Wednesday 13th January
06 Jan 2021
Good morning Class 3!!
I hope you have had a nice few days with Mrs Lewis.
Today looks like this:
English BFG - looking at vocabularly and synonyms
PE- Joe wicks (9am live on Youtube) or Marcus Rashford (10.05 live on Cbeebies)
Maths - Multiplication & TT practice
Science- shadows- Please can you send me this work today
Teams Call - 2pm We will be looking at Science so try to have done this session before our call.
As ever we would also like you to read for at least 30 minutes and complete your AR quiz and have some physical exercise today – remember extra ideas and information about these are on the home learning tab.
Here are today's activities
English
Here is the link to today's English lesson. in today's lesson the aim is-
To develop a rich understanding of words associated with night time
In this lesson, you will be introduced to new vocabulary, identify word pairs and synonyms and apply the vocabulary in sentences.
https://classroom.thenational.academy/lessons/to-develop-a-rich-understanding-of-words-associated-with-night-time-60r3gc
If you want an extra challenge, some more work to do then here is an English extension activty
-english extention.docx-
PE
We are going to do PE with Joe Wicks today, you can do it live at 9 o'clock or anytime throughout the day.
Here is the link https://www.youtube.com/channel/UCAxW1XT0iEJo0TYlRfn6rYQ
or if you fancy something different at 10:05 Marcus Rashford is on CBBC to deliver a PE lesson, or you can watch him here when you like. https://www.bbc.co.uk/programmes/m000jycy
If you don't want to do PE with Joe or Marcus, why not design your own workout, write down which exercises you would do.
Maths
Don't forget about doing your 5 sessions on TTRockstars today!
Remember if you cant print off the sheet don’t worry just make sure you write the question number and sum in your book.
You can mark your own work when you have finished it by looking on Teams, on the files tab for today's answer sheet.
Year 3
Today Year 3 you are working on; multiplying by 3
Note for Parents
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6LXexiU/JiIKlPjqLE/QiUMh0Silj7kHEIVmhWH8tRjTZdfUJUqRWGiLAsGZdgjetWlEHfCBmXYIfw59kHwWacI+33v//9fdh0yHBxzRDBDo1j3vFcCHboOVhz3y3B5kiYcgmJMsjbPqmfcoAYaIyumFrJ1+n/InAEAZuOECHUV0UippMhguUxZuFE6EMxnvJvPjN6hubnjQt9H5EGweb+Lmwu3Yhk5nTzHKzoKR2W6+wzXRwGIIJldI8rgwRLsQDPYplxZTkJNix8c5vm+PIf6yPCP0tNsOYEkSlLT6gs/ijtUJYanbJgfVOWQpg6eVjoOn7MLQ61hbDcKII1UJAoWWqCFbammHJbxOcIRc2HYCkSmDEiwtMKfMYhWF7jdAQbhgLlp12E4g1Gg3innXbqDTK45+hBS7BC9Cz9qHc+UtBkHIJ1HSx5y/qQQa5fI92Yc0RMlEzOIz6LZgyJiNN0BMtAIOMQLHxmIljhvVEEKwJFViLBaitGFeMc9oiXIm6ns/oK/O/fSiVY+ognGH0jH/Vf5aY3zF3m33xG4NmAQmKcAqFp8/aiQqNkIQhWqHYUwSrzfAkWLjzhtt6+h5O2IAQLJBaMMIRCD4nwTF5gMV+C1ViUZazijDxZiDpFxN2HPFjXsiraEHGkEce5EOzd7na3wUal8MLClz7Ps7WEWT4soFaQZhCs34QCY8GVFWww15ks3kFU2Vtv00IA2WqN33V8c1shS02wFgAggelkPgQbxGLOiTcb82XyG4dghWlZ323/1s94fNEPPQaDGCgc85tEKG6vvfbqFxplwmgJVn8QAWnzyJgYZxaTtcLDDgVurJnvo6R4etrS3FqE9NwrFMyjb0PEbbr5O2VqzAkvZxH2423GlM84BCtkJq0IIeb04rNIUZB2nHM0bcNoISuRYI1Ni+Rufetb99hrCwZaGO65LvF5pRIsMsyLjaK8+Ygs2xBx/n3os74iAhnrbdprFoJghWljTOT0zatbdESGPFj9mSEZ04z5Xm0ZuoQBMRQiztcvGMGaY6DcWeGta03hW7yT5wHmS7AqQSkLmWShCHnTMVc2imApPB5JtrAMAMohZC4Ea5EVzyHP91BiQt+5Ew4RrEVfbYcwd0hBZoLlLfFi/QXWFp74nhfZRD3y8V3veldvXOR5NPU2b5TznivBigq0c4Q64UwhYsTHyo+FMlFmhBXzNgtBsMiL4hYqj7Yfh2CFtHgl+cUnyigk387fIhttEYQW8+LGR65fS7CRR2v4aaswCKwkF9HIi+iEyBhh4RFIB3kJT5NRhM0oa8laWnkxTLRDpMPDbtcleIyGkjVVRMYhWNcJq7ZzrNZURJiSB0hPUIIhIizOhdK3MJAnnue4GNnGWywGNM+rPVppQ8QcAPPsGa+hRU6tYSzdHCIWZQiMclpt/vn7QhGs1a+IK/SfPOIxnZyfz+OEiEXT6LPcb9Upj0tkKDIT41TadH48RoMb2gVmjDQG3qjw7kIQLKcBIWYjkl423RK8MUSwym/VcH7KwTljX9g71rcYX+rQPr7ofKzOXjCCVQAEQokYhAauBnTkGRnMOlHIXAiWV8ASj4ZTMfkBQ17mLg30WBQjr1EEy3I2v0A5UtwWJfgs/ZC5EKwFQNIQ/7dSzUCzElJaudMPEaxOK9SrHuoTy8p5IZlgEYNz6h0iLIwU89L4+C0fDQ6DAQkIWcrH4yYUS14pOFeClT9cpRurr8chWAMYwSIKc9UvfvGLJx7RiPmRhSBYWOj8jLBYITwOwbqPshEdQarqx2jU3yIcFDiLQlD6EW7X7iImlEYW7Qh37RwKTD80aA1ueVgcZ1BHn2ZQMQwttrCwCSZC0ZR6jlwYK0hWWDj+eFThZSqHtlJ+BofoB7LzeIn1AqOEcaeP8g6UT9mlkRebjUuw+ruyiahIi5FoPAuxEfVBXPQJA8wfveFcrqvFUDx/WOg3wnbGchif4xKs/qrvivKEcTIXglUvJBe4O9KBlHr05RbfhSLY6FMiHZQ7mQ/BIkDYit4Yl8YM3YW4womw9kbUhgNlflXUwSNF5uWJKI+QvnlJ0RxpGOdZf/UXpn8LQbAIX1npX7pYH6eXreuI8TaKYLW/Oilz9HPjkAOVRZ9leBszrjM9REfEOpwFJVgZs8pZnjISxvEYA0uiDQVQAEMr6iyyCEvYBHkeuBQWL8sD1yEqwGuSlwUs2Ut0jXwRVia3uBehAN4ApSzlFZ3GNRbXGCytCGWOsvJdq1MCm0eqE3m4vQ0P6Whhqef0WdFCi+qjQ7PoGSntamkWvPm1EMQO6zaf+D0fYcHTp9iscqWUskfkWphlLJyj1JwPzy+nGZ8RuPZR92hHA2ro2Ur1E6oMoXyszGMAKBcDIHsmlLtyhyCjbLTF+faI8NpFFQZAEKy2NPha0faxwCp+szhIiF77UJhDr3OjcGKld9ynvXN0JM4jZ1jlUGnOA8G2BI4IYOwxAlgpe17ZbZxQIh5DYYTGH+JC/Dk9ZUWs6iOqY6xmTyTKmY8IS0jaPRR5u1OLcHk8u53vG/oMP+0jLToj5rLjWn3Q+LHQy5/Pbb/Ub2BAGUpHv8n9GR4UYSv6RDslo40od5Ee4ntWqvKJRZg5PaQSfVHbIxt9LLA3D4tUcpQo388riikF560XGHocRzpD0aCcFr3JoA9jyupb+qgV7ZY3T8m6N18b49IiRFNgDJkY23GdNkeuprnoPHOfYWC7hlEbulYaxvmoBV+uN+4iFOu7cdAaJwwo+mg6nec3OGpT4wwO2Wv2uzTCGIv6OBqTVt5H32zXbsS1pinMx7pOP8urnfVDRui4MrjIadyb67pCoBBYfAR45DyOIbGaNMKXQ7/XufkhgAR4rF7I0Yq3S4kQlBQCoxAogh2FTJ0vBFYIArwvodaYB4pisdwp+NYrj9/rOH8EeESmH1qMRXZ4iDMtipl/CSqF1YxAEexqbr0q+zqBgBC+cK85pFh1bF6R4hfCy6G7dQKQJa6k+XJz7qaeTO/4s7DG/G5+kmKJi1XZrQIEimBXQSNVEQsBCFif4HWDFmdZrBMvsC90Fh8B877mSmHvz4Kydu548UtROaw2BIpgV1uLVXkLgUKgECgEVgUCRbCropmqkIVAIVAIFAKrDYEi2NXWYlXeQqAQKAQKgVWBQBHsqmimKmQhUAgUAoXAakOgCHYVtJg3pyzWs45ecDH0jN+4sHhxhBWtJYVAIVAIFAKTESiCnYzHivzmjSOx3+F0BfTGl/wGoOmujd+8hcXK1LmKt+B4T+xCizd4Sdef19T5i+/eslJSCBQChcBKR2AkwVqCPt02aQtZMQ/Mx6vMFiJdr4aLd71Ol56XsOcXj0937XL+NkSwvM78WkLl89KB9uX1M5V7pRKsV515qX7+8ypDG9J77VxJIVAIFAIrHYGRBOudnV6qvBSCXGO7oYXIzxtv7A849D7KnL6HxZfKiMj5zvbzEMHGC9VzWt7F7A0zs5GVSrBtHXjKHvaPHWba3+t7IVAIFAIrDYE5Eyzymukl4m1lR90zHcEiDPcNvdw/p68sQS4LQbDym4mgc/7xOcob3+M4qu5+H6pbPjcuweZ7It84jqpLJtjp7h/1Wxsilk+0Q+Q96l7XtdfGPfmoPe3AYjOAkkKgECgEVgsCgwR78skn99sx2anDdlKx3ZRKeYPJtttu24fqbHRtB5DYdWJUpe0mYrspXqV77BITG1qb/7NVki2CbNkV84GUsh1LNt544/4+27HZvSHv2GDnDDtj2JnBhrresGJnEbtcyEt6QwtwvFrOnKaXeMubJxuvm7Nox+vovAbNFm+us/fhdERguz3vJbUzh+3KbCtmeye7X9ipxBZLQps8MIT2ve99bwIqu8kMbSdmayhzqqQlWK/Hs9WSV+fZNjB2MdIusfODXZBsg2aHHtuBwQMudibJu1VkgrVLhJ2TWrHjhw2nhyQI9vTTT++jEDCzlZe28Io/7eh73q820tlzzz37NxLF96Gj3ZNg4drZGnRD6dW5QqAQKASWCoFBgvVaMKtLkYwtmmKDW3NfSBfhUph2iL/f/e7Xk9SouUxzucjAtlQ25fW6N5uIIzFif1fEabeQ97///f135yl653i37rN/qpB1Xk1ryyIvQUfYtk+jjBGw+VeEYo51FPmbw+QV2YMzVtEiA4Rq827bUsnX3ovKn7eBahtH2BKB2vNTfghP+Z2zb6KtnqRlKy91t/VYeHWusxVVK4gTHqQlWKSmjAwLm1AH+ec9ee1/iOjtM2vLMPlLh0Gx//77T2SXCRZu5nFbb9fepOY/h0RZ7HdqE2eGlHwYFt6TGx6nbaVsh5bFdn3wGdr2Ll9nCzykDccddtihO/744/PP9bkQKAQKgRWLwCDBKu3QHCxF2ypKXgUPibc5JDwpCrjdbzBvsDwUIrZ3H/LNwpNCiiEIVpmCrOL8XEPE9gHkZbYrcY899tie3Ed5UAiW59oS06677toTapTLkRFw2ctetvvCF77Qn54LwbpxaA62JVhGRrvoicFkg21GFMkEy7O1Uvetb31r/5t/HhFiVGWve+LHruv30pReRCTiN54zD1vbaDfpRpTANfaa3GabbeLykUd9gGHnz36v0rT3cEkhUAgUAisdgbEJFiEKw1LQrdiM2ea9owTRbL755n2oNXaez9cOEazfKWThV3n6syk1TyYEwcYm23HOca4Ea6NqG4O38qMf/aj3iNtVu3EdguVRtiL0O+T5WdClzmQxCXaDDTaYFA6WX9uOmWD9rrx2DQmxc4hQ8yiJEHH7u7aTv02wGSbC0zb/Jr7zlE1FzFaQv+mEoX4027Tq+kKgECgEFhOBsQlWCJhHFPOCuVC8ka233jqfmvSZQrX7x61udas+3GrH+fCgXDhEsMKM5mu32267nrwR+B3ucIcpBCuU3cpcCfZBD3pQvy1Ymx5lru6jdi9ZqQQrtD0kQv9Bdi3B8lQRozA3MhbqFWIeJaMI1vU8dXPQhCEk2kDM4/P483x6/8MY/5SJRy0cXVIIFAKFwEpGYGyCFf5EeOY1W3nc4x7X7b777u3pwe9nn312d6c73WmSl9QSLO+Ht9w+y2oBT+vBLiTBmu+zgKgV880I1vzikKxUghW6FZLO4jviNXdLWoJ1jsfKc2XkWGTWhr5zeqMIVphd/h4dIkK9PE+Ea2GcaMF0cv7554/82dztxz/+8ZG/1w+FQCFQCKwEBMYmWIUVPt1vv/0mlZtHsemmm45cDcqbjEVScaP5Vco2pCVY83kW6IT3E9ch08UkWGFoi6ba+eLDDjusX03dzvVGueZDsK9//eunvKUJpry/L33pS30W7SInJ8edg33zm98cxeyPsFbHP/7xj/33IYKFg8VR5kitjJ5OpKMtY/VyXGvvTGHhWIDlvAgBckWQwu6jRJrmWtv2d7253Q033HBVvCBkVP3qfCFQCKwbCIwkWCRDkZ166qkTi34szBGee8ITntC/YYcXseOOO/aPw4zafPi0007rleWRRx7Z3/Oxj32sDxXyYkPOPffcPi+LYcLjMqcppOh6b/OxiMqjOuMQrJA0ghCWns4TsurXCt78CIlHasyR8tTle8ghh/SEAIdRMh+C9VgQMrV4zMpl9fVIijlrj7kQoWmLhHj/IUKuHl+xkjukXeRkcRm8TjzxxL4uJ5xwQr+IK89bC9db2awcIfDjuWpri9RmEo9LIVPzozAzVy7a4RGkLJ/4xCe69dZbb9o53bjeymtpIHhpnnXWWX1bWIRmSqKkECgECoGVjsBIglVwq2c9KnPMMcdM1MMcLC8EgcVzpu1q34mL//eBB7bzzjv3JOFRG0q9fazn0EMP7Re+BJH53XXysCCG92PBk3nYEKSEwIfEPJ9HXYR9R4mQr0c/8nt+GQoeBUJw3n8rXIr4pxMrXB/ykIdMucTjTPFcb/5ROD17fAjEwiL5MSI8+tQuqPKMqraIlbgXXHBBH5aHZxg3vNF47MVjOkLByiZtBO1Z1qOOOmrSqmurhM2Nt6vD1WFlzQcAACAASURBVOcBD3hALvbIzzx7dfXsrzowUoYWMPHMec/tyuZRCbvOIz4eLbrWta7Vz8XnFc6j7qvzhUAhUAisBASmJdiVUMAqw9wQCIKdy91CtObAedQLKUjXY1Y85JJCoBAoBNY6AkWwa7SF50qw5kyFfM2/5vnT+cJkQ4dNNtmkf/PWfNOq+wuBQqAQWA0IFMGuhlaaQxnnQrBeb4hYheTbEPUcitDfYm7XHK8pBSHn8l7nimTdVwgUAqsNgSLY1dZiY5bXHO1s33hkzt2ccbuKeswsBy/juXplojnxItdBiOpkIVAIrFEEimDXaMNWtQqBQqAQKASWF4Ei2OXFv3IvBAqBQqAQWKMIFMGu0YatahUChUAhUAgsLwJFsMuLf+VeCBQChUAhsEYRKIJdow1b1SoECoFCoBBYXgSKYJcX/8q9ECgECoFCYI0iUAS7Rhu2qlUIFAKFQCGwvAgUwS4v/pV7IVAIFAKFwBpFoAh2jTZsVasQKAQKgUJgeREogl1e/Cv3QqAQKAQKgTWKQBHsGm3YqlYhUAgUAoXA8iJQBLu8+FfuhUAhUAgUAmsUgSLYNdqwVa1CoBAoBAqB5UWgCHZ58a/cC4FCoBAoBNYoAkWwa7Rhq1qFQCFQCBQCy4tAEezy4l+5FwKFQCFQCKxRBIpg12jDVrUKgUKgECgElheBItjlxb9yLwQKgUKgEFijCBTBrtGGrWoVAoVAIVAILC8CRbDLi3/lXggUAoVAIbBGESiCXaMNW9UqBAqBQqAQWF4EimCXF//KvRAoBAqBQmCNIlAEu0YbtqpVCBQChUAhsLwIFMEuL/6VeyFQCBQChcAaRaAIdo02bFWrECgECoFCYHkRKIJdXvwr90KgECgECoE1isC8CfaDH/xg96tf/WqNwjN+td7ylrd0//jHP8a/YYGvPOKII7rf/va3C5zq/JODyUtf+tL5J9R13Wc/+9lOfyuZOwKHH354d8EFF8w9gbqzEFhHEPjNb37TveY1r5lXbQcJ9q1vfWu30047Tfv3gQ98oM/4Nre5TXfaaafNqxBr4eYrXvGK3Ze//OV5VwUh/etf/5p1Ote5znW6T37yk7O+b7Fv+NnPftZd+MIXnlOd2rI961nP6h7+8Ie3p5ft+5/+9Kfu8Y9/fLfRRht1iGs1yJWvfOXui1/84mooapWxEFhWBD7ykY90N7jBDeZVhkGC/epXv9odcsghE383velNu6233nriu9++853v9BmviwTLY29JcKEI9j73uU/3kpe8ZNaNWgQ7a8jmfcNuu+3W7bDDDt073vGO7pe//OW801uKBNZ1gv3pT3+6FDBXHjMg8Ic//KH785//PMNVy/vzohFsW6173/ve3cMe9rD2dP99XSTYu971rt0b3vCGSXgsFMFq1G984xuT0h7nSxHsOCgt3DXf+973ustd7nLd3/72t4VLdAlSWpcJ9kc/+lF3mctcZglQrixmQuCxj31s9/znP3+my5b19yLYZYJf+Pz444+flPtCEeykRGfxpQj2/8D6z3/+033sYx/rfvGLX8wCvdlf+uEPf7i74Q1vOPsbl/mOuRKsqNbXvva1ZS79/LL/7ne/262//vrzS6TuXhAEHvGIR3TPfOYzFyStxUpkRRHshz70oW6//fbrHvWoR3XmcFsxt3jKKad0gH30ox/dvfe975245Mwzz+wsEmrlj3/8Y/fUpz61+/e//93+1J177rmdhT2tIL7sAZ5zzjndk5/85O4BD3hAv9jm/PPPn3QLhfzOd76zY1Hx0s0nD+UXNx177LF9XJ5Xf9hhh3X//Oc/+5+CYN/85jd3++yzT3fAAQd0GqgV83bSeMhDHtLP31m4k+XUU0/tPve5z02cetWrXtW5541vfGP34Ac/uPvxj3888Vv+MESw6qJu5Oc//3mHFH7yk590z3ve87oHPvCB3aGHHjq4QO3ss8/ucYeZuUX3Em1oUGSvDVbqqoxZzJf+5S9/6UbNwZqv1rbK8cpXvnLK/XAVJQgsv/KVr3RDc7BnnXVW377S0R4PfehDOySS++B5553XT2+ojzR4MjOJayzOku5znvOcSX0K0egrV7rSlbqDDz64e/WrXz1tn4GBsknraU97Wt932/z1gwMPPLDvpxZWWGCR5WUve9mUMLSwtPNZvvSlL3VPfOIT+3Re8YpXdL///e/zzz02M83BGlvqpbzwggPP7ylPeUqflrYwfn/wgx90z3jGMzr5hHzzm9/snvvc5/b3uu+HP/xh/NQfnWsXRTKGTDuF6KfOffzjH+/1yeMe97jubW97W/w8cfz+97/f46ldX/CCF/R9beLH5oM+QA9c7GIX6+smj5C///3v/fgK3SSv6XSA+0zjtPUwTnI9jJPXvva13d57793rlyF9AENpqQPcjM+ZRPvEGNav2rC3cXfCCSf0YwF2WddKW3iWXvj1r3890ccPOuigQd3y9a9/ve8Dytf2y89//vO9TmG46BtZH9O7+oY+1PZDOtKUo+kV/SEvutM3Qy/QfTOFkemJk046qdcTj3zkIyf0XWD4u9/9rnv3u9/djx11VB55tpi5Xp/AA/vuu293xhln9Pp7UeZgo3BxnClEvNVWW3U3u9nN+g6MZK961atOWowChDve8Y7dta51rZ5ULFS5/OUv37385S/vs0Cu17zmNad06te//vXdta997SnznW5CHsLTrdzpTnfqjjvuuP70F77whW7DDTfs7n//+3dPetKTujvc4Q69UjTYQh70oAf1ZUH6wFUORsKQ/Pe//+0HAjLdcsstu3ve854TncO5W9ziFn0eBjJioJTyfKoOvfnmm3ebbbZZjxXC3GCDDSYpj/vd736TlCaLe9ttt+022WST7glPeEI/KIbK1hKsfCkT84OE4XG9612v23jjjfu2UUb4XeMa15ggUNcdeeSR3SUveclu99137zG75S1v2StlSpUi0m6Rpuudt4jp/e9/f5+PfwyES1ziEv2q5iGCZWD4fc899+xxMMcPO4qBUG63ve1tu6tf/eqdQRN9Sh/Li5z0D+nc97737dO5yU1u0l3oQhfqkEwI4rrKVa7S7bjjjn197na3u/V94Fvf+lZcMuVIsV/2spftbn/72/fpukc/YuQQ9b/VrW7VXepSl+p23nnnzvj461//OiUdJxgS6nG7292uT+te97pXnzbcQuAB8+in+hbvOAwb113/+tfvPvrRj8Yt/dF350OOOeaY3kOjRPR36Whv/S5kJg+Wpyr0vf322/flVb/11luvNxAiDeNWm13hClforBnQDuRNb3pTj5MpFP3LeIOjiELIda973Z4447sjxZajAdqKTtGn999//54ojCV9MoRSlzY81fXOd75zP94QwpAw4rXnRS5ykb7NwihgNFL2dBMdoH/ByPy68T5K2vHmOk7GjW50o4lbdtlll37cKh+lDa9nP/vZE79/4hOf6M/d5S536evgSHci0FGCGC9+8Yv3ugfG7mHoRZ9nUG2xxRb9WEeu9BCcGJ4hCPdqV7ta33f8Lh2Ya3cGUsiJJ57Y50UnqQMdTl/AnjAItJP7jGXOATn55JN7vRbjkg7RFxE7YQBaGIi8YBRG2NFHH92PZ2SuTO659a1vPXJs0RN0mD7OyKcnjEl6MuT000/v25bug0H0S/raNE8Iw5cu3muvvfryaceb3/zmi7PIKTKN40wEiwDyoh/Wy0UvetGJMJ0BCcy8EIQS1vCsQMpJhbPilvc222wzMk4/DsGyvimbLBo/wocsVZ0zdyrkq8NkBZjv93lUiJilyiMO0bjqFed0AMSRlTGlpIMY6GSIYHXs7DVG+vkYA16noyR0tPBeXYdgtUkMROcoEBiz7AhcdDJlCnGNelFORB143yGsQQRr0ISwXO9+97v3X1uClQcyicHoIn0HYcVKXESGFLOVqV0YW5lgKaO8jF7dkbD8ibIjgsc85jH99/hnMO6xxx7xddJRWzGC8iB1AS9bW4ZF3ZLCpETSF2MDXllZKx/FSFjY2urtb3/7xF3wQGwUZMg4BCuf1jOTP+8uZCaCRZiIPgv8tttuu4lTxjPSzeMVLsZStGFcrF/c+MY3nhgD4xIsRZ4jDcYjYyqeXtAegWHkxVDnEY6SoRCx/ovcszfKM9a3wqAaSi/GW/4tEywygZH+H6I+vDeir2666aa9wo/f9RFedKuz4nf9whjgvWZhWIXxhUAQg+hfiIgUXRuPuCFYZWs9W8YKg4bQUYya7JU6zzDhuRIEy4iPNnHOo4Luy1No6kqHvfjFL+7v868NERvr2jdHntQXgTP6h+Tb3/52b3Tluipb5h46WF0Dn0jH+IqIjLzdk/Ggb5H/ivBgWR6tsBh0OGJwCke2wnKM0DCFdo973GPiEh6GxtPZh2QcghU6oJjyQM1p8V55ra2wxgy8UTKKYNsQkI6FfCJ/g/Zd73rXpGQpdEovCH2IYLN3OOnm9MWA10EQGyXWPjKkw/MSWxEKlCfhibDkMxk4Ly0dkCekLNlooOR4LKxm4l4eOkOGtATLKqZwWxFKC4XJ2hcubeXpT3/6BMGy8g2cVqG6jzVOXKPc2bBz3sCkcAzgVvzGy2lD8bz3S1/60hODcByCZUzIPyz0yMuAZsggJcQa2MXvjsJaPPKQcQg2rs1HIctsTMxEsNpfG2XRZ43FEATb9qX3ve99vaEApyxCnvAMI3Zcgh1qf/WI6JL8GGHTRSJyOXweItjWAIl7GJKMjVEyE8HqW7AUwg0DO6fF0xadakP4yND4GhLj0D3TPe+OEIb0Me+fh07oCQZMK8a/SAtBxqJV0xn2CBZxZqHPOQytDmGsRNqubwlW1DH390iTAR3Gepyb6QiDMCYQbI7yxL0wEvUgdBUvuxVprAiCRXatsAqDYFm2wqmsK6EGfz4bbMJjhNer84QypExZGaNkHII12JEHZbbrrrt2BmXu7AheKCyXSbl4QfIfJaMItiU19wfBmlOjbCMkE1g46sjCkmSIYCMkM6o8zhvw0qEIh1Z8I1jlbsUcXhAsb0M4tBWDRT1YgYwGIU9EK6QrdErJCVshFHMoPNSwKluCFYrR4aMPBA7aR3sQBtmQ95DnYOWtroFblFlYCkGT97znPX2fkkfkI1+KhtJvycA9+pX+OiTCVQwSMg7BCgEyAnJdlYMH7bz1AKz6IY/lM5/5TK+goxzjEKw+Jj0Gj7Hjj7EzG4IVcmtXd/IgcggXwbbkwyAVhRgSRBhRkXEJ1hxiKy984Qv76RLn9UNKWl+jKEWjYj1Ee198HyJY/TdHeuLao446alK4N87HcSaCdR0jCVma3tFvcsifpyZykfumz+qkbw4Jw4cHO0rMZbrXuoRWRDEiCoFgRWlaQTRBggwznvB0gmBz6Nm12kj4N+rlqP/rg0K+IS3Buk4fy2PFZ+Qa5Y578/FTn/pUP96jvzvCNRPsEHninSBYYfshnbmiFjnlSvucCdYg4C3qZO1fzA9R4qxJFh9h/Q11/MhnHIKNa4VFhT7MgZgXikl1noMGbMvk+3SkNheCZckjKZ56mx+SC2U/H4J1LxI0yEzSZxmHYIUkpyPY6LQGB0PBdwpc2zFUWMBIMM+VtQSrHdzTYuB7pD8OwaobMmX18rBEAKShryEnIhwn7DSU15ACdw9in45gKRAyDsFSZNpiKP/wMhaKYC0yY20zVHgRxo4/imM2BItMGWrwgSk8eDt5MdUQwarHdAQbj7XNl2AZOVl4ghbF8MwRQg715ut8HiJYRv2QnkGwonCjZByCda9QsbFHyYua8KiIsSKUOtQ3RN6GhJc3HcHKi44ZRbCxZmUcglWuuRBsGNBD9WLwhrQEKzKB9IfuayODkYboDzI1JukA7eiIO0KXwHvNE6yGHQoRB1Bx1IFMLrNGDZjpLNLZEGykrwMqS6z0M6E9FCKO60cd50Kw0mLN6gDTyXwINt7k9KIXvaifR47QtPzGIVjXDIVTrMpGFDxUosPzSliYEXaiYM3VMlq0TUhLsNp4yHqO6x0t/kLUrfD8or0QioUa1gc4Uizmk/Mcjpeh8HKj3G16Q98pbJGG9h4hPwZaKONxCFYoGG5tiDjnS9G24Va/z9aDpWwQYztmLHabDcHyAITYtRFMkbb+lGWIYPVr+bdhd4SnDUSoyLgEO9T+xmueg89lEm5X9phXy7/F5yGCRdhD00GMTXOSo2Rcgs33G1+iP6JojBfG4HTh3nyvz+YXRePCQWh/91149nWve92Un0x7ITUyDsG6ZiYdPOTBilQwTHKkcEphBkLEDE7rJWYjppTy2o+4Vx+bDcGKDFgb04o1BjPpqvae9vvgm5zai2Za5JQVatybPVjhCeGB3DF4PcJ7uSGE/QxS9870jJTVjm0HNcgsUPr0pz/dF4MioOSyUN4xCIVEdPh2vs2Kw7wQKd/vsxBceCDxG/KcLkTsOgSkU2QlZHFTEKNrFoJgw6M0PyKURsYhWAuJhHrzogX3IrXWCjT4skUOM9/9RXjYvS3ByoPCbfOg/PxGLIASZrIAKIQici4WRyEt6ZgzJercinP6UquspTXUVu6HFwWRFwY5zwMzB8tII+MQrOtMN3idYhbjwAp3EnOUbahbX2GJh4gstPXwPSIOvAPly9gzQiiI2RAsjMO7H8JUeYYIVp14ZK33xbug8KIfWjjisacsxjrPOwTBuyeiW86bTzfGYjGYxTft+gxhRpGVUcLg5LHm8YckREEybowrOMT01VB6xnG72Mi0ktXHRP8Krz3uZ7wZX/L3h6QZplnUmW4bErrCuONdZzFvG0Ycg1eYNyJirgvsYlHaOAQLj3bRkbR4xxHqHiJYU3z0crRTlNNaibxegk4JPRxlNJ7bxUiM5FGPLukzYTREPurGMJwNweIIdaXDQvCSNUHm4ucjS0KwFKUVc7wjKyhZxJS/R2Li0YyoBAsVQPEqxjg/dBSWpEAoQ2lSZizSGMw6mzx4WrxWSosSiucAdXKdkTdmcAqDaTSKInt/bd4UDMVt9V7IOASLRCx0sjLOPBdFw3vJobWFIFhlQmzyihXC4xCs+5RL2EUoG2aseN/DaIn6Ig3KIhZpwJJxo/xZeFQ8TB5BGFgUkcFkrlQewpjyiBWWFInHrUQzDGJ/PjsXq63loYy8TYPDoPYnQpEHt8+sfvMt2lc7C7PlFbq5vD7zUqVlblT5hK+kkVdUjkuwBrp79VXeJKWCPPLclbA5w4SHLj/WNM8xEyzFIZ2Mme/OE7joR8hCPY0J0YSWYD17iHBbcgoMPKtuXjLwdDRulUsbkyGCdT4e8YKX640394didw1DQPra3DXq47v1ESEIVv0thkNAiIwhjNSC9M2bCeXrh9KhN+Q1KpwYaauLdo2VsIxyc6Rw4snSI9pHG0R949585LHDX77y156+h+GI9EQ86BO/G1f6XTYAeHvKzOhwDT0lHC/kPUqQtj7v8TX3xKN+sWYBwcmHQez3wE45ArtxCFb+puuMreiXxrY6xqLLIYJ1H6OKbjAtqAzKqn/nxXOilNrUquRYSGVs0AvRN2BKL+TxnHFhlCpPjAmr3RlG0p0NwUoTTvQXj9j48dQEHKfjgVyWUZ/HIlgruVrLNBI0kPOLHeI8sHLhKFdhYhYeq1uHax+md6/GoQTGEWkiEAOP8lWW7PVIQ+MY6MK6Gk7Hz0IxWcHKS6eEKf9c7nxtfGYdIkf3hLDIhuqj8fNLGAwAdRTOQl4wyb/nJffSZqEFMUVeQ0eDs/XWDYSwkBkVOnsrLMbWG6ckPPIBM3iEl5jvZWW3JKUtshUY13sO0lx3fu4s50FJtQRO8XnQHEYWyCm7cyGwpgiRrDzjj4I0SPMLPJQVsaqPZ+woozDCIr32qJ8YbO7RBjnK4FredrbA2/vzdytozU1JS6hOCC/nz1oWBTKnLDpivFkglQlWekhd+aWDJHzPwthRf8rUdQwFSig/yqQtLVAKBZTvp4CNTQpfmwWm8EIWFA+RZutFRToWnbD6lVHbtOPNdRY/5nq0pIhgGYTIxHw+XOSXjSvpqEP0U8o85t6jLENHfcFjSELzIVk3yU9eofTjmqGj/HM9Wu9LH6G46SZtwkBrQ/g8XTjBi55iZOao3lC+HnFEWu5hzLRjzuI5Y1Fbwk5EIvc3Hm08ypbTh00Y5HFeP6A3oz1z5AdRZxzjHkdtSve5zzE/C+13fc2jVvRC1tnSZDS4z7jL4zinH59hEf2NruLJM1DCo9ffGQKtiCAxFLOYXjKutJe0IqKWr5nt57EIdraJzvV6FqPw3FDIea5p1n1rEwGGCM9jSCxkY8CtZmnnYJeiLlaDix7FSv6cJ4NyXMM33zeXzwg2wtRzub/uKQRWCgIrimCF0BDsONbjSgGwyrE8CAgxma9vycD8qmkBHtBqluUgWHOPQnutd8v74Q3xLJZCimCXAuXKYykQWBEEK3Ri/ojCzCGIpQCg8lidCIh2CH+ZPxdiFoIVLrMIRIhzukVqq6HGy0GwcBGKN19m+gOmph5ECsyJ5kUqi4lhEexioltpLyUCK4JgLXDwwvR2DnEpgai8VicCDDKLa8xrm7M1J7MWxLygOi2HWFVvQYr8RZXM9bbzn4tZLuH/oXUdi5lnpV0ILAYCK4JgF6NilWYhUAgUAoVAIbCcCBTBLif6lXchUAgUAoXAmkWgCHbNNm1VrBAoBAqBQmA5ESiCXU70K+9CoBAoBAqBNYvAOkewFlKtxJXKdt6ItyItRm+z4cFaWUTm7V/tywkWA7NKc2Ug4A1oQy87WarSefRrppdYeHGCMVwyFQEv4MgviZl6xdo9s84RrMcQPN6x0sRr4eIVZItRNm/vad9cshj5LEWaVp0P7Sm7FHlXHkuPgEeF2reGLWUprKie6SUbnsf2ko78DuClLONKzit2vFrJZVysss2LYL2E2TuGZ/NiCK8Bi3dizrdSXjvm/cOxmfM46a0Egh3CYKUT7FCZx8F7Ma5ZFwnWmGlfoefdq/k1iIuB9UpIswh2/q3gZSHeNWAXn6WW2RKsdyAP7ZKz1OVeiPzmRbDeeek9mrN5Rg5wnltcCNFpvA92NqHPlUCwXp7dvv93pROsjRNWytuR1kWC9erA2Bowxo7dXrzXd61LEez8W5hx5sUhC/F+3dmWZrYE633EeWOA2ea3kq6fF8HOpSJet+al/MslK4FgvVA6XsIfOKx0gm13+YlyL8dxXSRY/bbdqWg5sF+OPItglwP1hctztgS7cDl3/Y5IdhZbLhlJsCameYZ2EWE529nAVlbZW+VBOpfFAhSvPkQiPDW7a4RYaOM1aHagYKW4P8SLxu084T5vj2lfyya0YR9CYAmLxXZTNgbIZZK/36Vj3sauJFlmIliv4LONlDfpCFVIR7nsQEG8p5UXbvcObw4aWpikrKxF9x5++OGT9pq0q42ty9wPgwj7BcFaKOHVf8J/Q5uzixrY7UPadogZWnxhk+uDDz64v8auGbBs52Dt4GN3FOnYfeJrX/tahmnSZ1jb1s9WW8gth/i9ccfWYdKB7TgWsvJQmu6xm5DyZtEGp59+et/v7JShPXIbZ4KFnz6YyxRp6Xt520M7aIh4yNebw9qtEuO+fNRnDzzwwP4e/TJ26Yhr7NaUd0Nyfmhc6D/RJjYiaKMuyhL9TX55IZ5FPrbu0gb6ROxdaheV6JdRHm0V5RUpynuqusbWce6Xjl1S7AJlC7lW1Fsf1E+9WWmmRSpwsa8rbO1e0u6xbPck7Uyv2AnG39CmHspmlxXpiI7ZQ3UmgrVTi+kqOzIpM11lB6A8H6pNePv6ieusR4jXadrj145ajH9ju935JeZgtZm2i34bewPDbtQcrN2EQheoV7Sde7KuoScCu2hTukbdR+ka5aeD3EcXxB7DbVvG97e85S0T03n6mzFGfxmD0lC3rHftLhMYRRqOFpzl3a/0T7s4ScMx75rl+kyw+ufQgjX5xJZ7xmx+I5u+qpzGvbbFR3kLxCibXXm0q3LAzZoW2xOaRlwuGUmwtlOzb6m9PFXKe169RH2bbbaZ2CfRIDKxH8rNy8JVyB9yo5C91zS2C7KtnP39nNt44407DUNs0eS8d8jqKPaKdU1eKWpbIyThXbPbbrvtxGbG9vA755xz+nR0ePu0Iivp6Jj2W8zh2JkIVge7yEUu0u8ra/so6dgbUD4MBntQIkADcbPNNus3ks8DzSbu8rTNmnthePOb33xCQdkKyf6X0oNB7MupzK676U1v2t9H+ckrbzxv4NnCzD6f0rb1mbx06hCKzn6IOpVrLOiy1Zi58rzIabvttpvIyxZdyhR7WUZacWQQRJltERfb+amr89pGXgjA+6SzURVpxJGRpDy2LXSP/mQPzCBZhGnLNu8Yzv0u78+ZCZbit3/v0AIx+Mam2UKssPKOXfluueWW/d6x060fsBWX+vEc3aNfKnuex7I5he3bslDExkUYkIgQLhbKSEcf0EaZrI2N6LfaTL6xD6axpL84Z49Khhmx7Zo9TEO0rzq6Xz76gHyyQvNeYf0s+od+Zi/jvAk6JWifTYoq+jkliRCGBCHJN/qB/gKn/LpDOxwZC/JXNgSrbHlD6xi/9v61zyvCU295T7fIyUYE0rb/sbFJARsn9gYOw4xhrk38rr62j0OK+qM2ND4QOp2h7nkrQgSr30ufTnCdsa/fhnc0RLC224OL8RXtYf/nMOy0/3rrrdfrGli7hq6h+9Tf+Nc+2kDfMO6zrlEH5XafvqB/DBkt0WbKHySMIPVJ90f/pvONpWg3uijrjEhHvnQhQX722NanlcPR97yiOhOsbeCGFoxxiuhuguhtQxiir+qzxqw8tCEe8DkEl+Cq6NfGuW0rcUa7RWDcsxTHaQnWIAlrSmF0IgPcJrmkJVgdDwjZomcJ53eqtiFilouGb0OmBpTGDyVl8CLhds9FAzAIlrdq78EYVMqow1HWkc44BGsg2rMzxL3If/319ybuaAAAFrFJREFU15+0oIqFrOFZn4SVpYxhiTlHKW299da9dxLpGUxtfQ0gnTNb3aIHOmvUx0B1Te4w9vzUkcJq5OnAKuorT4PKLikxWLSp7zHQXYOgslUaZY2jQRj7gTqnjfWP6AtxHVI0oMLoivNx5A0hqhDXscJjL13KjALM5MNwY9wFzplgpWMw7rXXXpFkf9RPKByRCF6cjaNZ7CHahQIZta+pfknRBcnFfTw++IbMRLDqp23zJtrOaafYfNu4omhzNARp5b6u32qDLJlgRQ70z9i03nX6APJhsIQgOGQefcp5eVGsQaAUunYM0Sd577lPxW+OFGKen1c/RGWshyBYm4Bn3WBxor4rKkNEilyTvSYGqP4wE8HSAzEGpMVgu851rjPRZ4NgGYHZi9R3GOzZ0IKHckUUQZ/Uf7LBDxNGX7RrS7DaUv/LET743vrWt57ox/o4XZO35gsDU1sG0amP/GAjykE8OsQRCMPUOfqi3Qmpv/h//1qClXe7n6t2i7l+Y9tYzsIgoTvodX0Ixu3esjx2xm30sUyw6mTD+DDSI20LsMJRGCJY/Se3EQ+XIRQ6jCFCr+Q+KpKadX/ktZTHaQmW19oKb5SVRVqCpWzCY2jvi+8twXqROCsvg+daDakDCRERSo3l0kom2PY333VYHSIG3zgEK988yKVDERucregUFB2h3GAgzyzHHXdcv5l7nBtFsEKhWSgqlpowE1LVoYYGkA4szON6VvWQB4mcg2BZwRTqUJgl558/twTLQpVGDKK4VgQAWQTecT6OiFwZs+EWvzny/JFYK8961rMmiLklWB4kQyQTFE8DzoQS4XG0YgDe4x73aE/339Vv8803n/IbhZ+NnpkIlvdIOYcBEQnyElnchJJAIlkZx3VxnIlg9U+eXyuULmUdxIZgMwm7Xr9hLIWhKpTJE8gbYbfpzvSdl50xpyAZUq0woqNPM0SzcRrX8uZmIthsEMR91nogTxIEGx5cXMOLEwptRYQH4RMEq/yt2DIxCKglWIa9SB5ss9CPDBwSHmyraxihyLsVRnk8YkhfIsyWINt78veWYLV5NtZdq07IjsCMbg5DwzlGtr5BbIaOLLPB4jz94vxZZ53VX5cJ1gmRhSBT3+l4Bk1MLw0RrDbIAldGd4SSjVU6MAsOYUREv86/LdXnaQlWQ7fComcVkEywlBtQ2w7c3t8SLCUXDdZeK4QUnR/BDq0+bgmWF2uwCXfEH8IMhT8uwbZl0ZGz5xW/a1ThCCKcS+EKXeQ/Spz1GTKKYIfCnLCGqRCIztLOqUmT1anOFKJrQplGfo7tHCwPPcLyFG62/PJ98bklWGRtoAwJpZVDRPkaxoeysu55cTFA4hpKmUHSin4QhNQSrGt5idE/1F/dkAsxH4N8cpv4zLsbMprco37WCrTCc8gYz0SwFC1CbvNmcTP8Qk499dT+OhEKRNsaLjMRrJBdKN9I05HyU96vfvWr/WkEO7TyGMGHIkX4xo6+J90cYs5px2dKmgfL0IwxR0m3BCtk2grFGCFvOGWvLa6daQ5WOw49riS6g0RIEGx46c6FER/TNJGfIyMvDGfKfSisyZik80hLsLy6IV1gaiQILAg25+sznMKJyb/xXhnKIcYEI9e6FtM1OfoV1+RjS7Cika2cccYZfbg9zutTwvkEqQlTxzijQyKsG9fH0faGQf4twcKT8RHkbs1AjgoNEaxytaL8sQYFXq0njVj1fW2/XDIngqUcSSZYyp3nMluCNYc0HcFGI41DsJSZsglxWFASfwbBUhAsZcSqQqDtX7bA5kKwvFidZRTBIoPZEKz2s7CMZ2CuR+iq9bJyp2wJ1iCYjmC1xXRCyVMWvDsDOCz9jTbaaCTBUsBkiGAZOsL1hNFGEYSY55Nu2ya+D3lM7tN3FoJgEY8+OZR3u5peH0UmFKExgQBCZiJYhD0dwZoHJuMQrOsQkZD6Tjvt1HsXeXogyhRHBp45T9GtGHOMp5VAsLx3MkSwoih01iiCNddI5kKwxhVMhto9dMF8CVbZlF2YmvFpes5ir1EyF4I1Thkp1jpwXkybmHYhxtl0BBtGT0uwDAHpSJshKf280G4uBCvqwrCXJmcBDhwikYDQLaNwWczz0xJsXvgQhQCqiXqSCdZ3DThT2LH1YFkmwqCtsKKFJ8LDGYdgzanl0EOkOZcQcdwbx3E8WCGwsE7jvqGjQTc0BzudByskhGARbSuUoHluFiGPfsjj4EVbOTskBo85ZuUaJS3BItAhC1gkg1LLC4FGpek8zxz5xZz3ne98535Or70nYztEsIwDIXRWq1BjJgRG3JBH0OaRv/MihiIWs/Vgha+HQuk5r/azvs/4uOc97znx00wEy+MeCivqC/pNhHvHJdiJjLuun3KgEIUEWxHWk354yPG7BXOzJdgcLo50HPfff/9+ZXQ+lz/zYPNiwPhN2JxOIEME6zzd0D5p4Dz8eVYEIQoZt2IqxhwkaT1YCp/ROp0sBMFG+sLMxmieb4/f4jgXgnWv+VTTV9a3mHoJMb3H6G2nxBCc8zFn3RKs+00/SosRJ1IZ3qzf5kKw1g0oJ2NWf/RHp01ncEQ9FvM4LcGyTvLcKKsWgUTHawnWqtaw+qLQgMthn5ZgLXBApMI5WSyb51lF2GMcgqU82nkeBJ7nBBczREyZ8ZbNr2VBYP5C5kKw7jWf1M5P8nooiQiVIKhon8iPcmUlhrEiFOhxoSwIJear8vn43BIs7wqRxvxZXAd/1vSokLP2oIyy6BMe9SEW0wjntv2OURcLSoYI1r1CerHiOXvjyN40QfsoklAyMhsS3o15odZYYQgYvBGGF2Ju+5yQp3lmlrN6CL/mRUDyMy6C9JQrPMwoS57fc24mgrXoRN/LY819+kJ49r6PQ7C8+txf3SdaMeTte6QCHsgiC496tgTrHv0si/GvzB4xGSUIVjg2z2Xqf8pM8ZJRBCukzQPPYhU4Ra2fEV4i461V1hZIRZSjJVjRIe3RRvSyLpgPwVog1q61MC3DSBklcyVYTgu9z1CMeVV5mH5wrl07op84H3OzQwRLB8FUG7WO3FwIVh8xzcIjZmTnxV+j8FiK89MSLKVscp+3It6vI3PDQ0G2BGuyGlla0UmRmhcAYLasPTIjfMeVD8vHqjPpssJ1at4Y8GPFHCDGIVjhKcqdwpMOpcRIyCHiWIhEIQ1JPKbT/jaOB+seZEGhWoGnDFa+snLzo0LmMIRzWICBgTnE6TxYacOM0hcCp8TNVVIs2WpFtJSDhSHy1wbCjeb2IlQSczc6smuQq3BW61VnDNRDOla2RjrxKIF2ko4QoZDvqJW50hMONhjg4R6Eqq3DQOAB84x5j9HvWKIwjUGDRNSxJXeeCGUfc2e5/MKnFIx6yFf7qHOE6/K18Zmx6PEMxp57zKOytjPBIk4RmEhXm5hf0qdD5KWOHv2QjnuQXqzW1JbmjBkZftdm2tUjDSGUqXy0XRid6pkf0+F16WvWTkhH++j7HqUIGYdgGSmMLdhIx9MBIiPGeyv6LyPD9RStUJ/FiHCaLcGKZmhnY0iZtb+y8EIzebZloJfoKuWgZHlF9AWdEvNvowiWV85A5Z0hKHVGUvReNhJhDTu/u44xAJNYhMmQkp+waMzzIm5OgukLOIYuiLUt8yFYusAYMO8obaRG1+mjo2SuBGtait5BlKGvIg+6mrdqHCuHo+85kmgcwSt4I+71iJ502wWPcyFYkVXtwRCIP/m2TwFE3kt1nJZghTlUVseiNHRCBBRCGSLQLDwjK0ENMESqwSNm7zodkeUnPfcTjUbpGCDuE84zuEKRu4YlOrRwxuKDGESup8wMSMqTNcyaQfDh0VBOPMihkI98hAA1fCuW7udn9uJ3nkZWhAalgaSR1YXiQSa5Y8LA4LMQILCxCElZW+GR5iXtFu5YVCVtpKwjh8KNe5WVss1tEB5XXGMwCBu7BtkzTjLecV0ceXpwU+bwbtSJslBH6VCG+VGYuDcf4WMwCOO6R5tnAnCt9kQ++h2yNThbD0lIMOPnPuWBVxtB8BulJ2zME5av9vd4xHR1Zg0zGizEcY/669+ZYKUt9M74cI02seI5h7zkgXyE8l2DXI2r3CbCadFm8rOCNSt4+ehniDcWIyFk4yREnhRc1BHxRJgurtljjz0mSCHOOSpbECgyU2/jSHkZcBH9yPfEZ1EoY0PZkCpCZhDE4j/XWdg2FIpl+OTwsmgDMtPu2l8/8JjWdKKeSIyyR450izngPLdqnNFVeRxGmupGV9AZ7td+bWTDGGMg+R0m2qrtZ8gXBjGNo/0Yn1kXGC9RhlG6Bk5DT0wgi2y4uS7rAv0hyD3qlo9WL4cuEfmCWyscj/aRN9cwjIciGPr2SSed1I99uNAFDPY8rqSpT9KLWUQltFMr0ssELTI65BApf7Sx8aJtcJaV2v70YYZtLMpq81mK79MSbFhaS1GQyqMQWA0ItHOwq6HMa72MFG0sqFnrda36TUXAmBSpCcMmX8GQZcQvlxTBLhfyle+qRKAIduU1WxHsymuTpSyR6KQ1FvFYXs7bAjnRmeWSItjlQr7yXZUIFMGuvGYrgl15bbLUJTLVIETNYxWitmbGAjTz1KNeAbsUZRxJsOL57TtWl6JAlUchsJIRMH9uAU2eY13J5V0XymaurZ1rXhfqXXX8/wjEXDCitabEI1Lm7/P8/v+/euk+jSTYpStC5VQIFAKFQCFQCKw9BIpg116bVo0KgUKgECgEVgACRbAroBGqCIVAIVAIFAJrD4FlI1hzJtNtjzYfqD0LFc/Yziedhb7X24+8tKCkECgECoFCYO0jsGwEawI6b2o8Cup4qcGo34fOe5tTfqXX0DX5nIfI24f68+8L9dnrIL0NZaHFw+MeIrccvf3zgH9JIVAIFAKFwNIjsKIINt7IFDB496f33cY7LeP8TMfZEqyXqntN42LLYhGsNwJ5k41XQ8af9/Z6NowhU1IIFAKFQCGw9AisKIK11VteVs2z9G7XeLXYuPDMlmC909bLuRdbFotg23J7XZp3D/Nq231F22vreyFQCBQChcDiILCiCNbLzNvdJ+ZS7dkS7FzyGHWPd2ba6WJIlopgea/e05v3Ex0qT50rBAqBQqAQWDwERhKsF8YL0drh5TGPeUy/TZqXM/Mm7Wpy0EEH9S8/92Ls2FEiiukdxu02X14gnvdszHOwfhOitaOI7dhib1AerHvCgxVCtjhKubzc2Qvz7ZzTLmjKBCtk2oaeldMCq9jM3Uus8/ZtXszO8zvllFP6nT28vHzoReW26rJptpfAe9jdC6rtm9luvxS4BMHancIuKO6zg03sMhH1zS/Kjnu9vHq6F67Hdcpsq6ihl2PHNXUsBAqBQqAQWHwERhKsHTS22mqrfucPO+LY0YTithOOLbzMWzpvFwrEmDdat9VTkFdUwUIcu5CEZIJF2LYWMt9qN4bYYcEuGu5BPMQKXDtlXOUqV+k360V8du/wiqzYVcF1mWC9dWdoCyf7QNrOi9gZwxxmiC2U7P4gzOpe22epY94+zzZXzgnDusbiIvvOTrdKGMHaJ9SuHXbPcR+MY9srhoa6tbsG2dnDNl4zbb2EVL0aTJkYCa3hEfWrYyFQCBQChcDiIzAtwdreKb8SjveI8A444IBJJbMnYd7+bbYEG4m1IeIhgpW/baFCkK/dEmLjY+czwdr/1T6IXnEXgoyRaMy7DhHsox71qElbLvFykWN40wi13b6OR227tFGCYC08ssVdiPRsG2eLP8Lw2G233eLn/sijNz8deU/6MX2xBZ3t+/y5HnEv53s4U9HqYyFQCBQC6xwC0xJsu7JW6JIn1YYqhYhtWhyymARrQ+n2kRreM28yJBMsYuUx2qg6xHuW8ybwQwTb7vXIi0TusTclTzF77dLmNQoRjxIEa6/PVjxSZLNm+NoPkycf+bjW/riMmNmIELc9dG34PNtV2LPJp64tBAqBQqAQGEZgWoId2mORws7zlZK1CbvwaMhiEuyQhxjhZ5sIk0ywvh944IH9ptE+8wJtipxD2EMEG2n1CXZdH6bOBGszaC+0yGKza5tUj5KYg21/54XntG3QbHNwwttmvLQbjrdpDH1nFDAEzjjjjKGf61whUAgUAoXAIiKwpgg2Qr4twVrVe8lLXrL3Cu0QxEiIeV3YzoVgLWiSj62ReJ3C1tI98sgjRzbXuARrHneLLbbo07H9ku245io85jYSMde06r5CoBAoBAqB8RFYdQR7oxvdaMpcpLnHS1ziEhO1bgnWD7xqK48tLmpfvjAXgt166627XXbZpVMe3qfFVlYsTyfmQy0Qa+Xss8/uQ8sR+r7gggv6BWWez732ta/dnXbaae0tk76fdNJJUzCJCzbaaKPu1FNPja91LAQKgUKgEFgiBBaFYC3+sfI2ywknnNBtuummE6fyKuI4aWHOmWeeGV97jxN5hbfJs/OdJxiClCwQikVCzg8RrMVOyErItH2saC4Ee+lLX3pisdLQYzVRvny0WfcGG2zQffjDH86ne6zufe97TzoHnxve8Ib9Cmkvjhgl6m//Q2HwVjyyo755Pre9pr4XAoVAIVAILA4Ci0Kw8bjInnvu2Xt1Vh1b/HPUUUdN1MJnBJIfSdl77737FcHxOMrQKmILliy0Qig8xjve8Y592p5JDfF4DdLM58xHCuHe8pa3jMsmjnMh2KOPPronS6Hn+It52fBEJzJIH4RrPe7kER3lN6ds9XT7cgoLnxgTT3rSk9Ldwx89c8x4sHDLc7XS9fiUcuVHi4bvrrOFQCFQCBQCi4HASIKlmD3r2cr+++/feVFCFqtUPSebxUKoffbZp38+1C7zPMgsVvd62X9eHet5WC+1CG/Mc6H77rvvRPiTB4uQpO0xGs97ehHFj3/845x0993vfrcnmPe85z0T5y1uuvGNb9wdf/zxE+fig3nT/CKJhz/84Z0wbRb3K4syIVCPJe2xxx79fbxuf+ZhkecRRxyRb53y2Ypmj/R41MeLOpS3lfPOO68Pe7eLrdrr4vv555/fv/yDseAZX+nWyyYCnToWAoVAIbD0CIwk2KUvysw5BsHOfOXUKxCoR2HmsjtPmxoy9Twrsm2Fx+nlFvMVi5t44iWFQCFQCBQCqxOBdYJg//CHP/RviArPeL5NxeNEsO3zwF7Ksf3223ePfOQj55WF9L0kIofP55Vg3VwIFAKFQCGw5AisaYK1+EgY16sUhWPz25zmi7SXVZhXNs/8tKc9rfPaRi/YF4ZuQ9bj5mUuVdjbSzPye5vHvb+uKwQKgUKgEFg5CKwqgj3nnHM6L72fjXhhw+mnn76g5Br5n3vuuf2c7gtf+ML+xRAf/ehHJ71aMq4b92j3G2l96lOfGveWuq4QKAQKgUJghSKwqgh2hWJYxSoECoFCoBAoBKYgUAQ7BZI6UQgUAoVAIVAIzB+BItj5Y1gpFAKFQCFQCBQCUxAogp0CSZ0oBAqBQqAQKATmj0AR7PwxrBQKgUKgECgECoEpCBTBToGkThQChUAhUAgUAvNHoAh2/hhWCoVAIVAIFAKFwBQEimCnQFInCoFCoBAoBAqB+SNQBDt/DCuFQqAQKAQKgUJgCgJFsFMgqROFQCFQCBQChcD8ESiCnT+GlUIhUAgUAoVAITAFgSLYKZDUiUKgECgECoFCYP4IFMHOH8NKoRAoBAqBQqAQmIJAEewUSOpEIVAIFAKFQCEwfwSKYOePYaVQCBQChUAhUAhMQaAIdgokdaIQKAQKgUKgEJg/Av8P+9wbDFqsCU0AAAAASUVORK5CYII=)
Video link-
→
Aut3.11.1 - Multiply by 3 from White Rose Maths on Vimeo.
←
Worksheet-
-Y3-Autumn-Block-3-WO2-Multiply-by-3-2019.pdf-
Extension task-
-Year 3 challenge.docx-
Year 4
Today Year 4 you are working on; multiplying by 1 and 0
Note for Parents
![](data:image/png;base64,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)
Video link-
→
Aut4.10.5 - Multiply by 1 and 0 from White Rose Maths on Vimeo.
←
Worksheet-
-Y4-Autumn-Block-4-WO5-Multiply-by-1-and-0-2019.pdf-
Extension task -
-Year 4 challenges.docx-
Science
We are finishing off our unit on light by looking again at shadows, today we are thinking about how shadows change. We are going to look at the work you do in this session during our Teams call so try to do this before 2pm.
-t2-s-1375-how-do-shadows-change-powerpoint_ver_2.pptx-
Shadow experiment- -Investigating_Shadow_Size.pdf-
Once you have completed the experiment have a go at this quiz.
-T2-S-339-Shadows-Powerpoint-Quiz.ppt-
Any problems just email class3@gfschools.co.uk
Don't forget to send me your science work today please. See you at 2pm for our teams call.
Miss Rogers