<snapdata remixID="14815407"><project name="Weather Reporting" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Weather Reporting"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="average" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The average temperature of the week was: </l><block s="reportRound"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="highTemp"/></block><block s="reportListItem"><l>2</l><block var="highTemp"/></block><block s="reportListItem"><l>3</l><block var="highTemp"/></block><block s="reportListItem"><l>4</l><block var="highTemp"/></block><block s="reportListItem"><l>5</l><block var="highTemp"/></block><block s="reportListItem"><l>6</l><block var="highTemp"/></block><block s="reportListItem"><l>7</l><block var="highTemp"/></block></list></block><block s="reportListAttribute"><l><option>length</option></l><block var="highTemp"/></block></block></block><l> degrees</l></list></block><l>2</l></block></script></block-definition><block-definition s="above75Degrees?" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="highTemp"/></block><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="highTemp"/></block><l>75</l></list></block><script><block s="doAddToList"><block s="reportListItem"><block var="index"/><block var="highTemp"/></block><block var="tempsAbove75"/></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block></block></script><script><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block></block></script></block></script></block><block s="doSayFor"><l>The temperatures above 75 degrees were: </l><l>2</l></block><block s="doForEach"><l>item</l><block var="tempsAbove75"/><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="item"/><l> degrees</l></list></block><l>1</l></block></script></block></script></block-definition><block-definition s="weatherReporting" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>highTemp</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>tempsAbove75</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>7</l><script><block s="doAsk"><l>High temperatures throughout the week</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="highTemp"/></block></script></block><block s="doWait"><l>0.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The highest temperature of the week was: </l><block s="reportVariadicMax"><block var="highTemp"/></block><l> degrees</l></list></block><l>2</l></block><block s="doWait"><l>0.5</l></block><custom-block s="average"></custom-block><block s="doWait"><l>0.5</l></block><custom-block s="range"></custom-block><block s="doWait"><l>0.5</l></block><custom-block s="above75Degrees?"></custom-block></script></block-definition><block-definition s="reset" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l>ress space to reset</l></block><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><custom-block s="weatherReporting"></custom-block></script><list></list></block></script></block-definition><block-definition s="range" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The range for the temperatures this week is </l><block s="reportDifference"><block s="reportVariadicMax"><block var="highTemp"/></block><block s="reportVariadicMin"><block var="highTemp"/></block></block></list></block><l>2</l></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="199"><pentrails>data:image/png;base64,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id="200"><item><ref mediaID="Weather Reporting_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="201"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="3" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="206"><costumes><list struct="atomic" id="207"></list></costumes><sounds><list struct="atomic" id="208"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="12" y="10" w="485" collapsed="false">&#xD;Collect and store one week’s worth of high temperatures that are entered by the user at runtime&#xD;&#xD;&#xD;&#xD;Report and Communicate the highest temperature of the week&#xD;&#xD;&#xD;&#xD;Report and Communicate the average temperature of the week&#xD;&#xD;&#xD;&#xD;Report and Communicate the number of days with a temperature above 75 degrees</comment><script x="575.0000000000002" y="75.33333333333337"><block s="receiveGo"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="weatherReporting"></custom-block></script></scripts></sprite><watcher var="highTemp" style="normal" x="9.999999999999849" y="10.000000000000005" color="243,118,29" extX="80.00000000000023" extY="70" hidden="true"/><watcher var="index" style="normal" x="9.999999999999849" y="103.00000200000004" color="243,118,29" hidden="true"/><watcher var="tempsAbove75" style="normal" x="9.999999999999849" y="124.00000399999999" color="243,118,29" extX="80.00000000000023" extY="70.00000000000031" hidden="true"/><sprite name="Sprite(2)" idx="1" x="222" y="164" heading="63" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,135.15,135.15,1" pen="tip" id="223"><costumes><list id="224"><item><ref mediaID="Weather Reporting_Sprite(2)_cst_unnamed"></ref></item></list></costumes><sounds><list struct="atomic" id="225"></list></sounds><blocks></blocks><variables></variables><scripts><script x="266" y="85.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>222</l><l>164</l></block><block s="doForever"><script><block s="turn"><l>0.5</l></block></script></block></script></scripts></sprite><watcher scope="Sprite(2)" s="yPosition" style="normal" x="9.999999999999849" y="217.00000599999998" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="xPosition" style="normal" x="9.999999999999849" y="238.00000799999995" color="74,108,212" hidden="true"/><watcher scope="Sprite(3)" s="yPosition" style="normal" x="9.999999999999849" y="259.0000100000002" color="74,108,212" hidden="true"/><watcher scope="Sprite(3)" s="xPosition" style="normal" x="9.999999999999849" y="280.0000120000001" color="74,108,212" hidden="true"/><sprite name="Sprite(3)" idx="2" x="282.5568297923498" y="51" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,122.39999999999999,41.61599999999998,1" pen="tip" id="242"><costumes><list id="243"><item><ref mediaID="Weather Reporting_Sprite(3)_cst_simple-cloud-icon-transparent-background-33axlkblta1hdguu-2"></ref></item></list></costumes><sounds><list struct="atomic" id="244"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37" y="127.33333333333334"><block s="receiveGo"></block><block s="goToLayer"><l><option>front</option></l></block><block s="gotoXY"><l>-350</l><block s="reportRandom"><l>50</l><l>170</l></block></block><block s="doForever"><script><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>350</l></list></block><script><block s="forward"><block s="reportRandom"><l>0.25</l><l>1.5</l></block></block></script></block><block s="gotoXY"><l>-350</l><block s="reportRandom"><l>50</l><l>170</l></block></block><block 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" 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Kxjg346K19HJhPBVxyCklMD+gxCA2P9Os7IVlj0Iz+BHP9aPr20l2LMQDsTUJdruPsWvcRUe8FVFvM2zLzLlILp2HKA8QHSqOiHi2kmLck2HOQ0Y7C3ikrSCdDL0nPQeOZcEo4mqAiadhNVh1T26r79GUzThW56bMaRdiJFk5FcWalgxfLgXZ2pGX3pyxZDYtmSgOVkFRZlAO8yyU6oettvHELVg32MmF6Ng9KYCvcVPqa5zzEJ7CoMbAcIGv53Vw7G3Qai2VpAgJ51yKuYDa5VkkV8yTtaWMPBqSKy9dK+SytDZNIJQem+J6sPq+2sz9mxtenStaMQOLeYSL1YV4BIMtaeMqwnxZuSebkBRfNFoZKfBsc7IoWjJl5mQDsPUo4s5m9HSV0fWcxxb3/abu+xHcvQEYLTDQGC+nGfHqh2ttgZYNgJSJCAAFAdVEJCQXFYqWC1s5wX+EUTXzxdtk6BqFjUxDvqx5ilzdFxF2c39uIhKOSeTGXCsFb4VkA4W0bG3Pywhl0p2NM3JqiVJCQUA4cubiQKQA9RdXGgAAEABJREFUS9bCcrciGluLdZkcwBcbG9zPm7qfb/4O3bt5yBrgulbfYRfbn41gw3dj6PtOAj3PJrH1uQIS5T7EIiPQejMVoZ2IQaChqCQQE9CQAi1X+Gsl7QVsbsszUphkpNBhMIPNlGIrcxmESUSu2Q8r7/MPkfqYRK7mWil4loXQkhUz4fcazdysLRmTqK2NDNgYwqFzBxEoVYZ5gdl6CyLxPuxbm+IxRdy32319819T6vUHOvysA/PXnMa/ncK+/zqP/SNlDKzpRKGzH52tw+gvrMdgfhNKKT7s6HZoaxsVoJfXTJFYFsvsR8TWIhlaqb58EsZqbapkwzlXimF4m26hEoGI3AD288BsIvXxNQYkUt8XEWhFkl21ZDDrZWsZWS3FI+JaGiuJJyjuSJxy7eBbaSOjixtJsrYwsAQI7tP0sBDMPCAdfsF0lJZp39/k0Z1vQ3vvALK9G5Dp2op0doyh933EISSjh5FKPolE9inEYk9w3rUHCmshkiNsPmvKLRCtBAlO6DszcdlQzhA5dDFilo64YJieuiJsfiN4/gO7iUg4NhG5MnatDMk0CokIhoppkiyPwWJSclGHLyjNhhCepCBiQZCGkl5Y2IR4dAgDyTyfm4P7NKn79L5v97YVRkZsmD/EcvBvcxjq70Bbxxpki1uQyOzmG/IAvMQT8Lyn6Pc/iYj3JBz3MBx9CJ67n/v74EbHYFnrIboECX/7WEEgIkoitpYy38RrWtJYV86iK5dAOuqSXBqKSsVGaOB2b/h+bmfGau7f5NdDK4UoLZn5dv5wKYNNlRx6Ka+UZ/FFxTcVZUphKYhymOeh9CBstRGO04224QT7VcR9t92XN30bUlYklYPx55IoG9evqw+xxCOIx8cQsQ/C9Z6AHSG8Q7DtvbDsMWhrFFpvItaGD1frPtZ3c7+DyPOhRwDRzIW5OJZIPubJQDGFDaWMGBfR/GqJY2msJhdWkojUT13Zf1AzkWvHKVLfFxForRD3HLRl4nwh5bC+nJW2dJSPxBCMDdgUgKKgIvxshcVorWsPI+OWMPK0x2P33abuuzv+4hsWgBZr5NkEOnoryLYOIVHaCi+yB7H4QZLqcWhnPyzLWKURaGst0QtltZEVLdSALPMUH3ACouJEDEpHmLtQiuTiY1fgG1eQdG10ZWNYV0qTZGkUE0ZRLGiloETYhYR3KiJhWUTC/YfpQ6Q+ZhGh+CgXysbWCim60OZ3zDbQig0W0pKPenQV2YiS4iaERSQhqpMYZqSkGy1DSeBZjfssqT/v/d7Rq2tarRjGN7egvXsQGdssXO6B7RyCQ1LZtFKWHkH4x1l0O5RqIRtSZANJxPUsZVwT2BBoPlRCFIRQBtQMUxbuEBFHi5mkD+VTMsTomPldqJhjQ1N5lBj9uAo8pElEwpGL1HOzY2RjYKx8NuaiJ5eUtVyM7srGkXAsUMqA8AfhM3AhqsDn0w/LHoDrtWCDd99ZMYX7PwknwS42fy+LrrZuZHIjiLq7YdsHYP5mn9aPwtKcQ6luKFUkkhxyFCIOhIRS5mGKZlmJkEBKiSGKpZU4XDiO2EqijpI4SWWQdC0pxSLSX0zCfCO+IxNDwnV4CU1dEIgIu69vIhLui0i94iH7FKmPW0RCOZjhiwg04XE+1sKgx2AxDfOiKrHsWhpgS7A5YbFML0JaodQAHKsLLakUcH+tjSnc30lj8Jk4elor6MytZdRpJyKRvXDcPbDCsPoaiGonsnxIfFiKb0WSSYmCSEgoi4RybQ1DnrRnSy7mSDHu0kJ50pqMSlc6IX3ZpPQVktJPDBVTsr6SwSbOH/rzKZh5l1EMdgYRCaUpUs/NjsjVstl/2CBydfwiEspIlIJFxOlmt/EFtaaUDgMeSdcWPhUAbAjwGfEFKMJnJz1w1QCSqQp2rUmga9wLX6pm3dJg2PyqC6cGCMkXshT3SFL3yH18jdugQLf/dQrd3d1IZWm1ouNwnb20XDsgeh0MsbRkoCQCMQ8KmrlARFlKS8SxkI7YwreodKZjMsB1LDOfeqQ1L9vaCzLaVcCOroLs7mmR8b5SiD19ZeZl2dXdImb+YFzDqGNDK4EiwCQi/ARE6jmaKZSASF0eIgJhjYGtFTKMuvZQ9v2FtJQSHqdbKw3YhpsmooBUAGsInjuEcr4Hm7d3YONIB9Zv6sTGdR1Ye6gDTx9uw/7RCsaeL2L8+RxGv5PE1f/cqYHwsvimk/qmL3hnrkdy7ducRSkziGz8UdjRvbRYu4lN0LqLpMpCVBQBV1MECrRYwuRYWlIRG6WkJ725ONetMhglmQyJ9vZX5ID5Q5wDFTk02CqHBtrE/IVc89dy9/a3YZ/5w5zEeG8ZW9uL6MklYda7bK0hUhcjLwGTrs9N3cOMm8nD1CmlEKWrWE5GMVBIoTOTkKRjm0PknxAQPjsborJ8PQ7B1tvheeNIRPcgHiFiexFJ0mPJ7kHM2YNsZDfKhR0oZkbQWlmPTVznPLS7MyTdyH5ODQ67AOoPCyx9A9s3erE7Mh7jEuzdXUQqOwwvugva3QPbehTaHoToFj6SOETZvJZAJISjtBhr1Z6KynBLWkgqjPeWwj/k+fhQKw4MtMqevlYZ6y6Hf9XJ/CHOkfYCNlUKGC5nMdSSBqNdGCim0FtIh2Fms95lWxpKK14GV5KIhGWReh7uND8oIwmxWhTCHUtrJD2H5IpLfz5JjyIKlzLlIUD4A9EQiUGpDhYfpW/5OCz7aWj9DCz9NCzrGTiEZz8DV30btvctOLFn4MWfRjJzCJnEHrSWHkXr1nU4ONyNrc8VUXg2DoTuJO52Unf7Ane0f0OugeES8rGNcKPjsJxxaOsRopMPge6gikCU5jUVhI9EizJ+fXs6KpwzYaynJAcGKurgUKs6QFKNkWRbOgqyjuHiAU62O2mVKqk4ColoiFzcQzriIOHaiDk24o4T5maCbhRDK3MZQISaQGAlichKqZndSgIiEspNMXf5oirEIyDB0JGJipG3qCtnsiEc7vH5ohtKNhJbQlhqCyw1Ah3mWxkxHoVr74JZ23TsQ/BIRMf5Nuu+jaT3NDKxA+goP4rtbUMYby2hME6i0Tay87u1XR3G3brCnerXkKtvsIxsYiMi3mMU3hiFuxZKlSCIUuD1sfBxiIhybUta+NDMF3B3dZfk0FC7HBpsk/G+CrZ2FDHYkkFbOoF8LELZO4g4Flw+aMdS9ETq0Eqx+1uD10EDYFpd5m5zu4kEjIwU5WryBrRlIeHZaGe4vpcvuXzMhc024ekiJlMUtANRcSINSDZEIJkwN/sB8lDKhPVboKUNWndDq2HYFgloU1csEs55BrHotxGLP4F0ZQyb167F1v+qgpYNMQCKuOPbXen0jt9l32EXXf0tSMQ3QOvdUHoHoAegVI6CdwHhOAgRPjuRRMSS7nRMjXbkaakqcmCwIju6i7RUWb4hE8jFPFojOySURRdFKwWtCK2gmBuICETkyn6jzuTXQ6TeVkTQTF8sAZG6jETquWnNhwfP0uHLriuXQCUZRdTRYhIAxQfxJWAbJWwDDYjNU1yeE2WZxJE0yy1Qqgda0/rpMTjeYSRi30I69SQqbWPYOLYO2/+bMsKgCPvCnUvqznV1t3p61gnJVaDl8lySyxqlwHqINIwwRRSUiIGtRXJRV4YKKRkjoQ4MVBgFrJBYObSmEkhFPVoqmy81i7LWWE0UEYEIu1HsbhVErq0TqbcTuTHHg5Lu8jhEbpSd0hoJ1+FzipmXoGRcR7QSxYfyJYDprN4GYcf1svDcq+fbUDoCUUkYj0fz5aydUXiRg4gnnkE68yTKlV0wQZGR57MAg2h3SAbqDvXzVbsRnsBr/wuCk80RDsisZXRxfcPAWCyz3/ZsBHtzBWSSw5y87oRWWwHphiBJ2BBREAiTitiWmC/ebqxk5LGekhhX8JG2AjrpdmQiLlxbwxKBMuRhLlIvi4jpIKwXEZgkImGdSD03dU3cXQkodm9cdOPWd6VjUmKkN+5YYiuQaBCLuSm7WsTjg4xcgVIRS7NOiWspZWs+YSVKafMIhWc1AIESDaUsIgqt8tBWH2x7GyLuAUS9p5BM7Kef+gj2bWvHhoMxAIr4k7Y/uYPbvLqwnYIhkiHNyPNJjH0vhwMXSnh8Uxvyo50oj/Whe3AQw5uG0NU+gMp4Lx6p9COT2Qjb2gHRW6B0D4ecAugGiAhElDDFHC3t6Yhsac/Lnp6y7OouY00pg2I8iqhtg3IHG4JNIQDCXOSWOZrpG5OAyNXnYGtBmi9DswSypphGTzaG1qSHUsJDhehIR9GXi2OokMQaRnSvIiFDjEDymHSkIlJORJDzXDEBroitlWUpUdyA8GIagIYomySLEgVouw+Wsw22exBR73HkMjvQsa4P2/86DdAA8ISvu6mve+JtnCfAszpccd/5TBw7/jaP0u52rG8fQnt2M1qKO5BN7UE6eQDp9GFkc0+ikH8aKZrsbP4pZNNPIJZ8HB7fLiYMr6QXkBRhU04KiiIi4q4lHXzjhX8qrLeEbZ1FhtKTyES90GopxUZiIDBlAxFhF9cCzfSNS0BErlxTRKCVYpTWCr0OE4h6rKcMg/HuErisgv39FRwabMMTa9rxxHA7nlzBE2s6wjpzbO9ABbt7CjLakZcN5bT0MWjSmohI1nMkSvNnaREhwMsBYhEOy3EoKcHS9JQYhXS8A0hEd6OUH4b5B4LGo2JDfI2kvsY5X3YKpUbWb/huFAdzOQz1dyDfPYxCfBSJGAkVfwLxyDOIxBg+9f4SjvMXXM/6FiLRpxCJPAnHfZK+8VPE05yMPgnHMfOuQbIjQ0HYvLgwNzJSCccS8y9PN7fmsL2zKOZ3jNrScUakHNha8RQDYW5QH6oIT18BmunPLgGRq89DSDDHtlDkMsmGSh57BlpJpA4SqTPE4yTSQRJsH+v3DbRhX1g2eSvLrTgw1AbzL3NDwg134PBQOw4MlGVXF3WjLYf+bELMl7QTjq0cSyulhApCiNIQ5UKpNLTqJtEY/nf3Uh/HUcxvwEBPCW3bPQpLiK+0qa/U+osb8+KcS+38qzj2DrWgv70XaVqqaGoMsdRBxONP0gQ/RTwO29kLm28Ky9oKy9oMba1nvpYYJPp5bIhtzP4wRPdASQ4iHqFZVkzhm64tFcMmzrnMV5vWlbIocz/m2rCUoqyuhYjwdPniEdzG0WaTOycBkfrzEJHw2Sjm5tnFXIfPMorBYgbrW/PY2JYP8zV8xr2FNLpyKVq5JDozRDaJrmwKpq4vn8ZwSxYbeY6xgLtoAff2t8KQ8mB/hQGvkowYohWSdaJ5tjiWJUqL8AYUABvgorbWZVh6PWxrNyLObsTTG7BxUxkjT0cACL5CUl+h7Rc0pcUa/qcxmG9Y5Ip9yOVH4DrjcOnPuvYTsN0DMP9Rw9IjNC1D0KqLDChDVAFKMkSKSEBUbAVxiCRDKA5YKQdi/GZRws2zdLjGtbaUwZb2ItaWs+EDiZLyLvEAABAASURBVDoWu1YwBDQQuSoLEYGIoJnuLQmIXPtMzHOjcYFHSxb3nPB3x8y3ZlIRFwnux1ybOk/wuGnTQMSxEeUx0yYT9UIr2JaJo5+E3EgP59GuEkzgy/wTwTFatEcM0fJJ6pErcccWy1JCHVRUHouKEiWom3oQ2toO29qFWGIDil1lBj+iAAS3mdRttrtVMwUT9Ts4lEV/opuj2oS4NwbP2wfH3k9rNAbLHoHWhlTtzHMcQAKQKEQcDoiDUXUopXmMECusV1dyDWmQC+JREIWYKwN8C22i4NaQZKHlchxYmqfTeokIRAQmiciVstlv4t6TgIiENyUi4bNSfIaaz9I8z+th6rVSVJXrwHO1UqEO2JYFx9LwHBsxkjIbj6A1HYP5csEIX8jGsj3WW5IdXUVsqGSlMx1TjDSLa9GUKVG8CQ1lXEbJQuleWPZW2JHtiMbXo9xXxsjzt23JFL5+0hh8JoYBXjCVWIOI+ygcZxyOvQeW2gltbeDNdUMrvgmMNVIR3rgDIVk4CBHFJEprETMu8kZsLWIrJXQTxBIlmlAi/KzDZeNsxJHefEI2VHKMJKXFfKM9RpdCawU2vQFopvtCAjd7dn9qHXUHRi9srREh2VIRF2USbaAljUfodu7oapFdxEh7AX3UqULclYijRVEHqUhUKGUj9LB0D0k2wgjjNiSzw6gkW9D2rHc7glW30+gmbSys/ydJ9HS2I15YDyeyg8TaDaW2Q8t65l28wTxBV0+RVKJZVkwkjxbPVhJnRCcdcWAIk424ko96UuAicTHmMnckFyUitmToJyddS1KE+T2t3lxc1pcy4W/CtmXidBtsep2KchBeQq651cYDuqayuXNPSqDxrL5Obga0+rxr9rljjlH3YGkFrpciHXFRScUxWKwTjQEymP/bNlRISykRQdTWQo4JBBoS6m8GxpIpe4QdbKGHNoi+Ug541sGXpK9BMAYyNn8vg85iNxLpRxBxd8FyaLH0RmjpAVQB4LxJ4EBEi4iytApJZYhiSNLOYATDpzJcTJMsRDktG4jNlYxsbs1iYyWL9eUM51ZpTlpToDsYYm0pjc1882ws59CdS8AIyubbSYlA5CrAJCL8bG4PgwRE5MrzN+MVubovUi836pVSJJpGxLFg5mrtfEkPl9Ji/n7+ts4C1vHlXUlFSDJbRBRPhoYiyZRkoVQflPMIXCKb7MFYKQXwOD9utalbHbh5Pcl1cGsGXaU+RBPbYCZ/mivhooYgqgKoJHMXAkWIpYXRPk3r5EgHTfNgMSmbKlkZbS/Iru4WmH/r81hvGeO9lRCP9VXwmCnT6xw3YHmMx8e6S9hF7OxqwRYSrK+Qgvk+oWtrKBGsTiICEVld1Sw/RBIQkfD5i0g4apGruUi9bHRGK0X11TDTiyKXBQa4cM0Io4x2FEAPCeWkJxFbAewNIImkQTLpg9ab4bkbkEm3YedfRXlciJtupoebHrixkovGhlzZwiA8Tvhch5bLGqGG95HZecJcyOZ5SpRSEcsSE4zg6joYjDATSjGLhnt6y7Knryzmlxx3kDDbVzDaVYRZJDYY7WjBo50tMMd2Mvoz1lvCWE8J2zqKGKT/XKQZj9gWtFIcvlwDXj/cN3kTD7cERCQUgIhc0QkRCevMhyGapRWMNTMv7G6G/DdW8thKA7C2JQUzJ7N5HMIfkGSAB4jR9X7YeiPi9iCyPAHPW7hFUreov75a8GRvEukMO3a3w9G7oPUmiO6AVimIuDxBw1BLK0lxbtWVjWOkNUcrVZb9XIvY218RkkS28Q1hAhSDxQx6C0l0clCdmTg6iNZ0HBVaujaWOzIJHoujO59Efz6NflqtDtbnYhG6wRaMYAQ3JpGb1d7YrlnzcEhARKieEg5W5GouUi8r5ppwOdUwU472dFTWl7My0laQAa63panLSilB+CMaEkRYLkHUGjASARed2KXjvIAQN2zqhpqbVZhvZbiqm8GMUSi9C0qZQEYZCuxYbJ5i+hGj9Pmow7lVSnZ3t0j91+0rGO0s8KZzjNSkQgLlYh6SvPGYYyNqa3gGFnOt4BlYCsY8R2ml4vSVE66FBNc4ooTDdhbb4CZJRG5S26x6CCTwpUMUqeuGSD03J4jUyyJClVahy5j0HLTzJW+MwCPtefTkYmJ0kE1QT2JBVAwirRBrGLY7iGS6wICHXT9+7ae6dvcme+Z7WG3JVliyjXexmx2vI9ghzaWQ0YBARGxLwgjMVlqox4da5fHhDuzoLsoQXbpKMoZMxEGMZDFvCpsE0SJQhEh4uunipljdJiyjnkSkXmh+NiVwmxIQuaozIteWRSTUR0spRqYddOcSnJLkZUtbAZVkBLbSV08IAguCNE/o44GNSOke7CsmANbi2vQlBOO8q7+vgHhiBK73GLTaRE+0hUSLsuwwtwhtW0pXEjHNwIX+i/Xd6vE1HYqr56qSTkgy4knUczkndLlM5oSwbftK3ig7XCi+FVzXhUHjuDnHsiwYaJp2RaEYXDu05l5TAjdKQESosuoKGvpjcgOjWx51MRPxpC+fkW3tRRluyais5yhRoqGUhlYWlIoQJWhjxaLDSBcKGH7WxnVJXbe/elfjGU7g4pmNDGqMwdJcOFZZiLIhoiB1eKR2RyqqdnTlZV9/WTa1ZqUlEePE0YG9QoIGETTJ0IBSVwcpIhD507D6xpvlpgRuRwIidZ1r6KLRzStlS3MaY6OHC9Aj1Om+QkISrkUnqq73EJoaQZRzMrqKsoZzsR6Ub7RiCjdPCrv+uySimV5E3C3QznqY7w2Kctgx74p7EInzep1c09rWkYf5+snaUpauoAtWQ27eb7O2KYH7QgJGfy2tkYtFMNSSwdpyBgzdw7EalBGBUppIQks3xBpAslRE13MuViW1qny1uP2/d1HIlWDp9fQzN/BAG0SizMP2ileP2RodmShGOBHcwTWqdeUsCrwZl8wXYQM2bm73ggSa9/B1JaCoxxFHw3wdb00xg55sAknHIiVW9DsINIIgCgRlkqwfTrUdvbEYgJAnzK8WzE4d4xZtYxq23QdRxnL1hCwVscLjSsKoX1sqGn7jYhuDGsZytXCxzjMXV4pclGsQntf8aErgPpOA8H4tWrF01IFZdupj2N58E8nRJIFAABEIyAtJkSPtNG+diCUynItZWElqJW9kgvFhD0ldga3XkJUD7KBAP9NjAwUR5Sj6ilGX0cGUGOu1jm5hORlFlCF3rRSvU4cIr03wvObWlMB9IwGRut6qFV3W3PfolRUTEXTnE2jllChGq8Zq1JMYXkQhUoJSnXC8IjIJ4yaKOa7Mx1WMa0TiaWinG1oP8oRWKIkDoiEQReImPcdM/LCePuka+qYlWrIoyWVpBRGFZmpK4H6XgIhcGYKIwNI6/L20dpKrLRNDynOg1Yqui5jGDgQZQLVD6xLsHN3EfyGmk5VWpkgY6xW1S7BkADrohkiW4MnshJtnKSknIjKUT8lQMY1yMo6Ya/MGFJsJAcLkgmZqSuB+loCIhLpsxqBY9myNfDwCQ7JczIWrBeDG+Zf51NyJ09NrIXdKiLsJjJxiHaBwNWnYKgnbaWejXoiUAQY2ApiGSouI+dpIDxfghlrSaM8kuCBn8xTNpnIFWElsvlK6h7PmrTUl8CUSMHpsYCuFJNdzWxhrKMS8MA5BrW+crSAM1MMYpKAER9I8YBOrCDb+nI1oLAfb6oKoDoiZuAU2xPzwbOOHxj305ZPoziaRibqc02koxQYiaCSRq+VGXTNvSuB+loCIUM8V4wwW8iRXnjyI2TbMrAjgQRGj9IYrCVYWoCWNiHYBiEI9CRZ1FG6kBZAuwuTm3/9owDQS4cRO2lIx6c0l0ZKIIOpY7KtxOhuJoJFErpYbdc28KYH7WQKKOu2EczEHORqXmGOJqQvHJDA/Gooen0gGlpVBMr6aYAxuZNIJ2NLKRu30K1dMnPBECedYWXbamYmjNRmVhOewTkNEwv4bHyLX7jfqm3lTAvejBEQk1HGReq6VwHwBPeU5NDgWLO6vGpewTFLR8xOk4WtG3seVgknjXRYibgrKqkBQhIRMJINgThIGN9ASj6CT864Cc8+2yEOpH+TFsSqJyKq9ZrEpgftTAiI36rFinWdZSLoOaMGuJVgAwyWHxikBRZJF/AhGBsRUAsvKhuukecCQKw2IAyA8ptmpcQ9LyQgqySiSEQe2ViG52CbcRCTMmx9NCTzIElBKwrhDnJHzmGPVedBQfZMH0BDlQnQEJBQuu0pRIAI740LpNFmTI2Kss4hwUyIhWxk5kSzDk56tYepEBCIStml+NCXwoEtARGB+NI2La2m49OK0qLAOYTINQmiI0MWzFdqm2QJcEItoD4GfoXkzJCPZUD+T7bVSSJCxjYmdxYmeCC9FgElE+An2Wc/RTE0JPGASEFnRbWaaZa00QnIpVnCDQX3MwjIRCCxfTJUCfqC5qEyTpkkwSSKAA7CXFdhkbNJzkIm4nODZUErxiFwBmESEnwjr0ExNCTxAEhCp67YZUlgyH4SIUN9XagOzAzF75A9zFRbNh8Jwj0ArjzYrTvZEIKIh3BOIELYWMRYswYmdY2keQP2AObgCNFNTAndQAvdKVyJy5VZEWDZgDUtA+AFAAmFZWBDmCJMKP8MPFtcCNfLGr9rwaxaCgHXhMXqMEEuUOJYlrq1hGet1pRdARK4BmqkpgQdUAkEQkBpBfXSykgeQusUy1aaByVdg13OFpTcEC6cV5ucE1WWSi4ysHwP5AyWBsFIk5JKsHLmaiQjbydWKZqkpgQdZAoZHBn5NmN04UpEgrFwOP6Fw5APB5Hlg7rIhWAC/frx+mJ/kjojUSST1fX42t6YEHj4JkFG+ATkSEDRpRgYBrdgKaUiu0NTVAgjBozROVoC5aoDl+YAWjFU+cd1miMUq8oyfza0pgYdDAoYrq0cacKdKYi1VfSyRaTWSzbCL1VghGXcDEkjVuO/jRGLVfEuUD+NRmqbhGY2PkJVsT5aZKzSqm/mfQwLNa37DEmiQzKg+uYWlag2zi0uYXaqiGpqxKzfEJkGNe4vw/QX41WWkFn1aMCdAxK7BcqvQVhVCQpFObAiQcCQpSFZaQ58IbqAfmqkpgQdcAiHJSASfDFtcrmFyYRnTxBK9QFaTFEYAzATLJMgcMY1asIDER8aCRQI4qWW4kQVY9hJEyCSSLKjzyWcPNIVBteaHRDNdNdGUwIMugZBUqwZp9qt+DTNLy7g0t4BpWjHDibotIkkC+CwvkTVT8GuXUaUVe/llY8ESAaKRJdjeHJS1AKH/SArW+w7Yzg8WlmpYIHOXDcnYS/1Y/dNcuF5qfjYl8GBJoKHbtE3kTUD30Mfk/CIuzi8GM4tVGilzpDFmzr0CzJMeE7REE5idXeQRY8FepgWLLdF6zUHrBQRSNQdQdw8DQ6rpxWVMkbGL9D+NRWt027gBtm9uTQk8kBIwOm5QpZGaW67i/OwCzs0sYHa5GtBjrI+vOWSiAAAQAElEQVQ5gKHEMlk4zdJ5LNcmyL4GwVhlq2WuIs+xNE9iVdmQp/AcbiZqYgg2ObcIc4Ga768c5sF69+H+SvHPmDUv3ZTAnZGAIdRqGKNSrdVweWERZ6ZmcZ4EW6CxIecC1FfDSAoskj8XEfinsVCdwLnzS+ZuGORg9SIJ5ssMPcNpYoEHfCLcyFPM0IJdml8KpheWYPzOYBXJzI2EDZsfTQk8ABK4Xp/Nvk99X2DU8PzMPE5cngsu0ftb4nQJZBjZw1FzcgbMwPfP0HKdwHR1Eu+/UOUBLjSTUfic/t8CJ2Y+LnKqNgvQTQzMqQG5FITm8PzsPCd3i+FcrEbbGJjO0UxNCTx4EjC6vRqh9ZpfwomJGXw+Ocvp0nLIi3DkARkTyBLJNoGgdgLB0mlglsaK9WxgLBiwdHQZy0uTNE/nEPiT5NwSj/kE/ECCefqe56YXaB7nYKxYjYw2x8xNNPJG2ew30ZTA/SiB1TrcKPs0JPMM8J2ZnsMnF6eDU5fnwqkSqwPyJEAQBjfM9OosTdJntEbnG+6hkUGdYEfinHctTcL3T/GEs8x5QrhoFvaxwJVrQ7DjkzPBuel5upg1NjF9m8O8jumJCHhVZs2tKYH7TgIN3TW5gRmAcQ3NlMhEDo9dmsYnF6bBIEewbAITJAp8kgtc+woCcif4DL5/DFPLkw330PRRJxhe8HGaZq1WO0nD9jkgNHcBSUdOgj3QYl1cWAyO8iLHJ6dxmeZymW5nwP7NTRgETXJRUs3tfpRAQ3cbuRmD0Wnjqc0y/nD68iw+vjAVUPcZnl+GbxrSvrCdCW7QGOE0fP8IFqsncOziFfeQx8M5mMkDXP58AYuLZ9jwKAJO1gCzIl0LbRS7MRc6Th/0o4tTwWlGUua44Ob7gTn3CsLrkmgmv1LZLDQlcI9KwOipgbk9kxv4NCY+9ZpqTL7UcIFh+Y/PTwUfnp/EOZaXauYIzzCNg9B6TcAPjqIaHMH0/Hkcm13m0SvbigXj/pEfLmNi/hJj+CQYTwAu0X4tE2RREJiOz84uBB+du0xTeRmXeLFFhi79gFReAXuBue7q3JSbaErgXpWA0VeDxv2ZckDPbJm6bTy1Ty9cxjunL+Eo519TizWqOw+aBoIaQ/S0VsEJVJc/xNz8MUx/xij8C7VGXya/SjDAx9EzMwx2HGfpIzLlFDGLwPiC/Ax8humrwdGLM8E7ZyaDYxMzwTRdReOjBisE88n+Rtl0vrps9ptoSuBekMD1emn2je6GoC6bL1dMcUnqM+r422cmgg/OTQbnZxYZA/RBg2OGEJAji7RcF1DzP4Jf/QALS2fwyxcWzcHVWE0w4MQLS5hdOgff/xiBfIIAlwAxJ/nwEXDeFZydXgg+ODsRvEdWn7w8w+ZLvAYP8sawKpmbNlhV1Sw+jBK4x8bc0EmTGzRuz5RpnrDMBeQpLigfn5jCWycv4g8nLwafMzQ/t1wLEOo4PwIwPuHTWpnARvAB5pePYum3U+yLDOTnqu1agoFm732aubnLx2j2PmCHx4lpgh3yFmoI5qrLwWeci7198lLwLtl9khc33/RYrlZDooVvgRVL1rgOz2QX5v7obTYqm3lTAt+QBK7Xv9X7DX31Oe9aDsm1xDjFNH5PYr1x/Bw+vDCFyYXl0C+kwaESG1PjMz6Bk6j679NyfYDTU2fx8stLNxvO9QQDrdgiFhbPsjMSDB+wO5aDK9/uqJHIE/NVms0pvHH8PP5w+hLXBowlW64TzBCcaFxs9WAadc28KYFvSgJG/8y1TN6A2TcI91kgt2DmXNN0C49PTOOtUxeDX312np7aZGCCHFXqPPlA95DTJQSLLJ9H4P+RC8tvYX7pKGbO0ZqRKezr+u1GgoENf3hkChNzx7C09A6C6kc86QIgJJkhMoIlMv3szHzAyV/wy2PnYKzZycm5YIZzshonhwEJ5tOKNWD2wWTy68Hq5taUwB2TwPX6df3+ap00x/yaD6PPU7RSxyamg9+duBD86tg5emeXg3Mzi8FSzeh8iBqJtcTp0wX4tQ85IXsTs3PvY3bqHNe9rokcrh7MzQjG4z9cwtLFs1hc+oBm8A/s8Bi9R/qYATsiexAE5suOp7iq/Qey/Y3j54K3T13EicuzwdT8cnjDxp8NTFP2ZrZG2eS3gmnXRFMCX1cCN9Mr05epvz6v0QBUaSjMctOFmTkcuTiFN0muXx8/H7x3dgLmCxWMkgfwQyX2qfJG9yfopn0Skmtx8S1MzZzAy383z75vOfe5BcHI1Z98NIvZ2c9oxd6i/XwbteBz2jaGJTlPC3g53jU9xeDU1ALJNREYkr118gKOXZqC+YW0+aUquemH98emvAeYk66BqTTHDBplkz8saI7zT5eA0Z0GGr019hu5qTdlkxu+VOllLS5XcXl+EScmZ/DB2UlarbP41bGzeJcR8rPTi8FCjX6haQxqPWhYgmAK1eoxRtnf5BTqt5ia/QQv/YpGh3wwHd8CtyIYm79cxYdvTWBu9iN2/FtasT+QHSfJGJIsqJKCvLzPoEc1OElL9tapS3j9s3P49YnzwUfnLzPaOMew/hIWl2sh0cwbwwyyAV6A3YVMNcUr5cbxZl6XTVMOXywHozzXy+j6Oioq1TZA1RCLwbjpxWVaqDl8cnEqeIvBjJ8fPY1fHjtLyzWJs+ZXUWor5DId+9R1rlDRwHyGWu33WFr4NSYu/xGffMgI+5u0auZqt8YXEIwnHXt5EUdPnMPMwrtY9t/gXf4BCE6R0zMI/Cr3/aAWBPPVKgMd87Rkl4LXPz0b/OLTM7zxC/iUEZjzNL9mvWyBb4xlDtAQrTHggNZ3NXhFrN5vlr9YuZry+WL5GD2r0hVcIqkWlpbDL6qfm57jovFl/OHUpeA1WqxXPz0dvMGAxh9pFM7NLvqc+gTUa+PyMeQeMDIYXOb+Zwj8N2lkfomZ5Xfx0blzOMJplFHYL8EXE4xs4gRuDhfmT2Kh+hZq1V/xYnWSBcEs+14Gn7JPks0tV4MzdBffPTsZvM7Ax8ufnAHzgOsI+PTiZZybmsPluUWYr1wtGrLR/zWD9xnCCUGyGYGwO9NlE5RHUxbBl+qB0ZkroC7ViCpf5EvEwvIybcMSJmYXcOryLI6cv4y3TlzEawxi/OyTU/g5DcHvuNZ17NJMMDG3GCwt82TTGQMO8P1F+MEkav5REuu3dMNeo/K+jdMXTjPSzoAffTgS4Mu2LyOYOd/HG//bDCamP8PcAi9Uew212tvs/gQCf4a5MZN+4Aeh33qRJKLpDSeMfDvgZ5+cJuHOBr8/cR5/5OTxM87RzHcZL87MY4o+8PTiEu97icsJVbqTy4TJmzAvoSZuQw84118gZo2Foi6ZUPsE9eoC9esU12jNV53ePX0Rv/n8fEB9DH525FTwypHTMMGMD89dxpnphWBmqRrUanyjmTc9w+YIgnn4/kXUGEFfrr6B5eWfY/ryWzgycxJ/+LdzJEVA3NZ2OwQzHfl4+V9N49zEUczN/wa12s+JN3kTR2F+f8zHIhvVQJJVa3RYF+su4we0Zr9ihPFlDuilI6c5uNPBz2nZfs252tuMOn5wZoJvlUma7ClONqdxmm8ZQ76zU3M4S4vXxFxTDl+iB0ZfTnDt6hi9pE/OT9J7m8B7py/h959fCIMWrx49Exjd+8lHJ/HyJ6cDQyyjlycvzweXF5aDpWqNjgLJBU58AixTh2eo22fhV99Htfo65mdfxaWp32Hx3Od4/++M13bb5CInrnyb3pS/DDX84l9P4dNTn2J69g0szL3CG+C8zP8IQe0Cb2wOAaMtPm0Zsch52eT8cnByci54/9xk8AbDn698chovHTkV/PjDE/jxRyfwEvGzj0/hVZrr1z89EwrEkO+Nz87i1000ZfAlOmD0xET+Xjt6Bq9Sj3728clQp4x+/Yg69iL166es/wXjAm+evBB8eH46WCGWv0hi0WD51FuDGny6hMZY1PzjqDKYsVx9ha7VKzQqv8d7J07ixX/7lSxXg0y3a8Ea7Wt46/+ewh/PH8PUxG8wv/AyatVfoFZ7hzjFmzQr2oskWo2uo7n/wKwlXGY8/8z0QvDpxEzw3plJ/PbEpeD1o+cCztOCnxwh4T4+FRiB/OiPJ/CPf/wc//jh5/hhE00ZfJkOUFd+RLwYkukkfvLx6eCnR87QFTwb/Oqz88HvT04EdAODz+kZXZhZCn+Xa8lopU+L5ZvFY9/oqdHXafjBGdSCD0muX2Fp+WecvP0cl8+8i9c+P/tV5lwNojTyr0owc56PD//NDN69cByXZ2k6519GdelnqC3/Br7/MfzaOeaz8GnNAq4R+KQbjVrVrwXzy7VgarHqX5xd9E9OzflHSbiPz08F73Pt4a3Tl/zfnrgY/Obz63GB/nMTv6HL04TRgxX9OF7Pjc68dXrCf//cZf9DRgI/uTQVHJ+c9c9Mz/uX5pb86cVqsLjsBzXfD0yiXgbUyHqE0A9mqK/nUat+Ar/6JqrLL5NcL+Hy4us4Nv0hXj52Afihmf58JbfQkKSBr0Mwc24QsvrU6TM4M/sOZmZexfzSj3lzr2C5+nv4Pm84OMd8BoExvWYtIfRxOUo/qAV+sFzzg4VqzZ9bqvHNUg2MO3lpfjFgkCS4MLvYAC7MLrHcRFMODR1YxAVG/AyMrhidmVxYwsxiNTC6xJe4b+ZVVRLKp54FTAgCY6lq1McqglAfp1Hzz6FWO0JSvUm9fRnz8y9iYeanuDzzW1xgrOGdf30Z4Fqw0fY/AV+XYOaSAUP4S/j5mUs48vnHmJ39JWZ5k4vz/xjecK36O/i1Tzig8xwYTbC/wPIyApINtGwBCUfrBlYEK/ADtvSDgLIJmDURBE0ZBMGNMggVhfVUEi5zsWAUiG4fM2pVYKYnLBrtIqmobwG9KZ/655s1LZ+uYPUIPa43Gbp+hZHxH2F2+kVMXnwNn55/Dy++cgZv/p/zVHBaOX7+idufQrCVS79QI9FmcX7uJI5+/g4mGXWZmfkRlub+keHNn2K59mu+LT4gdT7nG+MCy1Msz1EIK4Rj5AaET0H45k3j1xAYmHITCJoyuKkM0JhDUW8MgSB8eVOPTNn3WTah9prxoCaoc2epc0epf+9ieYlzrKWXYAzB7OSPMH3pVZz//G0cfek44wu0Wm8uU7G/tkvIc6/Z7gDBwv4Csn4Z7/y/l3H04+P49LO3MDlvzO4PsbTwAywt/RDV6s9Qrb1Bq/YOc75BqiScfxo+XckgOE9LdpEym2BvhEwi4NsmCEzeRFMON+qAT90ATP0EfP8icQGBf54RbUOmk6hVjxF/pK79jqR6jQusL1EP/zMWFr6PqZn/gguXXsHxT94KifXLFyZx5MifNNfCLdKdIlijex9HOCl874UJfH7iOD779G2cnngVl2nNZjmw+YX/iKXqf8Ly8o9gAiN+7VVUq6/xDfNL1IJfww9+C9//HWr+71ELfsfV8983QVlUm7hBD4yOVKkrstvADAAAAa5JREFUfu231BXqjv86/OA1LPu/oE69jOWln2Bh8YdYXPw+Fhf+gXGCH2Di4os4fe41XPjgXfz0zeN45z9PrhDrjriDDRKszu80wRp9B3Qbl/DmC5fx6t+dwh9+8SE+Ovsm1xRojmmW5+Z+gJmpf8Di4r/H0uLfY3Hp32Fp+e+xtERUX0B1uY5a9f/jW6iJe0YO99jzWKaeGL2pGh2q/TvMVf8eC8HfY3buP2Bu9h+Y/yecn3wJn11+He8dews/eu8TvPZvzuKNH04Bd9YVbCj+9fndItjq69Rw4pfzeO//uhSS7ScvfoLP+QY5ffY3OD77OoMjP8f89CuYmP4pF7B/jLnpH3ON7cUmJpoymPoSGczPvIjp8z/GxOxPMT/5CuYmX8WlM69hYuFXeP/jt/Hu7z7ET18/jt/83Tl8ypc9Xl6gYl7zV5+4f1e3b4JgqwfAwb1Py/aDObzx/0zhl//rJfzgf76I//A/ncd/+R/P4vv/8jT+/b88hf/4v5xsoimDL9UBoyvf/99Ph7pjdMjo0kv/x0W8/K8m8eH3p3HMECq0VHfNBVyt3Dcr//8AAAD//6xTDG4AAAAGSURBVAMA8WidnYQtm5oAAAAASUVORK5CYII=" 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