKFC2PGjDl06NDatWsjIiKExhsYGAwdOrRfv378N9Ozs7O1tbUXLlz46NGjkJAQ/l3y1KlT2tra/C0mbt26FRAQwMfTTk5OwgY/IZKPpwewh9CwefPmjR8/3tzcXCKR+Pv7jx07ViQS5efn820TWlJbNoyNjY8ePbp48eL09PQ6deoYGBhMnz49IyODb78qV3L79u1Hjx7dp08fQ0PDqVOnClevwoVnZ2fn7e29ZMmS/Pz81/0ilJeXV1xcXFZWlqenp6amZvfu3fv06ePj4yOPvGjRImdnZxsbm9zcXHNzc4VWjRkzpkWLFp07dz506BCfa/LkyeHh4Q4ODvn5+Y6OjvLfNBWKla9X2FlFG7179+7Zs+dXX321Zs0aFxeXHTt2iESisWPHTpo0yd7e3sXFRf4dBkCpbevbt6+Li0tsbOzmzZu7du26b98+/tOafJvHjx8fHh4+cOBAbW3tNm3arF+/fuvWraNGjWrYsCH//YHCwsIlS5YYGhoKX9XfsGGDv79/Tk7O1q1bhaJ69er1/fffnzp1SvmDAZ/G29vbyclp586ddnZ2/CdYIa+wodxZ4ZCKGx07duzWrdtHH33UunVr4YOZinn5YeA3vP7l61K2BSCvp/zbRIFR/h1e4RXk5OQ0evTowYMHW1tbq/JdTPmG1fxtDw+PTZs22dvb84Px8+bNk2/zjBkzWrduzf8BQZVrRoEOwH//+9+JEycmJiZOnTq1TZs2CoUMGDBA4bIXfh3PmjVL4fXi5+fXv39/a2trExMT+UbSds0XEAm/26q6rfyUr7y8vKysLBsbm6quTihfJBK98ta2QuLX2nj8+LGOjg7/57PXylgpibt27Xr27FkdHZ2ff/75zJkzyt8yqZRa3ryQqvN/87YJJfz111/79+/fsmWLsOet2agV/lWqHRcX9/777/NTgKq0olILV5v/qlWrFi5c+OYjTH369PHz86u6GRqlKlXdTrX58114y/Te/Lyo2Z9v8JkzZ/z8/FS5BeGbd7CGl6B+/8jISCMjIx0dHbFY/LpDG5WO+S6O4FYWYvWuOD9lypSxY8caGxsXFBS81g3LKqv7b1M5N27cqI3zDd6mU6BKX/jZ0q/73XkrKytVCq/taWbOnPnm0W1tR6D2kwAJkIAgQCO4AgVtVImA+j9BVkk3am2hb5N/xQLc6j11b5N/9UpWrHbyr5hbZeUi/8qSrFg56vevUSO479xKZhW7SigXCZAACZAACZAACZBAbRGgALe2nClqJwmQAAmQAAmQAAmQgEoC72KA+913382aNYtfJ1YlpHcy0aJFi/gVjAGEhISEhoa+kwxvYac5jhPuA12TuxcTE3Pv3r2a3EJqGwlUWIC/1+SLFy+q9IZ0r9U8fvUWfgVv4W7Zr1VCLUpM/rXoZFW4qe9igHv58uVvvvnGwMBg2rRprwu3a9euvXv3lppr0KBBpe7ndyYkJLi4uJSTAMCePXv429+Wn6yyjpbTFwD//PNP8+bN+bquXLlS1g32K9CYv/76q0mTJv369bO1tV22bFkFSnitLPyyF6/MomKyV5ZT8xP8+OOPf//9t0I7f//998DAQIWd5T9dxx7lp1E+6uHhERUVpbxfeU9ubq7CzYOU09AeEqh2AQcHBxXbkJaWZmZmlpqaGhkZyf/2SUlJ2bJlS2FhoYolqP7yUbFA+WSfffbZ/fv3Afz2228XL16UP1STt8m/Jp+d6m3bu3gXhby8PF1d3bNnz7Zr1+7s2bO+vr5t27ZNSEj46aefvvnmm4cPHzZp0mT27Nnr1q3Lzc29fv36b7/99umnnzZq1OiDDz7w8/Pr27evtbU1f6czIX1ubm5KSoqvr2+XLl18fHyaN2/u7+8/Z84cDQ2N+Ph4Dw+Pb775RiwWHzx4sGHDhn/88UdiYqK9vX2fPn0WLlyor68fHR195syZffv2HT58+MKFC0KC9957LzQ01MDAwN/fn7/jxueff25kZNS3b1+xWHznzh13d/fPPvts586dFy5cCAoK0tHRKSws3LVrl6urK1+1p6dn27ZtAwICpFJpbm7usmXLPDw8GjRoMGrUqDVr1vB9uXHjxt27d2/durV+/fqkpKQffvhBQ0ODv5M/f3VGRkZu27YtJiZmwYIFoaGhX331lUgkWrBgwZ49eypw+V68eHHhwoVz587Nz88fNGjQgQMHxowZU4FyVMmSmJgYEhLi6upafmIVk5VfSG05GhQUdOTIEYXWPnjwQD23dHnw4IFC1WU9/eCDD7Kzs/mVQcpKQ/tJoNoFVL+kTU1NT5w40aBBgwsXLvA3r2zatOlrhZKq11UBFj66BVC7bsujugn5V+CqqNVZ3rkANyUlhb89+OXLlzt37nz58uVPPvnE2dn5448/BhAWFubk5PTJJ5/88MMPjx49srKy4mOvu3fvhoaG6urq/uc//5G/W6qQ/tdff3Vycpo7d+769ev59QW2bt364YcfOjk5jRs3rlOnTm3btp02bVq7du369es3ZMgQPT297t27L126dN26dU2bNh0+fHidOnWkUinHccuWLRMS7N+/39LS0tPTkw8+8vLyIiIigoKCbG1tvb29+eUqsrKydHR0fHx8Tp48+c8//+zcufPHH3/s0aPHtGnT+GV73NzcrKys6tSp07lz57i4uNzcXE9PTzMzM0tLyy1btkRHR+/Zs6d///69evWytLR0cXH566+/7t27t23bNv7KlkqlycnJq1evvnr16l9//WVjY3Pr1q0zZ864u7tX7NK/du2ah4cHAG1t7SFDhly7dm3MmDHr168PCwtLT0+fM2fOxIkTHRwcPvjgg8jIyMLCwoEDB54/f/7Ro0fnz58Xi8WrV68OCwt7/vz5yJEjPTw8fHx8Hj16lJGRcfv27aNHj77//vuzZ89OT08vKCgIDg4eNmwYn3L37t29e/eWSCSNGzfesGHD4sWLr1y5oq+v/+TJkz/++ENItn///m+++Ua+JRXrY43NxS81Ympqmp+fP3HiRLFYrK2tvWDBgq1bt9apUyc2Ntbf39/NzS0tLS0nJ8fNzW3gwIH9+vXr2bPnkydP7ty54+/vz68Jx3fw0qVLjo6OkZGRbm5uzZs3X7JkSVhYGIABAwasXbuWv5fqvXv3Zs2aZWJiYmtr26JFi3Pnznl4eAwbNmz48OFz5szR09PLzs7esGGDlZVVkyZNJk2alJSUlJycvGfPnnr16g0bNuz06dPvyH2+auw18zY1TCaTubu7x8fH5+XljRgxYvbs2V5eXomJiQYGBhEREVOmTJk6daryBb9jx469e/fq6uo2atRo06ZN+fn5vXr1atOmjVQqbdu2bXx8/Lhx41xdXffv39+tW7dJkyZFRUXNmDHj8uXL/fr169ix49OnT2NjY7dv396yZctevXpdvHjxm2++iY+PHzFiREFBwZ07d+Lj46VSqfzrrk+fPsLLc8eOHfxSvQcOHBBePiNHjpw9e7ZMJsvJyVm+fDm/LiOAM2fOrF271traOiEhwczM7Pvvv//iiy9kMllYWJivr29ycvLu3buzs7MHDBiwYsWK+Ph4FxcXXV1dPT29li1bJiQkuLq66uvrR0REfPnll1OnTvXy8rpx44ZYLP7222/r1Kmj8IKtwIVB/tXrX4FTVruzZKjrkZ6e/vjx44SEhIiICE6NDwDytR06dGjnzp0cx40ePTorK4v/+ejRoylTpnAcl5ub6+bmFhIS4ujo+ODBAz7jrVu3Fi5cyB8dMmSIfGlC+uXLl1+8eJEvNjMzk+M4Jyene/fupaamdu7cmeO4gQMHSqXSuLg4viK+kD59+nAcd+TIkQULFvC1KCTgOG7Pnj1OTk5CpcnJyf369YuLixs+fPjz58+PHj36+eefJyYmTp48meO4hQsX8qH2/fv3k5KS+PJ79uwpZOc47ubNmx9++GFubi7fl+Dg4B07dvAJ+NVf+CB7z549/M7r16+7u7tzHOft7f3HH3+cOnVq0qRJc+fOlS+znG0Ff47j+EWP+SweHh5ff/11aGjoxIkTOY776aefHB0dZTKZkZHR8ePHOY4zMTHZvXs3x3Ft27ZNTU0NDg6ePn06fy5MTEw4jhs8ePDy5cs5jpsyZcrvv/8eFxfXvn17/qMCx3HLly8PDg7mOO7y5csNGzZMTk7mOC40NNTR0ZHjuOvXr3fs2FE+mUJLyulXbTmk4B8dHT1u3DiO427dutWlS5f8/Hy+I8uWLdu4cSPHcUFBQfz1lpub+8EHH3Ac17t37z///JPjuFOnTg0ePFjo+FdffeXm5sZxXEZGhqmpaWFhobW1dWxsbGJiIq/KpwwICOCvH/5pjx49IiMjOY6bMGFCSEgIfxYmTJjAcZy2tnZWVhbHcV9++eXXX3/Ncdz+/fu9vLyEGtuwh/C0Vmwo+NeKNr9NjVTwDw4O5i9vqVTasWPHiIiIlStXLlmyhOO458+fm5mZSaVShQv+3r177dq1Kyws5Dhu3rx5gYGB2dnZWlpaCQkJHMcVFhbyb0Qcx82ePZu/pCMjI7t27cq/dk6ePMlx3ObNm/lfIkZGRvx7Pv+Ol5qaKpFIlF93Ci9P4YwILx9HR0e+ruTkZEtLS376LMdxp0+f7t69e1FREcdxvXr1+vvvvxcuXOjs7MyXkJycXFRUJJPJGjdunJOTM2bMmJ9//plfg4njuI4dO/7zzz98R/i3TXNz85SUFD6v8gtWaFU5G+Rfo/zLOVOVdSgiIiIhIeHx48fp6enqii7LrOedG8G9cuXK1KlTATx//tzQ0DAnJ8fQ0PDMmTPdunU7efLkkSNHMjIyunbtKhaLFy5c2LRp08mTJ1+9epVf6LWwsDApKWnfvn3jxo0DIJ8+ISEhICCgdevWOTk5/NpmPXr0WLVqlZmZmbW1NQB+6HHp0qVPnjyZP3++hYWFh4dHixYtXFxc7t+/P3v27PDw8K5du1pYWAgJJk6c6O3tzXHckCFD+E9RmzZtiouLs7S0NDc3t7KyWr58+ZMnTz7++OOGDRsmJibOmTPn7NmzS5cuTUtL8/DwMDAw4CfO2tnZOTs7GxoafskeIpGIX6iQ70u3bt3mzp17+/bt7t27Dx069H/svXk8Vdv/+L/OcTjH7BjKVIZwyqUB5VJpJPWOSl2UqJChrqKIUlIkhfDWIE3ITWm4aXp3G91b3cjQcFSGLkqmiEzhOMf5Pd6t33d/zvsoKUJ57b/WXvu1Xq/Xeq59Hvt11l57vcrLyzds2JCenr5s2TJs9OHDh8XFxW5ubkJCQubm5sXFxU+fPr13797X/bGrqakRERERFRVFCHV0dFy8ePH06dNeXl5CQkLOzs6SkpLh4eF5eXmjR482NTWtra2VkZGxs7PjcDjv37+XlZVNSkqKiIhACHE4HBEREYRQbm5uSkoKQujFixc4p+W//vWv8ePHHzp0SF9f/8GDBzgBb2Zm5qpVq+Tl5fFa5y1btiCESkpKxo8fjxAixI4dO8brydf1cSC3wotPEEK6urqWlpYTJkwwMzMLDQ0lfM7Ly6uoqMCJnRUUFFpbWxFC0tLSCCF1dXWcPJMQxi9D6HS6qKhoXV2dq6trfHy8pKSks7MzIWNvb+/r6zt27Nj169fb29sT9Xl5eRISErm5uVwuF98PFAoFZ6hWV1fPyMjAd8inkr4SeqAABLpPgMlk4p+8gIDA2LFj8XJwfHuLiooKCwvjRMS8N/yzZ890dXVxRlkDAwP8joJOpw8fPrw7dvHjQEpK6t27d13I8/3uNDU1eX+enX8FTCZz48aNCCF5eXlBQcGqqioicTGdTsdv/IgfLPEFRU1NTVhYGIvFev/+fUNDw9OnT3GCGzxD3Nm9vXv3WllZycvLx8bGdv7Bdpb/bA3w71/+nx2gH0xg0AW4jx49yszM1NLSwh+S/+c//0EIWVpa4nHFCxUQQpqamjiKRQiNGTMGXxUXF8/JySHugJkfDnxKfCyFFSKEVnw4CGEibSAhgBBSVFRsbm5WV1c3Nzen0WhYmFeAdzkEQmj16tWEwsjISKL85s0b/OLYxsZGWlqaQqGMGDGipqYGrz2NiooiJHlbEX25fv06IXDr1i2ijAuOHw5cZrFYfn5+Fy9eFBYW5hPr5ml2dva4ceMQQu3t7X5+fpMmTdLR0amtrT179qyqqipWcunSJfzG7cGDByYmJgihp0+f/vTTTwihxsZGKpWKENq3b9/ixYtLSkqGDx8uKirK4XDKysqGDx/e3t6+Y8cODQ2N3377TV9fn8lkjhw5EiGUmZmJ/9gghKqrq2VkZFpaWkJCQjAiQozPk2526jsSU1ZWxkEqiUTa+OEYP358SUkJmUzGnxXr6em1t7fjkJfFYgkJCSGE3r9/jxC6f//+6NGjeTvb0tKCECotLUUIycnJ2dvbGxoaSkpK8t5RkpKScXFxtbW1enp69vb2vIZMTU2trKwQQiwWC4ezbW1tVCr1/v37+JH84sULvD4hPz9fU1OT1zSUgcBXENDV1b17966rqyuHw3n06NHatWvz8/Px7V1aWtrR0SEnJ8d3w2trazOZTDabTaFQsrKy+H4CJBKJw+FgTyQlJXEU23UsixAifgVEFzr/7nh/nurq6liSaKirq5uZmclgMCorK9vb23nTauLusNnsrKysDRs2EF+UdnR0zJ07Nzs7W0ZGBn/NzGAwsrOz8Ss1MTExQjnh1fz5862srDw9PS9evKinp8f3g8W/ys7BN9G8cwH49y//ziPyY9cMugD3ypUrA2dEAwMDe8WZIUOG4HlNrI13nqxX9BNKhISE8HQpUfOlhdzc3Lt3706bNq2trc3CwmLXrl0IobVr1y5evFhBQUFFRSUyMjI7OxtvSZGdnY3nzh8+fIgL69ats7e3l5WVVVNTi4qKunjxIq7Py8vDn/3Z2NiQSKS2tjYc1mtpaZmamiYlJT158oRYPGpvb79ixQpVVVUZGRlDQ0OEECHG58mX9m7gy4t8OF6/ft3W1ubl5UWn0w0MDNTU1KZNm+bm5pafn79v377MzMxZs2ZRqdRRo0bhAYqKioqMjGxubj506BBvH/Py8vDfDLxiW1JSctKkSQghPBGLJVNTU5OSkkgkEp4Vnj17tpOT04oVK3bs2OHm5nb06FESiWRjY7N06VIOh+Pu7l5ZWSknJ4e/Mf/9999TU1O5XO60adMG1C+XFwKUvyMC9vb2mZmZs2fPbmtrW7Zsma6u7tmzZ69du5abm1teXo7vRoQQ7w2voqLi6elpZmZGo9EUFRVdXFza2tqILgsICBgbG0+dOjU4ONjR0dHBweHRo0cyMjJdh32jR49+8ODBggULiB/U4sWLeX93Li4uvD9Pwhzx8wkNDXVzczt16lRTU1NCQgKvObzSrLS0dPny5aNGjSLakslkfX39LVu2SEtL419oWFjYypUr4+PjRUVFjx49ampqunDhwpCQ7c/6AQAAIABJREFUENyEzWYvWbJETEystrbW399/7ty5vD9YOzs7/KskpocJQ10UgH//8u9iaH7IS5Cq94cc1gHUqb5PFTiAOj8AXOnM/9y5c3fv3t2zZ083vZs6dWp4eDj+YuyzTebPn79p06YJEyZ8VrKzgJiYWFNTE1H/559/xsbG8u7KB6l6CThQ6CaBzvc/X8PAwEAxMTFvb2+i/otueKLV1xU4HE5JScmIESO+rnnnVmlpaeHh4cQLw84C3ampqqqi0Wh4cUV35LuQAf5dwPnUpb7k/ykfvrp+QKXqHXQzuF89bNAQCPwYBKysrFRUVL5FX16+fFleXv510W1nfzQ0NPii8GfPnnUWgxog8P0SEBAQ6MXotrc48C546C2dA1MP8B+Y49JbXsEMbm+RBD0fJ/DZf/Afbwa1vUQA+PcSyK9UA/y/ElwvNQP+vQTyK9UA/68E10vN+p7/gJrBHYyZzLp55zQ0NDg4OHRT+CvE5s2b9xWtEEIvX750dXXtftuwsLCvyNnWff0gCQSAABAAAkAACACBAUVgUAe4XafPffLkCd8Hs3wj13VzPmG+UzabLSgoSFQ6OjpWVFQQp10XMjMz8QdVXYsRV8eNG4f3giFqoAAEgAAQAAJAAAgAgR+YwKBbg1tRUYFz1f7666+rV6/G6XOzsrIWLVo0duzYefPmnT171s3NjcvlPnv2bOfOnZWVlUSe24iIiKlTp06ZMuXvv/++fPmyq6srbl5UVIQT/K5duxZvgEVkyvXx8RESEuLNBhwWFsZkMuvr64mPT2/dunXjxg1JSclt27b9+9//JvIDR0ZG5ubmcjgcVVXVlStXbtq0SUREZO7cuZmZmTitl4GBgbe3d2JiIpFo98yZM//884+Ojg6ZTCZcysjImDVr1g98E0PXgAAQAAJAAAgAASDAS2DQzeASuWpHjBihra29c+fOBQsWPHz4UEdHJy8vT11d/dixY8bGxkePHlVTU9PT08NhpYyMzIIFCx49eqSqqhoaGqqkpNTa2ko0v3PnzvTp03F0ixCKj483MjKKi4uTlpY2MDDA2YB379799u3b/Px8JpOZmJhobm5OfJaur68/YcKEyMjI5OTksrIySUnJRYsWFRUVPXnyJD4+3tjYWF9f39fXd+fOnXFxcZaWljk5OevWrQsKCiopKcGJdiUlJU1MTFRUVDIyMjZs2ODj48Pr0uPHj4mtfHnHHspAAAgAASAABIAAEPghCQy6ANfY2DggIGDBggUIoWfPnuGNh1gslqCgYEJCgqGhYUZGxpQpU2pqaoqKiiQlJV+8eLFlyxY/P78ZM2ZkZGTY2dnhTAFycnJE85MnT964cSMpKQnfIhkZGVOnTsUa6HR6Zmbm4sWLy8vLlZSUcOYCLpebnJxMBLhZWVl4CcH9+/c3fDicnJywGzhV74QJE0pKSoYNG4bTHnI4HD09PdwqIyPDxsbG58MhKirKZrNxQgRel9rb23mXQwyE+/g///mPmZnZtGnTxo8fj3NkHD58mHennj52Mjk5+bN7sxMuqaurv337try8PDU1FVcuXbq0+/vyHDhwgFDV94WsrCw6nW5ubj5p0iTeDCA996SxsdHGxqbnekADEAACQAAIAIGeExh0SxS8vLxwrloifW5gYKCAgICfn196erqLi0tra6u/v//w4cNxBizePLfZ2dm2trb19fWysrJE80mTJhEJfvF48CXp5c0GPHbsWC8vr7y8PIQQkVmRQqFcvXrVzMzM3NycyA88ZswYX1/f58+fCwoKKioq6urqLl26VEVFZcWKFXjv7qysLGdnZxKJRCTaHTNmDM72xJtDuLi4mMgQ1vPbpVc0HD9+/MiRI6dOncKb0Tx8+BAhxJvctVesfJGSrVu3zp8/v5tN/vnnHxKJdPz48efPn+MvBY8fP45zY35WQ2lp6fHjx3H6tM8KfyOBn3766erVqywWS1dXd9asWbxbwffEYklJCZHSqSd6oC0QAAJAAAgAgZ4TgG3Ces5w4Gp4/fq1r6/vwoULcULUfnGUb5uS9+/f4/yQQ4YM4fVn+vTp8fHxtra2v//++9ChQ318fHR1dY2MjHx8fLhcbnNz84ULF0RERHCT1NTUmJgYEolEp9OTk5M7OjomTZo0ZsyYV69eMRiM6Ojoe/fuhYWFiYiIFBcXr1mzZvHixXxN2Gz2xIkTVVRUhg0bVl9fn5qaamxsvHPnzuTk5LFjx1pbWycmJpaUlPj5+U2ZMkVHR6ewsHDSpEnBwcF//vlnYmLiihUrFi9erKSkNG3atMDAQD09vadPnxYWFvJ6y2Qyt2/fTqPRbGxsrK2tEULv3r2bNm1aU1OTjo7O6dOnd+7ceefOnaampgULFvj4+PDS6MUyH/+srCxPT8+7d+8ihKysrBwdHdPS0jgczp07d8LCwoqLi5OTk4WFheXl5fft2ycoKKipqTl79uyXL18aGBiUl5fX19c3NjaeO3fu3r17ISEhOjo6L1++HDp0aGRk5Pz583NzcydOnBgTE4PznfZiL75fVXz8v9+OfKeeA//+HTjgP9j4D6htwgbdDG7/3m19bF1ZWfm3337rY6Ndm0tLSzM0NBwyZMjNmzfDwsIqKipiY2MNDQ2LioqGDx+uqqqan58vJSV14cKFzZs3T548+dSpUxoaGuPHj6+qqlJTU0MIFRYWbt++/c6dOyIiIlOmTHn8+DHeOi01NXXIkCEyMjLR0dEZGRnNzc2nT5/OzMwMCgoyMDDga9Le3l5aWnrp0iV5efmbN29yudz4+HiE0Jo1a/CWaunp6XPmzHn8+HFRUdHZs2fb2tpsbGyCg4PT09PHjRs3adIkVVXV48ePq6qqZmRkjBo1isPhLFy4kNfbAwcOODo6Lly4kAAiJSU1d+7cESNGLF++PD4+vqSk5Nq1a62trcrKyt8uwCWs8xWqqqpycnL27t2blpbW0tKSlZX1zz//eHh4PHr0iEKheHp6xsXFrV69+s2bN7t27RIWFtbS0jp69OikSZN++eWXtLQ0QUHB5ubmiIgIEok0ZcqUJ0+erF+/PjY29uTJk3yG4BQIAAEgAASAQN8TGHRrcPseMVjkJVBTU0On0xFCM2bMuHr1KkJIWVn52bNn+EW5trZ2fn7+0aNHFy9enJubW1NTEx4e7uLisnXrVhzdIoROnTrl4OCAZ3Pb2trExcWzsrJWr14tLy/f0NCAlWdlZQUEBAgKClZXVw8dOrRzk8zMzFWrVsnLyyOEHjx4gJNvcbnc4uJiDQ0NhNBff/01fvz4zMxMV1dXRUXFFy9e6OjoIIQyMzPHjx/P4XDwJhVETXp6Op+3np6e4eHhxKeHGAJhKykpac2aNQghDodDzEzzgvp25adPn5qbmy9fvjw2NlZRUREhhDf0ePbsma6uLoXy3z+9BgYGT548QQiRSCRhYWGEkISEBF6ZIykpWV9fjxCi0+l4YYa6unpxcfG3cxg0AwEgAASAABD4UgIQ4H4pMZDvEQEDA4Nr165VVVUhhJqbm9++fTts2DAcNSKERo0alZ6efujQIR8fn9raWjMzsyNHjhw7dgx/FIgNNzY2UqlUhFB6ejqJRNLU1MzKylJXV0cIxcbG2traIoRwDZfLjY2NXbJkSecmmZmZJiYmWGFOTg4OXsvKyoYMGUIikU6ePNnQ0DB06NAHDx5MmTIFR7H4o8BHjx6NGTMmLy+PCLix83zetre3jx079u+//75w4QIOB7EtJpOJ13YTLu3bt2/x4sU9YvqFjfEa3P/85z/m5ua8TbW1tZlMJpvNxgC73gQaIfT+/XuEEJvNzsrK0tXVJZPJuC2vTigDASAABIAAEOgXArBEoV+wD16j2traW7duNTc3FxIS4nA4GzZsQAjl5OTgYEtHR2fJkiV//PGHqKjo1KlTo6KiLCwsqFTq+vXrjYyMMDUHBwdHR8eLFy8KCgqmpKTg5lVVVUePHpWVlY2Pj6+vr+/o6MBRo9mHQ0lJia/JkydP9PT0sMKRI0euXbt29+7dJiYmXC7X1tZ2+PDhhoaGCKHHjx9HR0cjhB4+fOjn5/f27Vs6nU6j0WRkZEpKSpYtW5aQkPDkyRN9fX0ymczrbU1Nzd69e4WFhZ2cnCQlJYnx1tLSMjU1TUpKWrdunb29vaysrJqaWu/uZkDY+tLCiBEjPD09zczMaDSaoqKii4tL1xpevXplZ2dXWlq6fPnyUaNGycnJ5efnz549++TJk7xd7loJXAUCQAAIAAEg8C0IwEdm34Iq6Pw/At/6I4O2tjYDAwMmk0mYvHnz5unTp2NjY4mawVz4RvzT0tLCw8O7vznaoB2Cb8R/0PL80o4D/y8l1rvywL93eX6ptr7nP6A+MoMlCl96w4D8wCLAZDL5XqY/fPgQUhMPrEECb4AAEAACQAAI9C0BmMHtW96Dz1rf/4McfIy76jHw74rOt78G/L89464sAP+u6Hz7a8D/2zPuykLf84cZ3K7GA64BASAABIAAEAACQAAIAIGeEIAlCj2hB22BABAAAkAACAABIAAEBhwBCHAH3JCAQ0DghyHA5XJx/t6ioqJr1679MP2CjgABIAAEgMAAJwAB7gAfIHDvfwjcv3//0aNHCKG8vLyff/75f67BSTcIpKWl0en0qVOnGhoaLly4sKysrBuN/itSU1MzdOjQ6upqhNDs2bO72Wrv3r3Hjh1DCGVnZ589e7abrfjE5s6di3ML4/rLly/v3buXT6Y7pzNnzkxPTyckeXtEVEIBCAABIAAEfgwCEOD+GOM4WHpx+PDhN2/eIIRGjhx5//79wdLtXu2nvr5+WlpaRkaGk5PT3Llz8QzrZy3Iyspev35dTk4OIVRUVPRZeSzwzz//4MIvv/xy8ODBbrbqWqz71rvWw9ujriXhKhAAAkAACHx3BCDRw3c3ZN+9w3PmzBk9enRRUVFVVRV+bT1x4kQVFZVhw4Zt27ZtxYoVDQ0NysrKb968uXLlyunTp/ft28fhcJYvX85isZKTkysrK2tqal68eKGmpjZnzhwnJycajaahoREcHFxYWOjj48Plcpubmy9cuNDHKXC/u4GZM2dOSEjI33//rampuXr1ag6H09zcvHnzZpy8DSH04sWLVatWycjIjB49euPGjSYmJu/evdu2bVtJSYmtra27u/vq1auvXr2qrKy8d+/e169fh4aGbtiwIS8vr7Kyctu2bS0tLVeuXPnzzz8vXbpUXl6ura0dHx9fWVnJZ2v69On6+vp1dXX5+flHjhzR0tLiVcI3W5ybm3vo0CFBQcH8/PzIyMg1a9bU1NQ0NzevWbNm1qxZJ06cSEpKamxsNDMz27JlS0lJiZubm7CwsIiISGJiIkLo4MGDYWFhL1++TEpKGjlyJO5RYGDgixcvxMXFnz596uXltWDBgosXL8bGxr5+/frZs2dxcXErVqz47gYXHAYCQAAIDHICEOAO8hugr7vP5XLT09O9vb2nT59uZmaG1xuUlpZeunRJXl7excXFwsJixYoVkZGRZWVlhYWFYWFhd+7coVKpDQ0NQkJCkZGRly9fxm/JraysLl68OGzYsJiYGIQQh8NZuHDhqVOnNDQ0xo8fX1VVRWTT7etOfj/2VFRUSkpKjhw5smDBgqVLl1ZWVhoaGhYXF5PJ/323c+XKlZ9++ikyMpK3Q/7+/jExMSdPnuStJMpeXl4KCgr5+fnLly+/f//+33//PXLkSGdn5zNnzuCsEH5+fny2Ojo6zM3NZ8yYERsbGxcXFx4ezquEL8DV0dGxtLSUl5f/9ddfDx06xGKxUlJSWltbjY2NZ82aNX369MWLF3O5XFVV1fXr1/v4+Li4uFhZWXE4HAEBAYTQ/Pnz582bt3fv3ri4uD179hBuq6mpBQUF5eXlLV26dMGCBZs3b75//357e/v06dMhuiUoQQEIAAEg8B0RgAD3OxqsH8HVwsLCcePGTZ8+HSFUXV09dOjQS5curVq1Sl5evqOj49KlS/v370cIlZSUGBsbnzx50s7OjkqlIoQkJCTu378/duxYTOH58+ejRo1SVFS8dOnSrFmzkpOTnz9/XlNTEx4e3tHRsXXrVohuu3O7vHr1SlVVlclkbty4ESEkLy8vKChYVVWloKCAELK3t/f19R07duz69evt7e27o/Dhw4c7duxobW2tq6v7qHxnWwghnNpXSkrq3bt3ODFy10qw5ry8vIqKCj8/P4SQgoJCa2trTU1NWFgYi8V6//59Q0PD06dPccoPHN0ihIYOHYoQkpWVxf+sCA/5HBAWFm5qamKxWNLS0oQMFIAAEAACQOA7IgAB7nc0WD+Cq1lZWerq6gih+/fvi4iIqKqqZmZmLl++HCHU1tZGJpMpFEphYWFCQsLatWvT09MlJCQQQm/evBkyZEhOTo6Ojg5CqLi4ePjw4WQyWVJS8syZM8uWLbt79y6JRDIzMzty5MiPgKlP+vDHH380NDQYGxvr6upmZmYyGIzKysr29nYcBeK4My4urra2Vk9PjwhwSSQSsWxXUlLy3bt3ysrKODDNzs4ODw+/du1adXX1tGnTEEJkMpnNZvP25lO2CJnOSohLuEDo1NPTa29vDw0NRQixWCwKhTJ37tzs7GwZGRm89IXBYGRnZ6uoqDQ1NYmJifHp6eLUzs7OyclJXl5+3759XYjBJSAABIAAEBiwBCDAHbBD82M6lpmZWVxcPHXqVAEBgYSEBITQkydP9PT0EELCwsJTpkyxsLBQU1PT1NRUV1e3tbV1cnK6fPnyuHHjdu3apa6uHhkZKS4uPnz4cENDw7KyMgcHB2lpaRqNZmZm1t7eHhUVZWFhQaVS169fb2Rk9GMS7HGvHj58OHPmTC6XKyUldfHiRQEBgdDQUDc3t1OnTjU1NSUkJOD1CQih1NTUpKQkEomEZ0mxZQEBAWNj46lTpwYHB2/YsMHV1VVXV7elpUVBQWHYsGHt7e0bN26UkJCQkpJCCJmYmKxZs6ayshL/M0EIfcoW0a3OSohLuDBt2jQ3N7f8/Px9+/ZlZmbOmjWLSqWOGjVq165d+vr6W7ZskZaWxv+LwsLCVq5cGR8fLyoqevToUT49XZxmZ2c3NzfX1NQEBARER0cTEX8XTeASEAACQAAIDCgCkKp3QA3HD+gMX6rAyZMnnz59Wl5e/gfs6oDsEh///vKxsbGxqakJr3zoLx+6abe2ttbKyiotLQ0h5OHhMXXq1IULF3azbWexAcK/s2ODpAb49+9AA//Bxn9ApeqFGdz+vf0Gl3Uul/vmzRuIbgfXqH/orfiH47vouJSUlJaWlo2NjZCQkKSkpKWl5XfhNjgJBIAAEAACvAQgwOWlAeVvS4BEIuXn539bG6AdCPSMAJlMjouL65kOaA0EgAAQAAL9TAASPfTzAIB5IAAEgAAQAAJAAAgAgd4lAAFu7/IEbUAACAABIAAEgAAQAAL9TAAC3H4eADAPBIAAEAACQAAIAAEg0LsEIMDtXZ6gDQgAASAABIAAEAACQKCfCUCA288DAOaBABAAAkAACAABIAAEepcABLi9yxO0AQEgAASAABAAAkAACPQzgUGxTRiJROpnzIPbPPDv3/EH/sC/fwn0r3W4/4F//xIA6/1FYFAEuLD3an/dXgghBoMB/IF/PxLoX9Nw/wP//iXQv9bh/u93/v3rQP9ahyUK/csfrAMBIAAEgAAQAAJAAAj0MgEIcHsZKKgDAkAACAABIAAEgAAQ6F8CEOD2L3+wDgSAABAAAkAACAABINDLBCDA7WWgoA4IAAEgAASAABAAAkCgfwlAgNu//ME6EAACQAAIAAEgAASAQC8TgAC3l4GCOiAABIAAEAACQAAIAIH+JQABbv/yB+tAAAgAASAABIAAEAACvUwAAtxeBgrqgAAQAAJAAAgAASAABPqXwKALcPPy8rS1tfX19QsKCjD6hISEUaNGLVy4MCsrS1tb+969ewih6OhoQ0NDFouFZY4dO8b4f8eOHTsiIyONjY3ZbDa+Om/evIiIiIMHD5qYmCCE3N3dGQzGqFGjTExM9u7di5XgSqzjxo0bz54909bWtrCwwFft7OwOHTqEEKqpqfHy8jL8cMTFxTGZzJEjR+JW8+bNI+4VwlZRUZG1tbWuru6//vWv8vJyQgAKQAAIAAEgAAQGFIHKysrp06f30KUdO3acPn2aT0ldXZ2xsXFtbS1f/WdPm5qaPD09PyvWEwHCN15b48aN64lOaNsdAoMuwK2vr+dwOHJycvgXwuVyjx8/PmzYsIaGBgMDA11d3cOHDzc3N//2228ODg5CQkIYYlNTk5SUVM6HY8OGDSYmJm/fvs3MzEQIvXz5Mi8vb+rUqSwWq62tDSHU1NQ0c+bMjIyMjRs3Hj58eP/+/UQl1jB9+vTGxkYOh1NaWnry5EmEUPuHAyG0Zs0aJpMZExNz4MABEon0/v17Lpd75syZnJyclJQUYkQJW+Hh4WQy+fbt2xs2bBAUFCQEoAAEgAAQAAJAYJAQoNPpx44dk5aW/tL+lpWVdXR0fGmrL5InfOsDW1/k2A8vPOgCXDyis2fPvnz5MpvNzszMfPPmjampKa738PD4+++/o6KiEEIODg58wy/64RAUFNTT01NQULh+/TpC6MaNG/Ly8np6erzCAgICEhISs2fPnj9//vnz5/ElAQEBrIFM/v+xW1paxsbGNjc3Y4F//vknOzvbw8NjwoQJenp6K1euxPVUKlVUVJRKpfKawGUSiVRUVJSVlTV58mQ5ObnOAlADBIAAEAACQGAAEoiNjT148CBCKDU1dfHixfgd5rx58zgcTlBQkJub24oVK3777TeE0K5du0JCQhYuXJieno478u7dOwsLi8LCQqJfdnZ2CKGYmBhvb+/AwEA7Ozv8jMYCdXV169evd3NzW7JkyevXr3Eli8UKCwt7/Pixl5dXbW3tqVOnXFxcPDw84uLiEEJPnz51c3NzdnZevXo1m81mMpm2trZbtmyxt7dPSUnx9fV1cXHB0QLW9qnuIITs7Oz4bHV0dISEhLi4uDg6OuKpMaIjUOgtAoM0wDU3N3/37t3ff/997ty5adOmiYqKYqCTJk3S09NLTExcvny5uLg4L+X6+vqJH47CwkISiTRr1qwbN25wudwbN26Ym5uTSCReYaI8bNiwyspK/Afx9u3bEydONDc3J646Ozs3NTUlJibiGvyrU1ZWJgRwwd7efuLEibwzuISAr6+viorK2rVr582bV1FRQdRDAQgAASAABIDAQCZgbm5++/ZthND169dpNFpVVVVaWtqMGTNSU1NbW1tjY2MPHz587ty5/Px8hFBbW9vZs2d//vln3KONGze6uLhoamp27qCysnJgYGBQUFBsbCxxVUJCwt/fPzY21tLS8tSpU7heSEjI0dFxzJgxkZGR7969S0xM3L9/f0xMzKNHj4qLi4cNGxYVFXX48GEqlXr//n3cJCgoKDw8PCQkBOs/c+YMEZ5+qjudbeGZZnd397i4ODExsbt37xJ+QqEXCVB6Udd3pEpaWtrQ0DA5OTk9PT08PBz/frD/1tbWOTk51tbWfN2RlJTEc7EyMjIIoTlz5sTHx//555+PHj3y9fXlEyZOX716JSMjg6dsJ06cGBQURKH8H/OhQ4cuXbo0Pj5+6NChCCFZWVmEUOc4NSYmRk1NTUJCglBLFIYPH3769Onbt297eHgkJCT4+fkRl6AABIAAEAACQGDAElBVVWWxWK9evero6LCysrp+/Xp6erqHh8fvv/+uq6uLEBIQEBg5ciSeph05ciTRkd9++43L5c6dO5eo4S3gySlxcfGGhgbe+qtXrxYUFJSVlSkqKvLW43JJSQmZTMYzsjQarb6+XkpK6vDhw7W1tS9evGhoaJCSkqLRaAghMTExUVFRvIJRWFj4/fv3+P3qp7rT2RZCiEwm0+l0hBCdTife4n5UEiq/msAgncFFCP3rX/+6deuWoKDg5MmTefHhu5ZYfct7SeTDweFwEEJjxoxRUlLavn27vLz8mDFjeMXwmtqamporV66kpqbi9yb4tyoiIiIkJMS74sfFxYXD4eAIm8FgqKmp7d27NyMj49GjR/Hx8VitsLCwiIgInwl8mpiYWFRUpKioSKVS6XQ6h8MxNzffu3cvQig/P3/ChAk5OTkIoWPHjs2cOZPFYlVVVUVERNTV1X1UG1QCASAABIAAEOgzAqampiEhITNmzJg2bdqtW7cqKioYDIaWlhaTyUQIcTicvLy8ztO0dnZ2+IOZ7vuZmJj45s2bwMBA3s+1caCJvxdnMBg0Gs3T09Pb2zs0NHTs2LGbNm3S19cPCAgYO3ZsNw19tDtEWzKZTHybTlRC4dsRGHQBLuXDISAgYGpqKiIiMmfOHCEhIcEPB6YsKChIoVCIZbK4UkxM7N27d3ofjh07duBKCwuLsrKyuXPn4vUJQh8O/Pfu1q1bkydPDgsLc3V1xUtpxcTEbty4gTX88ccf2CKJRJKSkvr1119JJJK4uDiFQtm/f7+ioqK7u7urq2tLS4uIiAiJRFq0aJGent6CBQuI+4CwVVhYuGjRoiVLlkybNm3ZsmWcDweXy0UIcf/fgRDq6OjAlS9fvoyPj6+srCRUQQEIAAEgAASAQL8QMDc3//vvv2fOnCkmJkaj0SZNmoQQmjdvnpCQkLOz84oVK+bPn89gMDr7tmXLlqtXr+JPvTtf7Vyjra2dk5MTERHBZDJ5lxQyGIzi4mJnZ2cJCYklS5Y4Ojq6u7v7+vo2NTUZGBicOHECr17orPCjNR/tDiFJ2GpsbCQqofDtCJC+YluNr/OGy+Wy2ezW1tb6+nr89uHr9HxpKxKJxLsC4Uubg3wPCTAYDODfQ4Y9aQ78e0Kv522Bf88Z9kQD8O8JvZ63Bf49Z9gTDQwGA89t9UTJF7VlMpmSkpI0Go1CofD+kfgiJb0lPOhmcHsLHOgBAkAACAABIAAEgADYLNwUAAAgAElEQVQQGJgEIMAdmOMCXgEBIAAEgAAQAAJAAAh8JQEIcL8SHDQDAkAACAABIAAEgAAQGJgEIMAdmOMCXgEBIAAEgAAQAAJAAAh8JYHBGOByudy//vrrK4FBMyAABIAAEAACQGAQE2hoaGhqahrEAL6Prg/GAPfcuXN4j73PDlFaWhrO+JCWlpaUlPRZ+W8qUFdXZ2xszLvrxfPnz+3t7XvdaH5+fkRERK+rBYVAAAgAASAABPqXAPFY7+yGgYFB58qP1ly8ePHChQsIod27dxcUFHxUhq+yC7uEZEJCQkxMDHEKhR4S+L+sWj1U9B01T0lJ4c3g14XnRkZGqqqqCKHS0tJ+3/CCTqcfO3YMp/jrwueeXzpy5Mj69et7rgc0AAEgAASAABAYUASIx3pPvBIXF8chQWlpaTf19IrdbtoCMUxg0AW4TU1NJBKJTqfHxsaSSCRXV9fU1NSTJ08mJyfX1NQ4OTmdOHFi6dKlI0aMYLPZTk5OERERmzZtSklJERQULC4u3rhxY3BwcF1dXUtLi729PZEFbcWKFS4uLkZGRtnZ2YcOHdq3b19ISEhZWVlbW9vMmTPt7Oy2b98+duxYS0vLgoKCzZs3p6SkWFtbGxsb//nnn8ePHxcTE0MIVVVVBQUF0Wi05uZmf3//a9eu1dfXe3l5NTU1LVy48MqVK3Z2dllZWRUVFZs3bxYWFhYQEMCjmJ2dfeDAASkpKTKZHBwc/PDhw3379qmrq1dVVWloaKxfv/7169eBgYFUKlVYWHjXrl2PHj3iledN21ZUVCQiIoJTB8OPBAgAASAABIBAbxFgs9m8D1Bpaeng4ODk5GSEEH5KZmVl3bx5k0ql6urquri47Nq1i8PhZGdnr1mzZsuWLZcvXxYXF4+NjRUUFNTX14+JiaFSqVwuNyAgQEFBYdq0aaampu8+HHv37sVPw84P64KCgoiICCJRKIvFCggIqKmpGTJkCIvFQghVV1dv376dw+G0tLS4u7tPmDDBwcFBR0envr6+uLh4x44dampqQ4YMGT9+PM40sXv37unTpy9ZsgRTMjMzMzExKSsr09XVffPmTWNjY3Nzc0xMDGE3Jibm5cuXYmJihYWFy5cvNzU1TU9Pj46OHjJkSE1Nzc8//9xbtEHPoAtw37x5g/NQm5ub+/n5ubq6Xr9+nUajVVVV3blzZ8aMGQihwsLCffv2KSoq4pUMWlpaM2bMkJWVXbp0aUpKSnt7e3R0dFtbm62tLRHg2tjYnDlzxsjI6Pz587/88ktqampra2tsbCyHw7G2tv7oiw8Oh6Opqenp6UnchWFhYWZmZpaWls+ePYuKivL397e1tfX09Lx27Zq5uTkRzkZERMyfP9/CwiInJycyMhIh5O3tnZSUpKSkFB8ff/78eRUVFQ6HExgYyOVyTUxMXF1dw8LCrK2tzczMOByOgIAAnzxehoHdOHLkiLu7O+ESFIAAEAACQAAI9AqBc+fO8T5Af//997a2NvyCtKOjg0QiJSYmpqamUiiUVatWFRcXI4Ta2trOnj2LEJo5c+aVK1dsbGwuX76ckJBgY2Nz7NgxZWXlGzduhIaGRkdHv337du3ataKiol5eXvfu3auurua1RTys+Tpy/vx5QUHBw4cPs1isq1evIoQiIiJMTU0tLS2rq6utra1v3rzJ5XInT55sZGSUnJyckpLi6+uLw1Bzc/OEhIQNGzZoaWkRat++fevt7U2j0WbNmhUSEqKvr7927doHDx5ISEgQMsrKyp6enkVFRT4+Pqampps2bUpKSlJUVIyNjW1vbyfEoNBDAoMuwCWRSB0dHQghVVVVFov16tWrjo4OKyur69evp6ene3h4IIQkJSVxENwZblFRUXV1dXh4OEJITk6ura2NSqXi315YWNjbt28fPnwYGBgYFhaGs7UJCAiMHDmysLCwsyqE0KhRo3jri4qKxMTECgoKuFyusLAwnU4fOXLkw4cPr1y5EhAQQEjm5+evXr0aISQsLIwQampqamhowH+CGxsbcVZDPCVMIpFERUWbmpoKCwt/+uknhJCAgMBH5bHy169fc7lcZWVlwhYUgAAQAAJAAAj0CoHOD9CFCxdevnwZIbRo0aKSkhIymRwVFYUQotFo9fX1CKGRI0di07a2tlu3bh05cqSGhoaQkFBLSwt+VOno6OAnsoCAgKioKEJIQkKisbGxsy38sObrSEFBgY6ODkJISEiITP7vV0kFBQUuLi74EU+hUGpqahBC+JEqISHR0NDAp4HvlEQi0Wg03IROp+NCY2Mjb4ArLi6OEBIXF29oaHj37l17ezsOOYSFhSHA5ePZk9NBF+DKy8u/fv0aIzM1NQ0JCTE1NZ02bdqaNWvq6+sZDEZzc3NnoCQSicPhIIS0tbXZbLa3tzdCiMViES/3KRSKhYWFr6+vqampgICAlpZWdna2ra0th8PJy8tzcHAoLCzEP4wuklBra2sbGxubmZlh5fg3n5iYyOVyhw8fTnilpKRUVFSkpqZWWVmJfzyKior29vZDhw7t+HBkZ2cTwrigpqb29OlTJSWl5uZmMTExPnlC+PDhw05OTsQpFIAAEAACQAAI9BaBzg9QCwsLZ2dnMpl89OjRuro6Go3m6elJoVDw4/WPP/4gTGtpaZFIpJiYGGdnZzExMWFh4bKyMiUlpdzcXDytQ0jiQmdbfAL4VFFRsaioCCH09u1bHFxqaWnl5uaqq6tXV1ez2WxZWdmPNsSVZDIZxwZdyHR9SUJCgs1m19XV0en0yspKERGRruXhavcJDLoAV/jDUVlZKS8vb25ufuDAgV27domJidFoNDzn+lF2hoaGgYGBxcXFAQEBTCbTyclJSEhIXV3dx8eHkLe2tj506NC2bdsQQvPmzWMymc7OziwWa/78+QwGQ1hY2NfX9/nz53ilLNGKt+Dl5bV169azZ8+SSKQ5c+ZYWlpOnDhx69at69at4xVbs2aNv7//+fPntbW18Tr3kJAQPz8/KpVKIpHwJDSvPEJow4YNW7Zs+f3334WFhUM+HLzy2traeAVwU1PTiBEj+NrCKRAAAkAACACBnhOYO3cu3wNUQkJCVVWVRqOJfDiWLFni6OgoKipKo9GCgoL4LNra2u7du9fQ0BBvX+Dv70+j0bhcbmBgIJ8kQqizrc4yeBbJw8Nj5cqVWlpaCgoKCKH169dv3br1ypUr79+/Dw0NxdO6H22LEDIxMfH397eyslq6dOmnZLquJ5PJvr6+y5Yt09LSkpKS6loYrn4RARLvtlNf1PJLhblcLpvNbm1tra+v7yKU/FK1n5UnkUj5+fm8YteuXcvOzt64cSNvZc/LeXl5e/bsiYuL67mqftHw+PFjGRmZXl+fwGAw+Pj3S+8GrVHg379DD/yBf/8S6F/rvXv/JyQksFislStX9m+nviPrDAaDy+X2pcNMJlNSUpJGo1EolH7fe2rQzeAihMzMzD61xLYn90FiYqKtrW1PNPRv2zFjxvSvA2AdCAABIAAEgMBHCXC53DNnzhC7H3xUBiqBAC+BwRjgIoTwonJeED0vh4SE9FwJaAACQAAIAAEgAAT4CJBIpIsXL/JVwikQ6ILAYMxk1gUOuAQEgAAQAAJAAAgAASDwvROAAPd7H0HwHwgAASAABIAAEAACQOB/CECA+z844AQIAAEgAASAABAAAkDgeycAAe73PoLgPxAAAkAACAABIAAEgMD/EIAA939w9OTkyJEj+/fv/5SGuro6Y2Pjrjdlc3Z2xs3379/fK9uNde3Sp1yFeiAABIAAEAACfUag+4+8tLQ03tzyX+FhQ0ODiYlJ9xuGfTjwzrsFBQUIoezsbOJhzafHwMCAr+Zbn3YntPjWPgxY/YN0F4W+Hw86nX7s2DFpaekuTBMp1rqQgUtAAAgAASAABAYnASMjI1VV1b7s+4oVK/B+rqWlpX1pt5u2uhNadFPVjyc26AJcNpsdHBxcV1fX0tJib29PpVJ37dp1+vTpQ4cOtbe3T5s2LSYmhs1mU6nU6OhoCoViZmZmYmJSVlamq6v75s2bxsbG5ubmmJiYnJycgwcPampqlpeXy8jI8GZSOXXq1M2bN6lUqq6uLk5pje8bOzu7rKysmJiYly9fiomJFRYWLl++3NTUFF/du3fv69evvby8Fi9ejBDKzMzMz8//559/3NzczM3Ns7OzDxw4gLOgBQcHEymC7927FxsbKyUlNWrUKFdX15CQkLKysra2tpkzZ9rZ2WHNdXV11tbW169fRwitWbNm0aJFdDp9x44dmpqaJSUlFhYW2dnZdXV12tranp6en3Lvx7v1oUdAAAgAASDQlwScnJxWr16tp6e3adOmIUOGeHp6Xrt2LT09XVZWlu+RV11dvX37dg6H09LS4u7uPmHCBOxnQUFBREQEsRvupxS6u7vzNbe2tjY2Nv7zzz+JF63x8fF5eXmhoaEIIRaLZWpqev36dSEhIVNT023bthkbGwcHB+vr65eXl7e1tamrq2dmZu7evXv69OkMBqOqqsrPz+/Vq1fjxo3jTWjK5XL37NlTUFDQ2toaFRUlJibGG29MnjyZ95G9ePHi4ODg5ubmhoaG3bt3i4qK8j2pVVRUtm3bJiUlxWAwXF1duw4t+nIcvxdbgy7APXfuXHt7e3R0dFtbm62t7e+//66jo/Pvf/87IyMjMTGxpaUlKiqKRqOtW7fu/v37kydPfvv2rbe3N41GmzVrVkhIiL6+/tq1ax88eEChUFpaWvz8/Egk0tKlS5lMJh7yoqKixMTE1NRUCoWyatWq4uJiNTU1vrtBWVnZ09OzqKjIx8eHCHDd3NyOHz8eGRmJEMrKylJTU9u0aVNBQYGvr6+5ubm3t3dSUpKSklJ8fPz58+fxOxoul7tp06bTp08PGTKEw+Gkpqa2trbGxsZyOBxra+vPvisJCgqqqqqaNWsW7o6JiYm7uztC6KPu8XUBToEAEAACQAAIfBGBWbNm3b59W1dXt7y8vKSkBCF048YNKyurnJwcvkdeRESEqamppaVldXW1tbX1zZs3P5oy91MKOzfncDiampqenp4NDQ0IoUePHl28ePG3337D/gsJCY0fPz4jI0NKSkpFReXq1avGxsb37t1bt25dcnIyQsjc3DwhIWHDhg1aWlrZ2dlCQkLBwcEkEgk/N8XExLAeLpe7bNkyGRmZ8PDwU6dO0el03nhj0qRJvI9shJC/v7+0tPTJkydPnTrl6OjIB/PPP//U0NDYtGkTQqg7oQVfczgddAFuUVFRdXV1eHg4QkhOTq6trc3BwWHOnDlbt24VFBRsamo6fPhwbW3tixcv8M+ARCLRaDSEkJiYGJ1Ox4XGxkY6nS4hIYHfXAwbNoxYXVBSUkImk6OiohBCNBqtvr6+800mLi6OEBIXF8cmOgsghGRlZRFCdDq96cPR0NCAf2aNjY0MBgM3qa2tFRAQGDJkCEJIQECgoKAA50AWEBAYOXJkYWHhRzXjSqJToqKieD5YWFj4/fv32LHPuteFZrgEBIAAEAACQKAzAVNTUycnp/Hjx0+cOPHVq1d5eXlPnz7duXNnTk4O7yMPIVRQUIDff8rJyVEolJqaGvyk49P5KYW7d+/ma44QGjVqFG7e2Njo6+uLp64Ihebm5n/99ReVSvXw8Ni1a9ezZ880NDREREQIAd4CnU6nUP4bPomLizc1NREBLplMlpGRQQipq6szmcy6ujreeKOiooL3kc3hcK5evVpQUFBWVvbR7Krz5s0LDw+fN2+eo6OjuLj4Z0MLXg+hjBAadAGutrY2m8329vbGbyWEhIQiIyN37twZFxdnaWm5adMmBwcHIyOjgICAz94fLS0tCCE2m52bm+vs7FxeXo4QYjAYNBrN09OTQqGwWCxiLcFntZFIpI6Ojo+KiYmJKSoq2tvbDx06tOPDgcXwv8M3b94MGTKkubkZ/7O0tbXlcDh5eXkODg5VVVUIIRERkZaWFi6XSyKRGhsbP2oCKoEAEAACQAAIfFMCdDpdUlLyxIkT/v7+JSUle/bs0dfXFxAQ6GxUS0srNzdXXV29urqazWbj8Lez2KcUdt1cXFz8wIEDv/76q4GBAZ63QghNnjz5wIEDkpKS3t7e+vr6UVFRlpaWvBbJZDKHw+Gt6Vzmcrn4uf/48WNtbW1hYWHeeINCobS3txOP7JSUlPr6+sDAwEuXLmVmZnZ+UouLiwcFBb17987Kyur48eNfF1p0dnLw1Ay6AHfu3LlMJtPJyUlISEhdXV1PT49CoVhZWb158yYyMtLAwODEiRPp6env3r377E1QUVHh7e1dUVGxYMGCESNGpKWlIYSUlJSWLFni6OgoKipKo9GCgoKI/3ZdKxQQEBg3bpy9vb2np2dnyZCQED8/PyqVSiKRPDw8tLW1EUJkMjkoKMjDw0NaWprBYHh4eDCZTGdnZxaLNX/+fAaDcffuXYQQlUpduHChq6vrR/8jdrYFNUAACAABIAAEvgUBc3Pzs2fPDhs2TF5e3sfHZ9myZR+1sn79+q1bt165cuX9+/ehoaEfXZ+AG35U4Webq6urr1q1asOGDXFxcfhNLJVKVVVVVVBQQAjNnj07ISFhz549vL6ZmJj4+/tbWVkRM8G8V3GZTqeHhoa+evVKSkpqwYIFFAqFN97w8fHhfWQbGRnt27cvIiKCxWKRSKTOT+qbN29euHCBRCKtXLnyq0OLzk4OnhpS1xtX9SIILpfLZrNbW1vr6+vxm/ReVN6FKhKJlJ+f34XA113KyMg4evTowYMHv6754GnFYDC+Bf/BA7CHPQX+PQTYw+bAv4cAe9gc+PcQYA+bA/8eAuxhcwaDweVye6jki5ozmUxJSUkajUahUPA/hy9q3rvCsA9u7/IEbUAACAABIAAEgAAQAAL9TGDQLVHoLd6GH47e0gZ6gAAQAAJAAAgAASAABHqLAMzg9hZJ0AMEgAAQAAJAAAgAASAwIAhAgDsghgGcAAJAAAgAASAABIAAEOgtAhDg9hbJ71vPrVu3vu8OgPdAAAgAASAABL43An38Edj3hqdH/kKA21182dnZzs7O3ZX+tNzy5csfPXrEe93Gxub27du8NQihzuaOHDmCcwx2U76pqemjO47xGnr+/Lm9vT1C6PTp00+ePOG9BGUgAASAABAAAr1IgMlkLl++HCGEn2I3btzAe9L3ogmsik9zWloaTv/ZQ0OEnrS0tKSkpI8+qTubWLVqVUZGRl1dnbGxcW1tbVNT0/Lly729vVkslouLy5o1a/Ce+p0bdrOmVyKTbtr6vsTgI7P+H69du3bhvfe66Uo35cvKyj6VOaKzIQcHhxMnTowePbrzJagBAkAACAABINCLBPBT7M6dO72oswtVRkZGqqqqXQh08xKhp7S09Ev3wKLT6ceOHZOWlr558+awYcOCgoIePnxIoVBiYmK6af1TYkQi1U8JDNr6QRfgrlixwsXFxcjIKDs7+9ChQ0FBQdu3b+dwOC0tLe7u7hMmTNi+ffvYsWMtLS0LCgo2b96ckpJC3BxVVVV+fn6vXr0aN26cj4/P06dPY2Ji2Gw2lUoNDw+fM2fOhQsXxMXFo6Oj5eTkZsyYERQURKPRmpub/f39lZWVCT2nTp06cuRIeXl5WFiYurr6zp07XVxcdHV1N2zYwOVyb926JS8vHxoaymeOaN4d+bVr14aFhRUWFnp5eW3ZsuX69es3b96kUqm6urouLi4VFRWbN28WFhYmUsgYGhru2LGDMAEFIAAEgAAQAALfiAB+ihHKV69ePWPGjIkTJ3Z+aLJYLFNT0+vXrwsJCZmamm7bts3Y2Dg4OFhfX19BQSEmJoZKpXK53ICAAAkJiaVLl44YMYLNZs+dOxcrx5o1NTUjIiLi4+MdHBx0dHTq6+uLi4t37Nihpqb273//u7Cw8NGjR83NzadPnx4xYgRCyMnJafXq1Xp6eps2bRoyZIinp+e1a9fS09MXLFgQERGxadOmlJQUQUHB4uLiOXPmfOpJHR8ff/36dQUFhX/++Qc7Y2dnd/v27YSEhIqKCi8vr7dv35aUlHh5ea1fvz40NJSIFuh0OtGR8PDw4ODgurq6lpYWe3v7yZMn83Xh8uXLr1+/9vLyWrx48YQJEwikUBiMqXptbGzOnDljZGR0/vz5X375JSIiwtTU1NLSsrq62tra+ubNm13cFkJCQsHBwSQSycTExN3dfdiwYVFRUTQabd26dVlZWaampteuXVu4cOH169eTk5O3bdtmZmZmaWn57NmzqKio8PBwQvPMmTNnzJiRlJR06tSpjRs34vobN26oqKh4eXmFhoaOHz8eIcRnjmjeTXlHR8eTJ09GRkYWFRUlJiampqZSKJRVq1YVFxfv27dv/vz5FhYWOTk5kZGROCkamUzu6OjoImEMnwNwCgSAABAAAkCghwSOHDkiLS1tZWXl7e3d+aEpJCQ0fvz4jIwMKSkpFRWVq1evGhsb37t3b926dfPmzTt27JiysvKNGzdCQ0NDQkIKCwv37dunqKh448YNhBChmclkYie5XO7kyZONjIySk5NTUlKcnJzu37+fnJx869at9PR0HN0ihGbNmnX79m1dXd3y8vKSkhKE0I0bN6ysrLASLS2tGTNmyMrKLl26NDs7m+9JjXOXFhcXnz59Gj92HR0dCUTi4uI2NjYPHjzYtm1bRkZGQkJCZGQkX8e3bdtGdCQlJaW9vT06Orqtrc3W1nby5Ml8XVi/fv3x48fxc5ywAgVMYNDN4M6cOTMsLOzt27cPHz4MDAzct2+fi4sLQkhOTo5CodTU1HRxZ9DpdArlv8TExcWbmpqoVOrhw4dra2tfvHjR0NBgbW29c+dONTW1n376SVxcvKioSExMrKCggMvlCgsL86qVkZFBCNHp9OfPnxP1IiIiTU1NCKHGxkYpKSkswGuOkMSF7suXlJSQyeSoqCiEEI1Gq6+vz8/PX716NUKI1zEul/ul71z4XIJTIAAEgAAQAALdJ/DkyZO7d+9euHABIfSph6a5uflff/1FpVI9PDx27dr17NkzDQ2Njo6OlpYW/GpUR0cHTyFJSkoSGel5NfP6gwNQCQmJhoYGGo3W1tbW0dHR1NREp9MJMVNTUycnp/Hjx0+cOPHVq1d5eXlPnz7duXPns2fPCBmiwBcYYP2FhYUjR47ET3AajUYIf7TQueNER4qKiqqrq3Hv5OTk2traEEK8XfioQqjEBAZdgEuhUCwsLHx9fU1NTQUEBLS0tHJzc9XV1aurq9lstqysrLi4eENDAw40u75LNm3a5ODgYGRkFBAQgBDS0NBoaWlJTExcunQpQkhbW9vY2NjMzAwhxGKxulaFEDI0NIyNjd28ebOampq+vn52dnbXTT4rTyaT2Ww2QojBYNBoNE9PTwqFwmKxhISElJSUioqK1NTUKisrsRUsCQFu18zhKhAAAkAACPQigdGjR0+ZMmXz5s0HDx781ENz8uTJBw4ckJSU9Pb21tfXj4qKsrS0FBMTExYWLisrU1JSys3NZTAYfF7xaua7RJyKiYmpq6v7+flJSUmtXbuWqKfT6ZKSkidOnPD39y8pKdmzZ4++vj6xog8hRCKROBwOId+5oKioWFxczOVyORxO1xNnnaOF9vZ2QqG2tjabzcaf4uHHN3EJF0gkUvc/tuFr+8OfDsZdFKytre/fv79o0SKE0Pr1669everm5oYXwZDJ5IULF16+fNnf3//WrVtdv683MDA4ceJEZGTku3fv8I1iZWWVl5dnYGCAEPLy8rpw4YKrq6ubm9vVq1c/eydVVla+efOmtrb2wYMHZ86c6bk8g8EoLi52dnaWkJBYsmSJo6Oju7u7r69vU1PTmjVr9u7d6+HhkZeXh4PatLQ0fX39zxoFASAABIAAEAACvUjAwsJCQUHh4MGDn3poUqlUVVVVbW1thNDs2bPT09OnTp2KENq9e7e/v7+bm9vp06f9/Pw6u0Ro7nwJ13C53KdPnzY2NpaWlkZHR/Pu2GVubl5bWzts2LCff/75yZMns2bN4lViaGiYnJwcGBjIW8lb1tHRGTNmzJIlSwICAuTk5HgvdS5/quMIoblz55JIJCcnJ3d39+jo6M5tBQQExo0bZ29v/9lJsc5tf/gaUm1tbd90ksvlstns1tbW+vp6XV3dvjGK/2nl5+fzmsvLy9uzZ09cXBxvZb+XQ0JCpk2bZmRkVFdX5+DgcPHixa5d+lL5rrWtWLFi06ZNmpqaXYt9xVUGg8HH/yuUQJOvJgD8vxpdrzQE/r2C8auVAP+vRtcrDQc4/5s3bzKZTLyfpoWFRWJiIu9ChV4h0L9KGAwGb9TeB84wmUxJSUkajUahUPr9nfCgW6KAEEpMTLS1te2Dkf4iE6ampnFxcb///ntbW9uWLVs+2/ZL5btWuG7dum8R3XZtFK4CASAABIAAEOgvAqNHjz5z5oy3t3dHR4etre0PFt32F9WBY3cwBrghISEDZwAIT8Z/OIjTzxa+VL5rhX05p961J3AVCAABIAAEgEAfEJCTkztw4EAfGAIT/UJgMK7B7RfQYBQIAAEgAASAABAAAkCgbwhAgNs3nMEKEAACQAAIAAEgAASAQB8RgAC3j0CDGSAABIAAEAACQAAIAIG+IQABbt9wBitAAAgAASAABIAAEAACfUQAAtw+Ag1mgAAQAAJAAAgAgR4SOHLkyP79+z+lpK6uztjYuM/2P/2UG92v3717d0FBQfflQbL7BCDA7T4rkAQCQAAIAAEgAAQGLgE6nX7s2DFpaemB6+L/elZaWvq/FXDWawQG4zZhvQYPFAEBIAAEgAAQAALdI5CRkXHw4EFNTc3y8nIZGZnAwMCqqqqgoCAajdbc3Ozv76+srHzmzJnLly/TaDRZWdmAgICcnBy+JoSpU6dO3bx5k0ql6urquri4EPV2dnZZWVkxMTEvX74UExMrLCxcvny5qakpFmAymfzr0MAAABrpSURBVDt27NDU1CwpKbGwsMjOzq6rq9PW1nZxcTE3N798+bK4uHhsbKygoKCTkxNCiMVieXt7CwgICAkJhYSEMJnMmJgYKpXK5XIDAgIUFBQOHz78119/iYqKWltbT5w4cfPmzQ0NDSQSyd/fv6qq6sCBA1JSUmQyOTg4+N69e5cvX66srJw6daqzszNC6OrVq5mZmbt3754+fbq1tXVwcHBdXV1LS4u9vf3kyZMvXrx44cKF5ubmSZMmrVq16siRI48fPxYTEystLbWwsHj06FFJSYmTk9OMGTOIvkOBlwAEuLw0oAwEgAAQAAJAAAh8KwItLS1+fn4kEmnp0qVMJjMhIcHMzMzS0vLZs2dRUVFr1qyJj48/f/48hULZsWNHSkqKhoYGXxPsWVFRUWJiYmpqKoVCWbVqVXFxsZqaGp/TysrKnp6eRUVFPj4+RICLZYKCgqqqqmbNmvXgwQMKhWJiYuLu7j5z5swrV67Y2Nhcvnw5ISEBSxYXF1dUVPz2229CQkIIIR8fn2PHjikrK9+4cSM0NPTXX3+9dOnSuXPnyGQyh8M5efKkhITE7t27Ozo6yGSyvb19UlKSkpIS7pScnFx+fv65c+cEBQWxcnNz84SEhA0bNmhpaaWkpLS3t0dHR7e1tdna2k6ePPnnn3+eO3cul8udPn36ihUrEEKqqqrr1q27ePHi2bNn4+PjCwsLAwICIMDlG3fiFAJcAgUUgAAQAAJAAAgAgW9IQEJCAmdwHTZs2OvXr4uKisTExAoKCrhcrrCw8IsXL7S0tCiU/0Ymurq6WVlZGhoafE2wcyUlJWQyOSoqCiFEo9Hq6+s7Oy0uLo4QEhcXb2ho4L1Ko9EQQmJiYqKiojhsFRYWfv/+va2t7datW0eOHKmhoUEsctDS0po+ffovv/wyadIkNze3lpYWZWVlhJCOjk54ePiLFy9GjRpFJv93taeAgEBhYeGYMWMQQmQyuampqaGhITk5GSHU2NjIYDAQQhoaGkR0y+sSQqioqKi6ujo8PBwhJCcn19bWVldXd+TIkfb29paWlqamJtxT7DlOuiYuLt7Y2MinB04JAhDgEiigAASAABAAAkAACHxDAi0tLQghNpudm5vr7Oysra1tbGxsZmaGFwNUVlYWFBSw2WwKhcJkMnFQyNekvLwcIcRgMGg0mqenJ4VCYbFYOE7tod9aWlokEikmJgavH8DaSCSS64dj0aJFtra2wsLCZWVlSkpKubm5DAZDTU3t4MGDeL62ublZTU3t6dOnCxYsYLFYVCpVUVHR3t5+6NChHR+OO3fudPYQT/0ihLS1tdlstre3N0ZBoVDc3NzOnj1Lp9Pv3bvXuSHUfJYABLifRQQCQAAIAAEgAASAQC8QqKio8Pb2rqioWLBgwYgRI7y8vLZu3Xr27FkSiTRnzhxLS8tly5Y5OjpSqdQhQ4ZYW1vn5OTwNUlLS0MIKSkpLVmyxNHRUVRUlEajBQUFiYmJ9dw/W1vbvXv3GhoaEqpevXq1c+dOCQkJHR0dZWXl3bt3+/v702g0LpcbGBiooKBgZmZmb28vJia2YMECGxsbPz8/Z2dnCoXi4+MTEhLi5+dHpVJJJJKHhwehk7dgYmLi7+9vZWW1ZMkSJpPp5OQkJCSkrq7u4+Pz008/RUdHS0lJiYqK8jaBcjcJkPpsNw0ul8tms1tbW+vr63V1dbvpX8/FSCRSfn5+z/WAhq8jwGAwgP/XoeuVVsC/VzB+tRLg/9XoeqUh8O8VjF+thI9/RkbG0aNHDx482H2FX9Gk+8o7SyYkJLBYrJUrV3a+9D3WMBgMLpfbl54zmUxJSUkajUahUPBalL60zmcLtgnjAwKnQAAIAAEgAASAwKAjwOVyz5w5Y2VlNeh6/oN2GJYo/KADC90CAkAACAABIDCQCBh+OL7Io69o8kX6eYVJJNLFixd5a6D8XROAGdzvevjAeSAABIAAEAACQAAIAAF+AhDg8hOBcyAABIAAEAACQAAIAIHvmgAEuN/18IHzQAAIAAEgAASAABAAAvwEIMDlJwLnQAAIAAEgAASAQH8RsLGxuX37dn9Z/6jdcePGfbSeqNy9e3dBQQFxihBKS0tLSkpCCGVnZ/NurMsr86nyvHnzPnUJ6rtPAD4y6z4rkAQCQAAIAAEgAAS+LYFdu3YpKCh8Wxu9rb20tJRPZWlp6VfvkyUsLMynDU6/ggAEuF8BDZoAASAABIAAEAACX0bg5cuX27Ztk5KSYjAYrq6uZ86cuXz5Mo1Gk5WVDQgIIHLY7ty508XFRV9fH2u/d+9ebGyslJTUqFGjVq1aFRYWhrParlmzxsTk/2vv7mOauvo4gJ+WCsXVQlHqRHk2UCljmAFzcV2kWUUNMQOEZIjIS4LvbqBG3gQVNipRqKgxCII4fFkQ1ClucRjRMOdeDIO5FIfU2CqCL+jKikVobb1P5k1umnbyIFB8rN/+dXruOb/zO59z//hxU1pJQkKCv7+/VqtVq9Vbt2718vKiZ50/f/7rr78eN25cZGTk7NmzZTJZd3d3X19ffHx8cHBwU1NTSUmJq6srm82WyWT0D6E1NzcXFxdXVFR0dHSEh4dfvHiRx+NFRETs37//6dOn+fn5N2/eNBqNJSUljx8/lslkvb29PT09BQUFLS0tjY2NBQUFc+bMiY2NJYQolcqampoxY8ao1eoFCxbcv38/MzOzvb09MDAwLS3NaDSa56NQKAwGw7p16/r6+sLCws6cObN27VpCyPbt200mU1NTU1pa2pgxY6wTfjH91280CtzX78yxYwhAAAIQgMCoC/zwww/Tpk3LysoihLS3t1dWVp46dYrD4WzdurWmpmbJkiXWGVEUlZWVdezYMaFQaDKZCCGJiYlCoVClUm3cuFEikVAUFRwcLBaLq6qqampqMjIy6CAnT56MjY2dO3cuIaSmpubJkye7d+/W6/UxMTHBwcGpqalHjhyZPHkynUN0dDQhJDAw8NatWzqd7uzZs0FBQQ0NDQEBAXw+393dnRCyevVqgUCQkpJy6dKljz/+ODs7283N7ejRo9XV1Rs2bDh48GB6erqPjw+9uo+PT0hIyIQJE+Li4pqamhwdHWUyGYvFkkgkq1evPnPmjHk++/btW7x4cUpKSn19fUhIiKOjo1gspuPo9foTJ04QQqRSqXXC1lzoMRdAgWuugTYEIAABCEAAAjYRiIiIkMvlERERSUlJ48aN8/Hx4XD+KUJmzJjx22+//euSGo3GwcFBKBQSQhwcHAghra2tpaWler1eq9XSU+gf6eXz+T09PUyQ5OTknTt3VlRUZGVl0U985XI5IcTd3V2j0fT09FRVVRFCHj16JBKJ6FksFksqlf7y7JWTkyOXyzUazfz58wkhbDZbIBAQQgQCQW9vLyGkrq5OqVR2dnZ6eHgwiz6vIRAI6J2OGzdOp9NZ5OPi4vLuu+/+/PPPp0+fzszMNA/i6+tLCNHpdP+asPlItK0FUOBam6AHAhCAAAQgAIERFhg3blxeXt7ff/8dFRVVWVmpVCqNRiOHw1EoFEyVabGkQCB48uRJV1eXUCjs7e1Vq9UVFRUHDhzQaDQJCQkWg83fTp8+vbS0tL6+/vDhw7NnzzYajampqYQQg8Hg6Ojo4eERHx8/ceLEp89ezMTQ0NCysjJ3d3dPT0+tVltfX19YWMhcZRqHDh3SarW5ubnfffddY2MjXQHTD5iZMSwWy6KHueTn52eRT0xMTHl5uclkmjp1KjOMafB4vOclzIxBw1oABa61CXogAAEIQAACEBhhgfPnz58+fZrFYi1fvvw///lPYmJiUlKSk5OTUCikPyRgvR6bzc7Ly0tOTnZzcxOJRPHx8UajsaioiMfj8fl86/FMz549ezo6OnQ63fLlywMCAhQKxdKlSx0dHb29vdPS0vLz8zMzM52cnFgsVnJysp+fHz0xKCiotbVVJpPRnwqoq6ubOHEiE5Np+Pn5FRcX79ixw2Aw0P9JJpFIsrOzo6Ki4uLi6GGzZs3Kzc1Vq9VhYWHMRLrxySefWOQjFotzc3M///xzi5HM2+clzAxAw1qApdForHtt0UNRlNFo7O/v12q1M2bMsMUS/xqTxWK1tbX96yV0joKASCSC/yg4P28J+D9PZnT64T86zs9bBf7PkxmdfvgP0tlgMCxcuPDkyZNOTk6DnDKYYSKRiKKowYwcqTEKhcLFxYXL5XI4nCF/icRIJYPvwR0pScSBAAQgAAEIQAACLyzw/fffSySSka1uXzgJu5uAjyjY3ZFiQxCAAAQgAAEIvDoCEc9er06+r0ameIL7apwTsoQABCAAAQhAAAIQGKQACtxBQmEYBCAAAQhAAAIQgMCrIYAC99U4J2QJAQhAAAIQgAAEIDBIARS4g4TCMAhAAAIQgAAEIACBV0MABe6rcU7IEgIQgAAEIPDaCrS2tsbHxw+w/YKCAqVSOcCAAS6tWbPm8uXLzICIiIhbt24xb23XCAwMHDj4cDY1cOTX4SoK3NfhlLFHCEAAAhCAgD0L3L592/62Z5ebGrVjwteEjRo1FoIABCAAAQi8vgIGgyE9PZ2iqAsXLrz55pt1dXX5+fmdnZ16vX7u3LlLliwxmUwWPXfv3t20aZOzs7ODg4M5XHd3t0wm6+3t7enpKSgoaGlpaWxsLCgomDNnTmxsLD2ysLBQpVI9ePAgJSVFIpEkJCT4+/trtVq1Wr1161YvL6/Kyspz585NmjTpxo0b5sHp9pUrV7788ssjR46sWrXKYuKVK1f27Nnj5OREUdSWLVtqa2tZLNbKlStra2uPHj1aVVX18OHDpUuX1tbWEkKam5uLi4srKio6OjrCw8MvXrzI4/EiIiL279//9OnT/Pz8mzdvGo3GkpISJycn85wfP35svSnrPNHzPAEUuM+TQT8EIAABCEAAAiMmUF9f/9Zbb61fv37btm0ffPBBbW1tf39/aWmpyWSKjo6eOXPm1atXLXrKy8sXLlwYFhbW3Ny8c+dOJhU+n5+dne3m5nb06NHq6uoNGzYcPHgwPT3dx8eHGZOYmCgUClUq1caNGyUSCUVRwcHBYrG4qqqqpqYmOjr62LFjtbW1HA4nKSmJmUU3tFrt5s2bd+/ePXbsWIuJGRkZaWlpX3311ZQpU+rr67dt27Z+/frMzMyVK1eeO3eOy+Xev3//xx9/DAkJoUMFBgbeunVLp9OdPXs2KCiooaEhICCAz+e7u7sTQlavXi0QCFJSUi5duhQSEmKec3V1tfWmLPLE2wEEUOAOgINLEIAABCAAAQiMjMDYsWN1Oh0h5NGjR66uro2NjTNmzCCEODg4+Pr6Xr9+XalUWvS0tbV99tlnhBBnZ2eLJOrq6pRKZWdnp4eHh8Ul+m1ra2tpaaler9dqtXQPj8cjhPD5/J6enuvXr/v6+nI4/1RBXC7XIsKWLVs+/PBDb29v64k6na6vr2/KlCmEEH9/f7lc/vbbbxsMhvb29qdPn0ZFRZ07d+7XX39NTk6m57JYLKlU+suzV05Ojlwu12g08+fPJ4Sw2WyBQEAIEQgEvb29hBDrnC0Sw9vBC+AzuIO3wkgIQAACEIAABIYoMGvWrKtXr27atMnLy+v999/38fFRKBSEEJPJdO3atenTp1v3TJ48WaVSEULu3btnvuqhQ4e6urpyc3MjIiLofjabbTKZmDEtLS0VFRVZWVlr165lOs0bHh4earWaoiij0fjw4UPzS4SQ7du3Nz17WfQTQng8nrOzc2dnJyGkpaVFJBIRQubNm5efnx8SEiKVSi9cuHD37l26n54eGhp6/Phxd3d3T09PrVZbX19PF7gWwa1zttiUxXi8HVgAT3AH9sFVCEAAAhCAAARGQODevXtdXV1ubm5dXV2urq6RkZEKhWLZsmUGg2HhwoUikWjatGkWPSkpKdnZ2adOnfLz82OxWEwSfn5+xcXFO3bsMBgMdL9EIsnOzo6KioqLiyOETJo0yWg0FhUV8Xg8Pp/PTGQa/v7+7733XmxsrJeXF/1pAeYS/UxXLpcnJycfPnzYvJ9uFxQUZGdnc7lciqJyc3MJIaGhoSUlJdu3b+fxeFwul34OzUwMCgpqbW2VyWSEEKlUWldXN3HiROYq07DO2WJTzEg0BiPA0mg0gxk3/DH030n9/f1ardbi7IcffIAILBarra1tgAG4ZFMBkUgEf5sKDxwc/gP72Poq/G0tPHB8+A/sY+urFv75+flSqVQsFnd3dyckJHz77be2TuA1jy8SiSiKGk0EhULh4uLC5XI5HI75HySjmQOzFp7gMhRoQAACEIAABCBgK4F58+aVlZWdPHlSr9dv3rzZVssgLgSeCaDAxY0AAQhAAAIQgIDNBT549rL5MlgAAs8E8E9muBEgAAEIQAACEIAABOxKAAWuXR0nNgMBCEAAAhCAAAQggAIX9wAEIAABCEAAAhCAgF0JoMC1q+PEZiAAAQhAAAKvikBFRcXevXuHnG1BQYFSqSSE7N27t6ysbMhxhjCRWZqZa93DXGIaM2fOZNpo2FoABa6thREfAhCAAAQgAIGRF7h9+/bIBx1cROulrXsGFwmjbCWAb1GwlSziQgACEIAABCDACFy+fHnfvn3Tp0+/c+fO+PHj6Z9IoK8WFhaqVKoHDx6kpKRIJJKffvqptLTU1dX1nXfeWbNmTXV19fnz552cnGbMmLFixQp6Sl1dXWNjY0FBwZw5cwghjY2NbW1tN27cWLVqVWho6P379/Py8rhcbm9vb3Z29ubNm1esWCEWi5uamsrLy0tLSwkhzc3NxcXFFRUVHR0d4eHhFy9e5PF4ERER+/fvr6ysNM8nISHB399fq9Wq1eqtW7e2tbUxS8fGxhJCzJNZtGhRfn5+Z2enXq+fO3fukiVLGAGKooqKipRKZX9//65du3g8nkwm6+7u7uvri4+PDw4OZkaiMXwBFLjDN0QECEAAAhCAAAT+t0BfX19mZiaLxYqLi6N/p5eek5iYKBQKVSrVxo0bg4ODs7Kyjh07JhQKTSaTSqU6dOhQbW0th8NZs2aNWq328vKifzzs4MGD6enpPj4+e/fu9fLyysrKUiqVGRkZoaGhhYWF8+fPDw8P//PPP3ft2rVo0aLjx4+LxeJTp059+umn9KKBgYG3bt3S6XRnz54NCgpqaGgICAjg8/nu7u7m+UgkEoqigoODxWJxVVVVTU1NRkYGszQdKjQ0lOn55ptv+vv7S0tLTSZTdHT0zJkzmZ/tpSgqMTFx/Pjxcrm8urpaIBA8efJk9+7der0+JiYGBe7/voFeZAQK3BfRwlgIQAACEIAABIYqwOfz6R+48vT07OjoYMK0traWlpbq9XqtVqvRaBwcHIRCISHEwcHh5s2bbDZ7165d9C/oarVaZpZ5Y8KECYQQgUCg0+kIISqVisfjKZVKiqKcnZ3nzp1bWFj4119//f7778yTYxaLJZVKf3n2ysnJkcvlGo1m/vz5hBDzfOhVeDweIYTP5/f09Jiva91WKpX0z7U6ODj4+vpev36dKXDZbPb48eMJId7e3gqForu7+8GDB3K5nBDi7u6u1+udnJysA6JnaAIocIfmhlkQgAAEIAABCLyYQF9fHyHEaDS2tLQsW7bszp07hJCWlpaKiooDBw5oNJqEhAT6uWZXV5dQKOzt7RWJRFwud926dRwOx2AwODo6Mkuy2WyTycS8NW/4+fl99NFHdLVqMBg4HE5YWFhGRsa8efMcHByYkaGhoWVlZe7u7p6enlqttr6+vrCw0CIfZrB5w3pppsfHx6epqSkmJsZkMl27di0hIYGZSFEUvYU//vjDz8/P2dnZaDSmpqYSQiy2xkxBY8gCKHCHTIeJEIAABCAAAQi8gMDdu3dTU1Pv3r0bGRk5derUhoYGQsikSZOMRmNRURGPx+Pz+Ww2Oy8vLzk52c3NTSQSrVu3LjY2Nikp6Y033uByuXl5efTDVEKIRCLJzs6OioqyzmD9+vU5OTknTpxgsVgLFiwIDw+Pjo4uLy//4osvzAcHBQW1trbKZDJCiFQqraurmzhxIofDMc/HfDzTZpaOi4ujO5mexYsXKxSKZcuWGQyGhQsXMo9v6QfM27Zta29vd3V1jYyM5HA4CoVi6dKljo6O3t7eaWlpTHw0hi/A0mg0w48ymAgURRmNxv7+fq1WSz+9H8ys4Y9hsVhtbW3Dj4MIQxMQiUTwHxrdiMyC/4gwDjkI/IdMNyIT4T8ijEMOYuF/+fLlAwcO7Nu3b8gBhzPx2rVrRUVFo/xtYsNJePhzRSIRRVHDjzP4CAqFwsXFhcvlcjgc+rMog5874iPxNWEjToqAEIAABCAAAQj8fwkcOnQoJibm/ysnZGNLAXxEwZa6iA0BCEAAAhCAwDOBWc9eLwsjPz//ZS2NdV+KAJ7gvhR2LAoBCEAAAhCAAAQgYCsBFLi2kkVcCEAAAhCAAAQgAIGXIoAC96WwY1EIQAACEIAABCAAAVsJoMC1lSziQgACEIAABCAAAQi8FAEUuC+FHYtCAAIQgAAEIAABCNhKAAWurWQRFwIQgAAEIAABCEDgpQi8Fj/08FJksSgEIAABCEAAAhB4iQKv8w892P/34I7y6b7E+xhLQwACEIAABCAAAQgQQvARBdwGEIAABCAAAQhAAAJ2JYAC166OE5uBAAQgAAEIQAACEECBi3sAAhCAAAQgAAEIQMCuBFDg2tVxYjMQgAAEIAABCEAAAihwcQ9AAAIQgAAEIAABCNiVAApcuzpObAYCEIAABCAAAQhAAAUu7gEIQAACEIAABCAAAbsSQIFrV8eJzUAAAhCAAAQgAAEIoMDFPQABCEAAAhCAAAQgYFcCKHDt6jixGQhAAAIQgAAEIAABFLi4ByAAAQhAAAIQgAAE7EoABa5dHSc2AwEIQAACEIAABCCAAhf3AAQgAAEIQAACEICAXQmgwLWr48RmIAABCEAAAhCAAARQ4OIegAAEIAABCEAAAhCwKwEUuHZ1nNgMBCAAAQhAAAIQgAAKXNwDEIAABCAAAQhAAAJ2JYAC166OE5uBAAQgAAEIQAACEGC97eECBQhAAAIQgAAEIAABCNiNAJ7g2s1RYiMQgAAEIAABCEAAAv8IoMDFfQABCEAAAhCAAAQgYFcCKHDt6jixGQhAAAIQgAAEIAABFLi4ByAAAQhAAAIQgAAE7EoABa5dHSc2AwEIQAACEIAABCDwX/mSQNMUAAbYAAAAAElFTkSuQmCC" width="640" />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-21250291413330561772017-09-05T12:52:00.002+12:002017-09-26T13:48:19.329+13:00Oaklands School Learner Qualities - Be Self Aware<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Oaklands School Learner Qualities</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Be Self Aware (Excellence Value): SML tasks</span></div>
<b id="docs-internal-guid-82b782ca-4f87-3dd8-b312-18157c1c21cb" style="font-weight: normal;"><br /></b>
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<table style="border-collapse: collapse; border: none; width: 523.2755905511812pt;"><colgroup><col width="103"></col><col width="361"></col><col width="*"></col></colgroup><tbody>
<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "trebuchet ms"; font-size: 48pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">E</span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "trebuchet ms"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Be self aware</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "trebuchet ms"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I know my learning goals.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "trebuchet ms"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I know how I learn best.</span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "trebuchet ms"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img height="103" src="https://lh4.googleusercontent.com/Uq8aEg6wT41s3TEpVqw_-CS_zJnYHdgQGhy2Y8Mtfzj1kJm19k106EdiwB0z9uWGg642mzFQLOtXTwCrlIbf6Xc14qG58kL8_ie5R-NO5J2xqcIyY63FrHv41HbfCAhs_kXIw4O5" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="99" /></span></div>
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</div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Think about and reflect on:</span></div>
<ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How have I been managing my time with completing my SML Tasks? Ok</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How well have I been completing them? good</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Have I been completing my MUST Dos each week? Sometimes </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Have I been organised enough to complete bonus tasks?No</span></div>
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<table style="border-collapse: collapse; border: none;"><colgroup><col width="698"></col></colgroup><tbody>
<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What is my learning goal?</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">IALT manage my time well so I complete all my “MUST Do” SML Tasks each week</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What has been going well? </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Finishing my math most weeks</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What have I been learning to do to get the tasks done?</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Not talking to my friends unless I need their help</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Which tasks have I completed well? Math Why? Because there is not much to do </span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Which tasks have been challenging? Mathletics Why? Because sometimes the activities are too hard</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What are some other bonus tasks I would like to do? Art about you</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">My next step is……..</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Try and always get my SMLs done </span></div>
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-82670784523510168542017-08-17T10:56:00.004+12:002017-08-17T10:56:49.172+12:00Art Attack Week<a href="https://2.bp.blogspot.com/-kBjLBmgwD3w/WZTJptD-KUI/AAAAAAAAAGM/o2ZodKMcr1I3QEmSEuv0etXg4fieZc28QCLcBGAs/s1600/Paige.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="1391" height="320" src="https://2.bp.blogspot.com/-kBjLBmgwD3w/WZTJptD-KUI/AAAAAAAAAGM/o2ZodKMcr1I3QEmSEuv0etXg4fieZc28QCLcBGAs/s320/Paige.JPG" width="276" /></a><span id="docs-internal-guid-0cc1f3f7-ed2e-af76-23ef-12ac4879c403"><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><b>What’s the goal?</b> </span></span><br />
<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">WALT create a artist inspired art piece by Raewyn Harris.</span></span><br />
<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span>
<span id="docs-internal-guid-0cc1f3f7-ed2e-f0b3-45b3-64ae1d754405"><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><b>What did I learn to do? </b></span></span><br />
<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">We learn to make a art piece. </span></span><br />
<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">W</span></span><span style="font-family: Arial; font-size: 11pt; white-space: pre-wrap;">e used youtube clips to help draw the koru and the patterns.</span><br />
<span style="font-family: Arial; font-size: 11pt; white-space: pre-wrap;">We looked at complementary colours, they are opposite each other on the colour wheel. </span><br />
<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"> </span></span><br />
<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span>
<span id="docs-internal-guid-0cc1f3f7-ed2f-4314-7db0-51b5fc593981"><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><b>What is my next step? </b></span></span><br />
<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">To add more patterns on it rather than having big blocks of colour. </span></span><br />
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<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">I am very proud of the art that I have created!!</span></span><br />
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<span><span style="font-family: Arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-43236852086524070662017-08-07T14:31:00.000+12:002017-08-07T14:31:59.158+12:00Music - Anti Bullying Rap<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 22pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">WALT</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; padding: 0pt 0pt 0pt 36pt; text-indent: -36pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">· To compose and create a rap (</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">with beat if possible) </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">about bullying</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How did you go about achieving this? I think we did really good</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What resources were used to help you? A sheet with rhyming words and each others ideas.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">`</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Did you go through the process on your own or collaborate with other people? Collaborated with Libby and Keira </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How did you find the process? Pretty easy for me because we planed it first before writing it. </span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What did you enjoy most about the process of creating a rap?Getting to work with my friends</span></div>
<span id="docs-internal-guid-72ecc904-ba08-30db-a5ff-7fd138a5d216"></span><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What might be your next step? Work on my own to create my own rap. </span></div>
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<span style="font-size: large;"><br /></span><span style="font-size: large;">My Rap</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;">Trying to be cool on my way to school so my class mates don`t call me a fool </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">I say Hi but they say nice try. You give me a smack on the back so hard I hear it crack.</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;">You're so mean to me I just want to be free. You make me ache, I wish I was fake. You say my name you don`t wanna get the blame, </span><br />
<span style="font-size: large;">you just wanna claim to take the fame.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">STOP BULLYING!</span>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-13815672931270233932017-08-02T12:17:00.002+12:002017-08-02T12:17:32.131+12:00Multiplication and DivisionDivision<br />
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WALT Solve division problems using reversibility.<br />
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I have learned how to turn division problems into multiplication problems to help me solve them.<br />
e.g<br />
20 <span style="font-family: arial; font-size: 14.6667px; white-space: pre-wrap;">÷ </span><span style="font-family: arial; font-size: 11pt; white-space: pre-wrap;">4 = 5</span><br />
<span style="font-family: "arial"; font-size: 11pt; white-space: pre-wrap;">4 x 5 = 20</span><br />
<span style="font-family: arial;"><span style="font-size: 14.6667px; white-space: pre-wrap;">So 20 </span></span><span style="font-family: arial; font-size: 14.6667px; white-space: pre-wrap;">÷ 4 = 5 </span><br />
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<a href="https://1.bp.blogspot.com/-RvcU-SiAbVw/WYD4FtGVzuI/AAAAAAAAAFo/xp8Sclu8crsTUcP8ON7ZQuOhJHJBpbEDgCLcBGAs/s1600/2%2BAug%2B2017%2B09%253A52%253A09.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://1.bp.blogspot.com/-RvcU-SiAbVw/WYD4FtGVzuI/AAAAAAAAAFo/xp8Sclu8crsTUcP8ON7ZQuOhJHJBpbEDgCLcBGAs/s400/2%2BAug%2B2017%2B09%253A52%253A09.jpg" width="400" /></a><br />
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<b>Multiplication </b><br />
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WALT Solve Multiplication problems using repeated addition<br />
e.g<br />
5 <span style="font-family: Arial; font-size: 11pt; white-space: pre-wrap;">☓ </span>4 = 30<br />
5+5+5+5+5+5 = 30<br />
So 5 x 4 = 30<br />
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WALT use known facts to solve multiplication problems<br />
e.g.<br />
7 x 6 =<br />
7 x 5 = 35 I know that it is one more group than this<br />
So 35 + 7 = 42<br />
So 7 x 6 = 42<br />
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I have learned how to solve multiplication problems using these ways. The one I find the easiest is using the answers I already know to help me.<br />
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<a href="https://1.bp.blogspot.com/-1IP59Y8dVmg/WYEWsDvStQI/AAAAAAAAAF8/shiuzWRoXBMgGGm4aEd51o1sWjRtG4JTACLcBGAs/s1600/2%2BAug%2B2017%2B12%253A02%253A48.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://1.bp.blogspot.com/-1IP59Y8dVmg/WYEWsDvStQI/AAAAAAAAAF8/shiuzWRoXBMgGGm4aEd51o1sWjRtG4JTACLcBGAs/s400/2%2BAug%2B2017%2B12%253A02%253A48.jpg" width="400" /></a><br />
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My next learning goal is to continue learning my times tables so that I can use them to solve bigger problems.<br />
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I am feeling great about my maths. I think that my times tables are pretty easy now and I am feeling very happy with my learning.<br />
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-30589024166257095612017-07-28T11:00:00.000+12:002017-07-28T11:00:38.624+12:00Waste of Time <iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/mXKqNxPC-8Y" width="560"></iframe>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-58856699247811364552017-07-05T09:52:00.000+12:002017-07-05T09:55:32.875+12:00Term 1 Goal Review And Next Steps<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Term 1 2017 Goal Review and Next Steps</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Name: Paige Clark</span></div>
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<table style="border-collapse: collapse; border: none; width: 769.8897637795277pt;"><colgroup><col width="*"></col><col width="*"></col><col width="*"></col><col width="*"></col></colgroup><tbody>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Parent Goal(s)</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Strategies I can use are: </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Review</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eg What strategies have you used to improve? Have you made progress? How do you know?</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Continue achieving national standards and learning outcomes in maths.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Try my best </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Don`t give up</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Use mathletics </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Do follow up activities</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Asking questions</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I have used strategies like asking questions and use mathletics to help me and now I know lots more things</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To keep doing it </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Student Goal(s)</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Strategies I can use are: </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Review</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eg What strategies have you used to improve? Have you made progress? How do you know?</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Next Step</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eg My next step is……...</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Learn my times tables off by heart</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Keep trying </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Keep saying them </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Use mathletics </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Practice at home and school</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I have used some of the strategies like using mathletics and xtra math and in school I now know some of my 4,6,7,8,9</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Know all of my times tables</span></div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-52254609070622507862017-06-29T14:30:00.000+12:002017-07-05T09:24:24.654+12:00Reading Post<div>
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WALT know what different words mean (increase vocabulary) </div>
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We had to write a sentence down and then we had to change the highlighted words. The word at the end of the sentence is the word that I think the highlighted word can be replaced with.</div>
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<span id="docs-internal-guid-01ee8beb-cd8a-4f2b-e35d-4d9f83722de2"></span><br />
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Jump</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">, May!¨ Ida screamed. But it was too late. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Run</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The girl wore a </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">sparkly</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">, floaty dress as if she´d been to a costume party. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Golden</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">If not, she will </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">dance </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">here forever. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Whirl</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The girl wore a sparkly, </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">floaty</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> dress as if she´d been to a costume party. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">flimsy</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The girl s eyes </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Glittered</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Sparkled </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Jump, May!¨ Ida </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">screamed</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. But it was too late. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Shouted</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“May!’’ </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Shouted</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ida. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">screamed</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“Good catch,’’ </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Replied</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ida. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">responded</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“Perhaps your wish she would just … disappear?’’ she </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Suggested.</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">offered</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“Hey! What Did you do that for?’’</span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Demanded</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> May. </span><span style="background-color: lime; color: black; font-family: "arial"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">questioned</span></div>
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<div>
<br /></div>
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<ol style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Jump</span></div>
</li>
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Sparkly </span></div>
</li>
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Dance</span></div>
</li>
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Floaty</span></div>
</li>
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Glittered</span></div>
</li>
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Screamed</span></div>
</li>
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Shouted</span></div>
</li>
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Replied</span></div>
</li>
<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Suggested</span></div>
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<li dir="ltr" style="font-family: Arial; font-size: 18pt; list-style-type: decimal; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">Demanded </span></div>
</li>
</ol>
</div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-36029050731723839972017-06-29T14:29:00.004+12:002017-06-29T14:29:46.007+12:00My Student Led Conference<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1uuzb5R7prAUORUpIhqUFE0wIILmlJNj_nASvRHtk1J4/embed?start=false&loop=true&delayms=10000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-513019787337425382017-06-09T09:39:00.000+12:002017-06-09T09:39:02.985+12:00A Moment In Time Writing<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Opening sentence: I was walking along the beach when there was a loud noise like a gunshot.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">(P1) When I look around I see a massive boulder. l look around and I see more of them, all stuck to each other. I see lots of tiny birds flying away as the boulders crash into the sand.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">(P2) I can hear the super slow waves going in and out on the beach.All of the boulders are starting to crack, like it was fireworks nighf. As I walk on the sand I hear it crushing like rocks Banging!!! at a old brick wall. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">(P3) As I walked I started smelling a </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">very minty candy cane smell from the massive boulders, it was like there was a world inside the boulders.My lunch smelt great, it was like a sub and as the waves went in and out, I smelt the salty sea air.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">(P4)As I'm walking on the beach I feel the really cold waves hit my feet like tin bottles. I can feel </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">sharp shells flying from the big boulders and hitting me asIi walk closer. One of the boulders is spitting out sand, I feel the sand rushing in to my hair.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">(P5)I can</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> taste the hard and crunchy specks of sand in my mouth and as I am running to the boulder, I stop and take a big drink of a very cold bit of Fanta. The really hard bits of salt race into my mouth.</span></div>
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<br /></div>
<span id="docs-internal-guid-54f2669a-89a4-a6c9-45c9-355f3cb5bd11"></span><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Closing sentence: There was a massive storm and the boulders disappeared into thin air.</span></div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-17115201552500528942017-06-01T14:08:00.002+12:002017-06-01T14:08:46.842+12:00Writing - Term 1 <br />
WALT write for enjoyment (free writing)<br />
<br />
The Light !!!<br />
<br />
<br />
Once a upon a time there was a little girl named Lily. Lily had a dog named Storm. One day Lily took Storm for a walk. When they were on their walk they saw a light, it looked like a fire. Lily and Storm were SO scared that they ran back home. Lily talked to her Mum and Dad about it. They were all scared. Then they went outside and they saw the light. Lily stayed outside all night. She talked to her Mum and Dad, every hour it got closer.<br />
<br />
The next day, Lily found a box on the door step, it said for Lily Clark and your family. She called her Mum and Dad. They came out and so did Storm. They opened the box, there were five puppies. Lily and her Mum and Dad named them Libby, Keira, Paige, Jess and Daphne. Storm was like their Mum.<br />
<br />
Lily took them for a walk that afternoon. They saw the light. When they came home it was night time. Lily's Mum and Dad had to go out, Lily could stay home by herself because she was 15. Lily went to bed, she woke up at 1am. She went to go get breakfast when she saw a CLOWN. She ran upstairs. ALL of the puppies were gone.<br />
<br />
She went back to sleep and in the morning told her Mum and Dad. They looked for hours and they could only find Libby and Paige's collar. Lily looked under the bed, she didn't see anything. She looked under the couch and found Libby, Paige and Storm. Storm saved Libby and Paige. Storm started barking. Lily looked behind her and saw the clown, she hid under the bed. The clown went away.Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-15770475807024789762017-05-31T10:16:00.003+12:002017-05-31T10:16:50.764+12:00Dance Lessons Term 2<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Dance Lessons Term 2</span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I’ve enjoyed learning all of the dance moves. My favourite dance was the hop hop routine. </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I’ve been challenged by getting all of the actions right and in time. </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I have surprised myself by having to hold hands with a boy, because I didn't want to at the start. </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I learnt how to do the cha cha. It was hard to learn all of the moves. </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I found it hard my first time doing the dance because I didn't know what to do.</span></div>
<span id="docs-internal-guid-26afe653-5b40-6d93-75d0-21c0e3b12cf4"></span><br />
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I would now like to learn more dances.</span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<img alt="Displaying IMG_4331.JPG" aria-hidden="true" class="drive-viewer-image-img drive-viewer-focus-to-default" height="300" src="https://lh4.googleusercontent.com/3ORAs8XHOTmLWSnVQ1SYDlTGMgUtM3qjpRQ8u0YthsiIqD1k3dyIcbSQ5h3vJXX_T7rpcIHhVPmNxbA=w1536-h726-rw" width="400" />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-59867416889703747732017-05-10T12:33:00.000+12:002017-05-10T12:33:00.424+12:00Paige's Name Art<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/IgtaxxOZ724" width="560"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-77615299210399030282017-04-12T14:36:00.000+12:002017-04-12T14:36:12.147+12:00Camp Movie Wha <iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/_t1h0ny-WQc" width="560"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-87520591462886182192017-03-22T10:06:00.001+13:002017-03-22T10:06:16.656+13:00Term 1 2017 Goal Review and Next Steps<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Term 1 2017 Goal Review and Next Steps</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Name: Paige Clark</span></div>
<span id="docs-internal-guid-d55ecd9b-f2b0-6c7e-3c36-6eaa23bc7415"></span><br />
<div dir="ltr" style="margin-left: 0pt;">
<table style="border-collapse: collapse; border: none; width: 769.8897637795277pt;"><colgroup><col width="*"></col><col width="*"></col><col width="*"></col><col width="*"></col></colgroup><tbody>
<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Parent Goal(s)</span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Strategies I can use are: </span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Review</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eg What strategies have you used to improve? Have you made progress? How do you know?</span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Next Step</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eg My next step is……...</span></div>
</td></tr>
<tr style="height: 126pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Continue achieving national standards and learning outcomes in maths.</span></div>
<br /><br /><br /></td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Try my best </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Don`t give up</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Use mathletics </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Do follow up activities</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Asking questions</span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><br /></td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><br /></td></tr>
<tr style="height: 0pt;"><td style="background-color: #cccccc; border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><br /></td><td style="background-color: #cccccc; border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><br /></td><td style="background-color: #cccccc; border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><br /></td><td style="background-color: #cccccc; border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><br /></td></tr>
<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Student Goal(s)</span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Strategies I can use are: </span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Review</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eg What strategies have you used to improve? Have you made progress? How do you know?</span></div>
</td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Next Step</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eg My next step is……...</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Learn my times tables off by heart</span></div>
<br /><br /><br /><br /><br /><br /><br /></td><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Keep trying </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Keep saying them </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Use mathletics </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Practice at home and school</span></div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-29023461484415542522017-03-03T13:58:00.001+13:002017-03-03T13:58:32.843+13:00Cultural weekI was involved in a range of learning experiences for Multicultural week. I used chopsticks to pick up jellybeans.<br />
<br />
SO WHAT:<br />
I learnt about Israel<br />
I enjoyed using chopsticks<br />
I was most fascinated by spring - they look really cool<br />
<br />
NOW WHAT<br />
A question I have is how do they build a tower with no nails<br />
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-1316705664876572122017-03-03T10:07:00.000+13:002017-03-03T10:07:34.924+13:00Learning Plan reveiw<iframe src="https://docs.google.com/presentation/d/1OwFjtt3XFi-sOZAHsok_Ci3Wu1wJMYwBVI4rgaj_vEU/embed?start=true&loop=false&delayms=3000" frameborder="0" width="480" height="299" allowfullscreen="true" mozallowfullscreen="true" webkitallowfullscreen="true"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-5566085401841519324.post-38247873663719259702016-08-02T09:51:00.001+12:002016-08-02T09:51:29.353+12:00Reading - The BFG<span style="font-size: large;">I would use the word moody to describe Sophie. I think Roald Dahl wrote this story because peolpe would like to read it.</span>Anonymousnoreply@blogger.com0