Thursday 14th January
07 Jan 2021
Morning Class 3!!
Sorry about the Teams call yesterday I had to try 3 devices before it would let me set up a call. Then I couldn't see or hear many of you properly. I am sure today's will be better.
Today looks like this:
English BFG - character descriptions
Maths - Multiplication/ Division & TT practice- Please send me your maths work today
Computing- Using ICT to make a picture, grouping & ordering objects
Art and DT- Food packaging
Teams Call - 2pm- please bring a piece of paper and a pen/pencil.
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.
English
Today's link for English, The objective for today's lesson is-
To generate vocabulary for character description
In this lesson, we will think about different ways of referring to the characters introduced in the opening scene of The BFG. We will then generate adjectives to describe the appearance and personality of the characters. For this lesson, you will need an exercise book or paper, a pencil and a ruler.
https://classroom.thenational.academy/lessons/to-generate-vocabulary-for-character-description-6rtkct
Maths
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; Dividing by 3
Note for Parents
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0Q+Cjg5XXyyLrIPB62LkH5rjmIJ4ySkkrgZSBlIqscm9C1oWukM4TPETkT2o5zoZMYaF3GlGvIWqSVoryjucyIY2CYn6JlJdHVIk2oL/B6eY/xDJlx1PdxA+8pZ36rufvDdxkOvBAfQyOMU3au6/viBN7f/va3rQUo9yVflP9YXDERMHemwCv3IYSV64zPeXENJS03xRK1SCFTCVZxDvDe/e53b7+WwMu6GwW8kevpAl75ICvSo535mEPJ0Q7H2QKvcDuPUP+Ff3mK2aNbVMCrj8J8FsnIRwrhU7qjQpx9gBdvAIrcFWJsBWC1P8zwH8+8jAzlKsYJvAB+FPDGY0t9gBfIShMAJPyl3HjB4TXrw2yB17UiODwloXFKL3uTfYDXwknevUVOPHF1OVLWcwG8PEQgyxPED/fibVnUNozGBbwRCu26j3k8ai3HOIHXuJjvWb/E5zBQgDUnJX7Px2HpPUY0UM5l47Ow/DiBl9HF4BPhyHIjqjhu4DVeP7z4iuHAq4AFRUAnK9E80EJnkeP0+8ICL4/RYo0SGITLKKvIsXZ5vO7PUOgKNec2zwZ4WZ5doeZcr88sdZYdrwsAxOII5wBvVx2suLD6SuDlrbH8SpKTEC6LVYFdwCsE2RVqLuvK3ykM1mRJLFXh46AuI8JEodwYKDn87poMvHJS+lwSRZEtfAZH9vCEs0svqPR4ASNLlQfGGrZYIoNCeU/fKWflSqIQLPoK2Re+pdTlU4FPRFDK6+J75O3jexyNGU+lXG0f5x3HCbzATCTIc9ElWWBCmaE+wGuRCi+FZ4q/QuZ58Y16FgZ4c/sAmTkfz4v3AV7zq+vxR0A0F8DLyLemxB9+kBe/RQoo9yc+jwt4hbLpypzzdg8OE2MoFjPGffNxnMBr/tC7gHAYkRHe60yI09EVao46zEv9LFdeOz9Tj1c0K+eo1WH9gPk+F8Cr/pFvrnJToSu5pZx4dqHvFlsA5qCFBV71mCSlYpaAFwqJxSHDgJfils+JcurzOa9InQ3w8orc36TJ5N2xvDwkqU/BBThYcJJDbsCqrMPiI6sXwyMrgZehoU6WfBCBU1deqdcFvLwTv5chRgo48yfqddRP1ms2GOQ11ZNze13ACyzkPQlrqQwy8FqwQUHldnkkxCrIHNqbDfDK5cbjbwGYuX9dn40ByzbLiGuNXc5ru5aXq505tNpVp7kh4gCESuIdUVQRgSnP++7xKyHkTOQ2GyJxbrpQs3KMEaG/zBMyleXV+oY8l13HqObRBZCQjTAocl3RFsfZAK/5zADIyjt4GCmUPsBr9esTnvCE3Jx2HYh+zgXwMkLCUB3GjymNaZpWh4iIBVH4fULN+GPeZWIwlp4tT9gcjIWNuXx8ttAuL1zz+2xDzdJ9MCLrB/VZdxH5Z+F/YxDrbKIdjCqRyi4STaEnLO7MZPFqrAPAD2tZYvGXcsLl5nOEmhnKjPa84FYaCY9CV8tFk69MH/rQh1pjarEAr4awKKySo2ysUuNBOFo8ZODzarzZAK9wkhxbKD5g5n6E0b143TyEPLDDgNciAIOFkXIk/oQ4AELQbIDXpLKQQq7YwiztshRfu/SfIAgXZw/Tykfh13hVIiHhIXisgkdooH2WMwogJBzqVE8oZhY0yz94z6MEMCE0+tUFvNpEkVKWrjVxgbU+ZNALvjhqByUNXCyo0k5jzFoN5atcF/DKd1qMUCo+5TPwUq48fCF5eSj5YxYnKzU8eNfMBngpV20w8UwsRzIplJQnp/ozscjx2LOoxlZ/WdPlAhleLs+mnKS5rvhMyQhzU85SHQAXSGrXKG/E9RQS2SG/kUdeGOBlwFE+xl//gIX+5twomTB3yLkyFDoekL8gyox8Zv6SaeUDNGcDvJ4/FqIV3SFz6qMT/BZKtg/wSvvoJ6NJHULO+kDW5gJ46SxjnPlBD5CjvP4k+Oc4W4839KI0WSzyI4/kafvtt2/7y0M0Pvo+ioRUzfFYs6DsbIHXtSJ8gDW3g44y74JEI7SVcaR9FpqaqxYxdhF5ohOEgEXczB96AzaEAxSOoTU4ztPNxoMcB/BaIEaWrFAnQ/SN6Jw5HsaSBZj4Zj5om5y0qA6jM4DXOwPIVn7Wu6vdfX8b6fFGJawnE8rkp0goRUAYkyLKUfDBlPjN0eQNC4xFkgWDEHkkIbv6FAVmuxcmeBYyE2s4vxwgn6NAMBgAWC2s3SZ2EK+qrM85q9ZG7apCEOS7TWrt0tdQzJQjwcrgpM4jjzxyCvBaQMTjU4c8FoHNlphrJPkJWF6ZKnzO2xIiooxLHuNVaRmqC3jzZNwLoAL0/PC9MiUZU9cwfBgXBDq8+ihLiZUrIJ3Tvy4eUhZ5kZ528eq0yz2E1PMYqQvv8iv8TNjsiUdbyAEeAlbPRGs3r147/PHQTNaIKsR15REY4rGx7eKx8hS7yRiyXNZRfvcsvIkOcI0pUPFIVx9isLkuHqcgt5kfUQe5jbA1g9Rc6iJRCP3SP/3sSskwFuWvleFJ4FkAKiVlTklhnH322QP+ikZRsjGneailN6U9QpKhDLvaR8boAHPW/RllebyBTNd6Ex5ezpcbo+iD1A8jhg6Ipyroh2xwRFukFjJQkPtYQxFlHBmk4Wyon3FrXELe5AgZI8PyvPqZU048sq6nKazKLRc6kgFylOe//jEw8Mw9u14qk9vvMz2lHyKWQXjSZZBzfGJuqjuDdVzrqB8Wz2kHnY0nAWxRzlgx2pVhJIxaYOgaet6LNqQP6D7GYO67MuQ6sMILmwBlDjUrY16IFqmD40JPlYaR9mo349ScxQvptTBy9IWMw8BxUC/gHceNlvY6urzEpZ0n4+w/D9MiotIYdA+WcH45wmzvKwXSlUOcbX2TdB1AG7ZIC0hK8SxNxNjjwUWkLvedMSLVUGnxcKAE3sXTitF3rcA7mj9jO1uBd2ys7KxImsFik7zYT0Hhc+sGeMwLQxb7yGWx7JdG8tiGBX3lYhahPF6wKNjSRORKSLP0VnlGPG4LriotHg5U4F08fJ+Xd63AO/fDIpQrd+kRGXlMiwKF/eRrukLxfVpkYYjQmByQXO3STPqPv7x+/BUBsAYAj+NtTksTfzwyaIW78CR+SD/JJ8qXRvh/aeLHfOlrBd75MhLzoB1yiHUyzv1AAAC5QHllQCEvFYvXZnN3OSRrBixuqfTf1/bJv+Ov3DwPWC5uaSX5Q/l4/PAnl12uiVhaebO4+u3dCJGHX1xtmO6+NdQ8HYfq+cqByoHKgcqByoExcqAC7xiZWauqHKgcqByoHKgcmI4DFXin41A9XzlQOVA5UDlQOTBGDlTgHSMza1WVA5UDlQOVA5UD03GgAu90HJrFeY9YeN1gfhPTLKqpl4yJAx6CL98pPKaqazWVA5UDlQMz5kAF3hmzbPoLvJlp2MsGpr96fpXwZpyuN9rMRSu9jCDelDTO+r0tzSMelSoHKgcqB+YDByrwzsEoLEnA6929sd/rHLBqUCXA9e5WL6pYWPLuVVGHoAq8wYl6rByoHJgPHKjAOwejsCQBr/dQL8xzsDNh73Tvke5Tl3c2izbkF2ZU4O3DuVqmcqByYFFxoBfwUmahfC+99NL2ZdyUWUm8lvLF2DyPuLYs37VjjOvLOuI69Qw7p8yoe0Ud5bHvNe7d1d6oL/NoJsCLZ+GdefjeC+y7wq1dPPRbXBvtiGMXn4a1X9mu+tU17BrnpuNJrheAe22jTSCG0bB7RT1dfSrrUsd0wKvd09U1U1mOdriua/zy+WG8jjL1WDlQObBkc2Ak8Hori+2bbCVnD0nb68VWYfFmEDtteFMIwPBaPbvOIDv32H3GVkre8WprOMASxCOxXVdJFsHYHQIBFaFOb8fxGrDYbNrOFrFrhHJ2MbHjj3fpaqd7nX766WXVU74zILTP9mve8WsT9dj7U0E7cri3XXi8Bo4yt0WVHUkAa5CX8tsdwzllvKPVThc+j8qN2g/VO4RtKabdNiVXh51U7B5iYZZt0eyk9IhHPKJt4xVXXNHe1g4oyuMr/uqHdxUH2T3ITh0l4UvsuGJTAbuJGC/jgLfrrrvuAruPeNVl7HELUGI87DfsGttwqceeukHeZOR9td5liw9eKehPXaPeAKUd4anaZYRM2V3IawnV47ztDYeBph2QbHemrH2Ot9tuu7ZJ4fHab5gMO2/7Ni/3zyBpdxeyrJ1kOXY0sreoXY9Clo2bHbQy6RfeeHE+mVI+72KkDu80Fk63hZptyeyIU6lyoHJg6ePASOC1hRJlQklT+pQ0pZFflO48RQMM7WACNICifWCBoZwdUPD6vvySdYqVcivJTjKxB6i6KEnbutlSjPJyb4BEiQXtvPPO7ZZlFgJ5xZ+cJAPB9V3E47C/sJXHlLWtpmw5pR8BYMKe7m2/XIt+3NsL8u31m7cVc2+AAOiVsfWVfXZdOwx4bf7snbfe78qA0Qb1rLLKKoNtAr12Th3A2NZYAUgMAXy0bZm24q/tvfA7wM+r/Gx8XhLwi/0vvWdWPd5jzAjQdlt+AYa89ZftBG0KjRgD2uQa7XANwGEEAMkgni2As32cMl6Xaeu4XG+UzUfyEPtf2gZO+8ig9yWr59RTT235MawehloYPeSFPCDAy7iyb6ft4dSl/cAZkAcBQzJgfLUjZNlOM2TZFn0Myr333rs1KmK7NHJvXsS2mL7jP+MkjARb6uFR1OG+9gquVDlQObD0cWAo8NqNhJINRRisoYDsWxgEeFn3mexbyHsqw6A2iLZnKpoJ8JaLe+xpSinHZvD28AQ2mYaBbpQBpqEU4zf7Nca9AnizF6wcD3T11VdvL7nmmmtaDye8yKgHGI4CXvuVUro5tMqL5lGdeOKJbTUBvN6Lm4nnD7Az4bPNnW1wjfoC73LLLTcwNKI+ewQzJKJtXcAbbYxrGGba7hrers85uqEcw0bbR1EJvNqXvUbX6uOWW245tJphoWaRkHIvXLwVBQgCvKIHmRg4Ih6lLJPjMEh4yIy4TOSPIcWoQTZ5t4d1pulkNJetnysHKgeWHA4MBV6eGPAoF7zYGJmiCQK8EZKL3wChkGxJvAxhVZ7TTIC3a+eTtddee3BfXqZ6ect5w/Xy/uV3ng8PKf5iE2TlAnjLfJz63QvZgq5r383pcrwME8o8EyNg1VVXHWzqHcBrM/Ug9fLIwmuN3x15aQEafYGXV1rSJZdc0o573LcLeEswDCNN2FboXfi83D5PxGO6rdJK4O3yCHnPGSzL9g8D3q7HiXjV+R6At9zEXbjahthkJf8J5cem8+qwiXo+77P6wjs3R3j9NqPnNVeqHKgcWHo5MBR4Wfhrrrlm612FZyiMS4FlLwzw5u9YSTFSMCUJ8wFzOdmZAO9VV11VVrXAPSh63riwNFArFX+uAJgyDuQnt95663aTdBulr7baaoP8ch/gFV4Wdi1pOuC94IILGt5c3kTbDicAC4ihAF5edZDQNf6VHrbz8pVywagv8HYBYXmPmQKv+wOcHXfccbBrjT5IDwjRjqL5ALxyypnIsq3fIk+dj+HxyuvKZ+dz8TmP8WmnndbKG+NJ2DsiNvl+9XPlQOXAks+BocDLc5C7W2GFFdp8qdymPJkwcw67dQGv/Tq7FvcAKrlN4ciZAC8vrCSLaOQ+SwLqBx54YJur7PKUlefVMCoiRxd1CBfGwq4+wMuQEE4saTrg1R8Ggrwgb0lOWG41hyK7gFdo0nXC3SXxvmIxUV/g7TIajAtwl4dGswFe++GSG4vy1ltvvTYcL4x/ww03lM2e8n0+Ai9ZFkkZRUA2j92oss4xJPfcc88W0LNhNd119XzlQOXAksGBocDLq6LkgROr/YQTTlgg7IwFXcB76KGHtqtLyxwWcKDIkcdLeH0R0gx28kTta4lcDwQAaSbhXtcKhzMQujxAC1uOPvrofNng81577TXINcePvGAgOBPgFVZlSJxzzjlRTXs86aSTWg8oGyi5gGiABVFWjfOChOABbaYu4HVeOLw0aoTu5WUj5G8/WjnFTNrK04rVuDqmH/kAACAASURBVBZXMaTie5QVEpYvjijHTIHXAi9jZjGehVdWEvcNrc5H4JXztxCvlOU8tlb2i5iUFGVcW/JZWWNmv+BKlQOVA0sXB4YCL69NyFYekFKJP6CR875dwEvJU1ZCjla2Wnyzxx57tAuifA7abLPNGp6QXJvf999//3als1WhKIAXuHnMRhmPtljcFAu8gI7wtzycFc/K7Lfffi3IdHnK6uWpUvJWlirv/gBGSHEmwKsujz/JzQq3q8vjKELYBx98cNuHrn8AyWrlTTfddMDX7bffvvXgQ8EPA16LdRgdHmFyP/z1eAujwZghOVhGE6/qvPPOa5U7b9hYBhgAXl42Xp588sltXfjBC5czD5op8DKEGE+8wJAZR+Mfj6BF3eVxHMCrTgv7yGmkKOJxovJ+XTneMtRMlqUghPE9xoXnDEtj7jPSL223klmdHhMiyzx+hqvogXUBFhdarOc6ayDkfBmgQtYbbrjhAhGYsr31e+VA5cCSwYGhwEth8K48zgFE4s9jPFathqfK2qdsSqL8ebgUMCVFGccKzyhL6QBQj8IAPateLXQKCuBVv/wtRSbkfcABB0zZgEDu2TOYwsfqAfjlauSoM47qBPrq3GCDDVpluu+++zZHHHFEW4TnJkwaQBXXycGWi3soYvlS91ZXVwg8rncE/AwTj2AFX3n1nldljPA29d39Kf6SLOrCT2FuIXeP75SPLuG18dMm/Bf+xacgwKvNogKeYcYH9xbZyGQM46UXFk9pUxmiD14BXfzaaaedWo/bCunon+fBhZ8DrPI94rP2BFjKf8q/lyR3nxf3led9F6HRTrKJPC4Wq+lz+fIeZEj0oaQsy/jJ2Dz22GOnFBOFkdcmy/K9W2211ZTndBmT2u35YXVYmS3Xj/BJuiEeB5tScf1SOVA5sMRxYCjwyoPKAUbIMXpOuQpFApu5pgDeUMZzfb9FVb9nOj3zWVKsJLcidq4pgHfc9wFcIhRdBgMw8mKNSpUDlQOVA0szB4YCr/CXMGSpQIVAvZyiDMnNBROXVODl7XhhRknCxp5PLr3Xstw4vs8V8HrUSQg7pyO0lycsdbHPPvuMo/m1jsqByoHKgYnlwFDgtQJVeE7u0GIki268BEG+S24y8olz2fMlFXiFGIWJhXaFmPFWmFMeUBh9UdBcAS+AFXL1fLO8rr4J4YuSyL2WzwAvir7We1QOVA5UDswnDgwFXo0UZpYvs7DJc6LeGmThSBl+nqsOCWvvvvvuU/K5c3WvRV2vyIFFTRaC4a288LDHn+aibRaeGde5IivNvVRC3zze5BGoMl8+V/eu9VYOVA5UDsxnDowE3vnc8Nq2yoHKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlQAXeiR262vDKgcqByoHKgUnkQAXeSRy12ubKgcqByoHKgYnlwFiA90tf+lLzu9/9bmKZUBs+vznwxS9+sTn//PPndyPnoHXXXnttc8ghh8xBzbXKpZkDV111VfPhD394YljwqU99qvn3v/89Me3t09ChwPuZz3ym2WyzzUb+nX766e09Hv7whzef/vSn+9yvlqkcmDEHXvjCFzZ77733jK8rL7jhhhvKnxbp97/97W/Nv/71r973PO+885q73vWuvcvXggvHAcr9r3/968JVMgFXf/7zn2/WXXfdCWjpf5u4zDLLNFdcccVCt3em82+hbziigqHA+/3vf7955zvfOfh74AMf2DzkIQ8ZfHfupz/9aVt1Bd4RHJ7np371q1/N8xY2zTiA9x//+Eez0korNT/+8Y9795cSvuaaa3qXn67gYx/72Bl5GhV4p+Pof8//5je/mZVHVMo+z+qhD31ov5tOcKn5DLzG8j//+c8U7o4LeDfffPPmgx/84JS6F9eXocBbNujpT396s8suu5Q/t98r8HayZSJ+BEaXXXbZvG7rOIBXB4888sjm+uuv793X9773vc2znvWs3uWnK0jh/eIXv5iu2OB8Bd4BK0Z+eNSjHtWcdNJJI8t0nbzFLW7RZPC98sormxNOOKGr6BL123wGXs5dRFKD6eMC3lNPPbX5+c9/HtUu1mMF3sXK/sV/8xVWWKG5+OKLF39DRrRgXMA74hadp0R1tttuu85zi+LHCrz9uMxLPe644/oVTqVuetObznujMzV3bB/nM/Cut956zcknnzylr+MC3imVLuYvYwXeM888s3nRi17UvPjFL+6cCH//+9/bXDBF+pKXvKQhAEHf+ta3mmOOOSa+Do5/+ctfmte85jWNa0v65S9/2bznPe8pf24+8YlPNN/73vcGv//kJz9p9txzz+aZz3xm85a3vKVzIRhraLfddmt23nnn5uijj27++c9/Dq7v+iAc8tnPfrZ5+ctf3vbF5/Ia991vv/3a+771rW9dwNr66le/2lx++eXtwqGXvexlzfOf//zm4x//+AJhM3lBvHnpS1/a7Lrrrs0pp5wypcxHPvKR5ve//31z4okntlGJH/7wh22ThVePP/74djyMi/NBPL93vOMdzXLLLdfssccejTBbkL4ZG33DD+fKvkXZOPIc3vSmN7V9fd3rXrdAX7/2ta+1Su4b3/hG24foa5nzFN49/PDDm2c/+9nNq1/96tYomA54L7jgguZHP/pRo9+vfOUrWxk86qijFpCZfffdd4rHiz+f/OQnW/4Y+9NOOy2605DlJz7xic0DHvCAxtjlHNOvf/3rVu7I02tf+9opsqaCb37zm+31l1xySSu7hx56aFuvccqhbjlFgIEX/o499tgp49oHeNX5hz/8ofXUjNWwsS89Qp7317/+9dYD32uvvZrnPe95zWGHHdaYb5nIo7E1P17wghc05ikybuSJTPqdnJULYCyKI9fG0piW+VPfP/axj7UyS67xPNNZZ53V4LV5Ql+QA7IYoUj3e//739/c/e53b3bcccfmfe973yCHbmy1/bnPfW47vlmZX3fddc3b3/72BvDSLfiOfvazn7U8yG3Q94MPPngg1xdeeGE+3Vx00UXNd77znVZO6Rh9Fc4sIyvk5w1veENbzz777NPO+ykVFV/kIz/60Y82O+20U8vjL3zhC1NK/Pa3v23wN8+7d73rXY3fS+JBxjiR8emAV3/owJIOOuigRlQgyIJH8808EB0q+2wMyDc8oH9KGYx6HMmTeXKXu9yl7bNxDXkCvKJy9Dr+vupVr2rMjZKkhfBelIpOyxig7BFHHDGYH+qGHeSdrlAvHbqoaGzA+6AHPaiRB9ZhTF5llVVapR0dobjluDD2Fa94RTuJbne727VKTRmDcsc73nEBBQ9w7nznOzcEsSSTiYVU0jbbbNNOQr9TRLe+9a2bpz3taW3bNt1002bllVduKMUggiHk6ghsTGQDMYqe9KQnNXe6051ahUBprLnmms0TnvCEgbBQRLe61a2axz/+8e19N9lkk/YeJkvQk5/85Lb997nPfZrdd9+9VVKrrbZas9VWWw2UC75Z5IZvlJgJdLe73a3Zfvvto5rGNRtttFHbBm0RTiHIW265ZTsOQEXf8NekRyaQ85SPUJ1+B1Gkt7nNbQZ9cz8KbBh997vfbXmsncYfH1ZcccXm7LPPHlzy1Kc+te3rve9970FfV1999RbcQpGaBPe73/3a/uir1IY2+23U4io8AZDGg3LWV/x68IMfPAVIbnnLWzaMIUTpP+IRj2jvFfwhZwAQvfvd726My6qrrtqOYUx0k/n2t799W7e+GkMhS4oiCMCbD+Rshx12GBiU+AMokT5vvfXWrWzrqz/zAYAEP/oAL1nNYw9Qu8b+Dne4Q6v4o428ef3zO9DFg7XWWqu5xz3u0Vj1GoT3D3vYw1o+4TOg0T7yhw8hk/hECQdRZuYUflKUa6+9dnP/+9+/oYyRhW48VTLgvLEmMzkHt8UWW7Qy41q8Br4Wm0l7Ica4duAzPWCO33jjjW3/8UTd+kUf0QHRPsYuo+omN7lJ8+hHP7qVR/XRNa4LItfGRPjT/c15Y53baD7h0RprrNHOTX1ZZ5112r8wYoAjOTYv1GN+0w3nnntu3GrKka6jS40HvYA37gu4gxgs7knv4LF6td04cEiCzGtyT5+p6573vGcrm6MWVzE0nvKUp0QVg6PxY4AhhoA2Pec5z2nvvcEGG7R6849//GN7ngzqr/bEGJC1N77xjYP68gfjZvzIzPrrr99GmsLZArx+e9zjHtfeC7DiX16ZDZj1jRzghXmk3564CXJ9XGP+qxfPjB8jn0G2qGhswGtyZq+IZb/sssu2FqvOGMxyUvNUTAgJdcIGrMuQkYnBIu+iPsB74IEHLiBEVmCHcJ5xxhktyGRLluIhJDyCLmLpm+w5RPunP/2pNSgIkD99odwy8QTvda97DfhEaQMi5YO0i8BY3IYoMIAS7fUby4zxEhYh4DVRtSGIgAHMfJ0xIbAUT1AZamYR69sPfvCDKNKODyU77JEeIMXiDcBwofZZzBAEeE2MUEZ+p5C0hxwgFrUyeUETT9ZYTAe8eMabDiJTwFe7gpQJ4PWYDv7kx+B4VxRnUFeoGVhTNrmvvAP9CG8D8C6//PKtRxJ1OWbgdV+KKd+fPOWx7wu8lE0e+w996EPTjr2+MbqyF8JjoZADoLSZUrrvfe/betXRF/OHTGbjlbFHaQJmBNiMZxAlyjgJHQFE3CsUtXI8XEAXChDwMqiy0c0rvdnNbtZ6p1F3GWq26BNw/PnPf44izbe//e0p+siJMtRcAi+dJoqQx5oXTWeFdwR4fSfLQZQ6QIwokmuAdybzjGx3kfnAYMtzBW/0O8YZ8Gq/6EqQdm688cZt5Mlvl156aRvR+spXvhJF2jo5AQsLvMAeWAXRRYzKaN8HPvCBFoizh6y/5kmOHsX1cSTLOTrhdwAJvPM4iKDQFfEbY8x8CrB2nTYwFkJPdgEv5yOMwWjDojiODXizxR8NByoRInnMYx7ThjbjXBwpshBQYR8TNshkBt6xejp+j2Mf4OV58gpM2C5iRbP4S+L1ZQszn+dVjVp0Y5Lc/OY3XyC0RsmaLAHygLfLAuSBmliIRc+LHUWAN8pHOXwU5i6JMguvy7kSePWtaxEdBdRVX1l/fKcQWPlBgLeLnwwri54QT0C4rCTtmQ54eY8luYaSCcrAiz+vf/3r41TnsQRewEoeY/ziIhMbiFOwCPCS95Iy8Jbn4vsjH/nIwVj2Bd64b9QxbOwZQjH2+talfJ3nSQUB3giVx29kkldRkjFmYCPgTdY8i9xF7h1tyed5t4xh5HrpkJJ4Px53DCqBN34vj4ze0EfOjQJeRpjzEbqPuoy1yEiEYgEvT60kURf6DDEIGSVhYJZl+3wHMLzHiLyY74ztkhjB9ApifAPikujNrrGPcn08XuNiHLLhGNc7ivTtv//++af2s4ijkO8wGga85ZyTXgHIjCveNe+7dJQ4NNnR6ALeYc7EsPaN6/exAW/Xc7wmUQg6oRECNmHzn3BKgDaAlXMMK4miz4qz7HQf4GXNCLMAQgpJftRABakf+Oc2+cxCzeHXKO9oossVDyOWftekUJ6CDpA0Qbpy1JR2lOFtyL2NIsArh5pJdCFCW7lv6svgVgIvIKT88zU+b7jhhlM8oXwv/NRGiteE8yeEUwJv9oDieumHAF6KsczzKccYmA54Q8lFvY6MLh5UUAZeIcsSsKJcHEvgFbaijLuIbOETArwMlZJK4BXKFL4Nnjlqb4x9X+AtFc6wsRdajrEv+xZtld9jXIQnCnhz7ls5sk2BljJCmYchKeJgDgEcod4cjeD1GgsL18o6jEvkXAEvz6YkKYTpgBdPGGyZtzzT0EfqHAW8ytFFXUSBh7wBXkZ6SULwUQZoyv/yWM1tnnWOcpXX+m4ecAhy++mwDLxdxh19EsCLtzzFkqbL8fYBXlEJ4wPYeOfSSuF9uh/jLeZEHmPOWJceiDYOA97SSyafAbwcNJ8ZO/lePgPkAO0u4B1mOER75uq4yIBX/kYS3kKV8i/nlCh+Cx8QBUJ5DqM+wBvXYr4wopApUIhwJuVAgMo2+T4sFCSfMQp4WYOjgNeiCdQHeIVTZgO8Qt0UW1e/wrDRhhJ4ASwB7bouLwwKvjqy+CldYXGGjT+Tdz4AL8UflIEXf2YKvBapjAJe4XXUB3gZSpSC9EPwzFFobGGBt8/YjwJeuc+rr7667UsX8JLJbbfdtlNGcmSJQcZYkW8DGsKTPEbGsHsArC45i3DlbIFXKgggvPnNb57CW0ZvX+AFTqOAN1ISfYA35E8qwQJETginZNhjfOTSGou3ve1tU9pPd80X4I0+hYFDv5OJSAuY+yIjXeOb9U/UE8fZAK+0GOCVkizvJwIwKtS8xAMvL6orbBQMjyOlIz/yuc99rs015ph9lInjTIA3rpHHAu4mADL5u0LNUb7ryJuhRIaRUBnruswdsNLk/ngVqA/w8iJZbqOoy+OltPqEhkvg1beuUPOw+xNcHhLvLRMFMVPgZd1bmVoSi7orbBXleI2x4CZ+c3SNsH1QBt4+/CnBKcKPZeqDpc9IjBBaH+C1WhUglcQoXFjg7ds3RlZJVo4CqKAu4O0jk3F9HHklQrQR0QA8XaHmKO84W+BlOFpIVJIx6gu81kYwsnIeW33GmjcXYzQT4I32yAEDpWE6hAxE5CCuAR7y6jMBXpHEvM4i6hKd7Br7ON/H442ycZSGEU0LY1Z0Z9ScjevK42yAVwRFNKGM/JR1L5UeLw/Rar+wZoMpEv859MtispiGVZ2T91E+HylAQJatlrg+VrMRojJMIa8beVPWMUuSYsjksYm8OCOfk98BKvIMQSYkj0VfgLsFSqVi4clTagHIfYDX5HFNXqrvHu4V1AW8Qk7C+OG5RNlzzjlnsMDFbyzV7NkL4elbaY3L2eY2RH2MCZ6BejPJgc8UeC2EspgmLyphHQu/fvnLX87VT/kMePUjFk45Sc4odxZwUAZe3gT+ZMPOuDD4grQnwnbxm9XK4dnGbzxhEz8WsvUBXkqXh5DJAiC8DKVOyU73ykjrF0qFQ+b1LaI6cY889owKwJLHTf+FL4X2g7qAV8SGTAonZ9IO8089lG5+RSfgoFQjJcWYlLLJY02u80KgvsDLuIqcq/bI95fhX4DLK8rAywvPwFouriKL4dlGP3nCjNVYTNUHePErzzF1WfRZjn/cg2NQ6j7hd+2fCfBaXCWqkh+rwWMAlBfQxX3jSJ6BfOgpv8f6BnWiAw44YAHdwnDmYSJHOnyUDLYFi38ikDmN4LR+lzo8h5qVsUhKhC+8W78xcPLK8aUSeClCwMubtagFEMvvCbuUACc/gtl5ZW0xPoOvBpulxbtTpzCwMG8IjQku9MYCpmx4txRwKCuAySqk3E0yZShboaqsyAc3/J/Va7KzoN2XELovAAxwsrCB0FNi6rQS1kTPofM+wEuRqVsfhc4oNGFd+VCTCHUBL6VH0TnnWVMTXT8ZNXkymPys08jj4YdxYYwEP5TBj7yKO/ODEYPHrHR9dR8Ke6bASw7k7yg8fZXXBSwmlHYNI8ALaIAB0AO2+CWfZPIFZeA1TtqIl+RG212TUwRWlotcGOMwYDxTqh6rZvWVAouwZtynD/CqWziR56MecgpkzY8AXvckQ3gR8hz3iGMX8OrbdGPvnh63Mc7C3b5TehRuBtQu4GWsWPHLg5W7ZFDK5+kPQOKBWDeBt8ZQ3WSKLMZqYPfQVzwHXiJQrvFbyHVf4DV22inVgYA3voneuDd9gk9WuWfg1WbKOH4rgVc9xpqHrx4Gl7EmL0F9gBcI0S8M/miPej3730Ue2dF+uXHl6RDyfdvb3nZGwKtu4+PejoxNbxnEY9GbYWR8pTx4xfQG/ppLFj8G0V3aRLdoo0etyFKkGsiguWTMyZd66Bk6AWgOI2XNf5GXoD7Aa+Ea/jDmQnfoQ/b4JxJ4Lc2OMEIwJI46Wlp0zgHY/Io8ipU1TpETegMaEzHqcjSRhab7kAFWHgAbWEovlGRcz0oV2nPe86g8i0wmujAhBa+MRRFh2eVy+TPh5I0KcbK2KPsMaMqytiT81WnSRog56rFatFwU5ZwJkq1UXgEPlgJgzVsgkyMHALJrIrlO6NakwB9KIufT3YtHaWLnsDTFyUrXN203uWJCRdvzkZXp2Ub8cy/31J68OA2vsncV1xu7HKa2ClZKwiSXO/bYT/ZK47p8BLzGjAJ9xjOe0cqXejOPlKfI8m/kES+1mUzycMlTJi/Y0JZsdDDIKIiQp/xstmspzgDPXBcFlWXAilk8Ug/DUA6dHOWx9wpD9y9lK+qd7dhri/HiQQEoC/HMnRw9cg95szIa5HcGIZ1AJgGkcuHxO2/MPNbkvP7x4PJ5ZShg46R/5JpyzkrZ2JRz1XVkNRvF5JyM5mfvRWjItXuHHjJmWR/xokQeAkjpMLoskzFRd4x1RNKiDN2SQSJ+59nnR7XIPi9cPda6lPXEdXFUXtuUNy4MGkZeGEVkhJ4oiT7Jq9AZrNoiXWOcGEJduqKsRzSPvnB/smFO5giGevXbfFOGcVOmYJQ3f80vdXiqIR65K+8X380/spLTXT7neytLvvyeDVLjSTaALd1BD2XDmwGUXwDj+nw+2rAojr0XVy2KxrgHELT6skuYF1Ub6n0miwMBvJPV6sXb2gDexduKevfKgaWTA/MOeFklQmClhbN0Dk/tdR8OVODtw6WpZSrwTuVH/VY5sCg5MG+AV6gynvuLcMCiZES91+RyoALvzMeuAu/MeVavqBwYFwfmDfDKk8kHlHmgcXW01rPkcsAK7zLPuuT2djw980KLvBJ4PLXWWioHKgf6cGDeAG+fxtYylQOVA5UDlQOVA5POgQq8kz6Ctf2VA5UDlQOVAxPFgQq8EzVctbGVA5UDlQOVA5POgQq8kz6Ctf2VA5UDlQOVAxPFgZHAawFG+UD9fOmdlyVM92KFPm318ofY3LlP+flaRj9ie8X52sbarqZ9pd2iGiev2RzHY3naO+rNYXVcKwcqB2bGgZHA620jHvOZj+QVheN47Mgbibx7dT6RN654z3DXS/SHtdNbW+z4UhXkMA7Nj98vv/zydpwWRWu8sjG/e3o292TckqvyjWezqateUzlQOfBfDlTgnWfA65WaXi7uVYX5tXilwMb7bOP3uQRer730+r8lmUp+zlVf5zvwlnwYJ/B6L3XstTtX/K31Vg5MAgcq8M4j4OWteoF5n2dSbTiR3588l8ALdM8666xJkOdZt9F7qW0zOdc034HXzjh50/pxAq+30nmHcqXKgaWdAxV4ewKvl2lP94LvhRUmL563E0ef+9gJxI4cQXMJvHGPJflo95zYT3cu+znfgbfcjWicwDuXfK11Vw5MEgdmDLx2x4hdN2688cZ270Q7vgiR2oPVjkPZEwtm2OHE7iN25rAFWN7Jwv6L6srE+yh3LuIJxv6ZXTleO4/Y3UU77FJh552SbH/nFYO26bNoRDvKHK98lq3+1BO73tgCzS4cQXa2sfWf3Y7sLJO9hChTHq+77rr2Gvd2TfYi7bJhJxrAa4MIubmuHWl4xfbLXGmlldrddMKDCOBlINg1RtvtqtK1a5SdToyXsbBjS9fuM7nttlDMu7rY7YRC9uYjuz7pS95l6fzzz+/c3ckuMnlhEbnBw6ijzNnbFtJOKsZDn2IvUnyxi4z22/EkZCK32e4udu5Rt32RR+1Con+2MLODVLlrjF1g8Mi97BDVZ2cXY2knL1tQCtPnvZMDePM4qX+6cbLDTtc42eHIbi7G2241eY/orhyvXbeGRVTIo23czGHbH6IAXjJjxyU7ANnCsEve7QoWsqdN5baeeBu5YnLsu0WBZNguRebUMMJD2+rhKd7mXWnspkUm6RC7YIVc21moJHPMnFVX3pbPnMq8c51tActdyrQ175iEl3YNUif+4FcQ+SazfrOLkciRfvsb1o64th6XbA7MCHgpIfta2uoLmXz24LQQSKjOZLMgyx6mF1544YBzViADCl6FSWuLOmViw2MK4qCDDhqUJ6iAFUBnkvs8/PDD259K4KXs7cdoI2/tsPeiMllZUV720wR8JotdkOx1m4HXtm3aat9K9diyzIbhJqoJjqz0tiG6PSrVoz77Z5pMw4jCsX+ve8Y12gIcEO/VfrKA176s+JxBKur1Sk31LLvssu1exvYFRgG89tDUZm23Z6x9PzOYUPCMCPtWGgtbdq288spTxivuFUdja4u2IJu+49vGG2/c1gHcjGeMjXrxvyTblek/YsABO/ux4oc6tDWDlPaTNeO40UYbtR6pMbDPpv1g3Udf3TsDAePLeAAj/CU32kPJlySnaSyVt2+pfY7D4DnssMPa37XDvewVbD/jvG1fWR/l753j9n4FurYitOe0tqAAXuNkK7w8Tmeeeeaguj7jdOSRRzbLL798u8WmeoSJRUKAMSqBF7A6v9tuuw3uHrTMTgAADSlJREFUEx+AhLFQnz7aE9U89GdxlfHedNNN2/Za9Ed28ysn9ct8MDZ4Zbs4Zc4+++y4RTv/tRkxQtVrqzzyZ5tQMtxFtm/TbrxkHJFf4x75aHPcfNDGbbbZpr1/7KltZXcQGbYfrLlsy0B7D9vODqlP3ZnsaWzLxEx4YGs9RJ+QPaDr2jXWWKOdc1GekY8ndJKNX/BNm70n271zO+xpXWnp4UBv4AWeAVphbVJ2Jo+9WzPZR9IfoigpvgCYKGdDdwqJ5c8TpsSDgBAAynvyuhelEPt1ZuBlQQqR8U6D/GZSxx6dPDYb0Yclr5y2mQwZeE1A+5RmJc0DCMBwnUkC8LKXDiTlZ4M30Y44msDAIl+jLcstt9wg7zWOUDNPPROPkFILopy1BX+CKJAuoIzzXcBb1sHaDx7Z5N1YlREHihEoIkp0k002meKJqgPwhYED8ABi9tDIAaWV+cxzCTAUwXBNVrg8KcZKGHrRr3wsQ80MJYZAAIWyeGaBkA3bh5EV6eQ6e8aMpdibOIA39oCNeux9al/nIPMB4ORx4hkzbJHoAYAs92TlOUZkIAOvKAqDyYbouc64XxyHhZqj/VGOUbL++uvH15YvDIkYOyfsbwy8gvA4+BnAywCJOR3l8tF8IZuXXXbZ4Ge8BaCxvzPgpYdKXpBrQBzEmDjuuOPiawv0YSwyIoBjEOOaDDOGg9zXbzx50Rn6MCJOyvD4GVxh6AJe7TKOmS/G5fjjj49qW2Ms2jH4sX5YojnQC3g9UgS0eKB50lKCPF5WcSZhFUKOgCiPsQzjmFAUAQVJWQIgSglRzhQPQGSJI6DKig3KwBuPBJXPHLs35YSENCn6ki666KIpwMuyLj1NQKIPsQm1yVh6t4DavZTtIt5U14pObQoLehzAG95atMEm88EDY4DPeVN35QAkkKHMu6gLeMuwMEWKR6FEKWUgECQCksHY+JWPugBTUQtjggCvaEImXpGIRPak8nkbdvMwSmI8UYDDqAReRoBxzvLuWgCPh8Py8DwiCn8YBfAGn6KcSAuDAsU4lSF0AB7jFIYwmRlGAbzSLuZSn0cDhwFvjEncCwjxMsMrXnHFFaekG5TzDDG9EfOmC3izgRR19zna6NxYo/B4r7322imXAkVGUBDDgDEennL87kh+tVXaAdEBokLANdIA2dgwZ7fddttcRftZ9CacDMBL5rOxrRDjnsfd1Y4FKqw/LJEcmBZ4AagJtvnmmy+ghACvsE9J8iVW3SICLG/URRSDnBAi5HJoCBjJhwhhR+iRN0UZBmXgZcWa+EJc/oTd/JlkwACZEHKRJQVox+9CQyz1TEKAJuX111/fhpkpXh5fvpfPQmZdgMB7wsMS8NxDmyJ0Pw7gLYEC4GkX0jb8CP5E+4XJRBhY7F3UBbxl7ouSzXWw4I1ZWPr6Gd4HRawdoiLaEu3wGaiG8gO8ctElSUsAIIoPeOfohPweLyvX6TOlnw23ss4SePfaa68pkYJcnheTc9r5HCOny8CKMgG88T2OAJ1xhoAReSnHSYgYjxlXjBre4igyv4Tztbc0YIZdNwx4Izcb1zE8tIXMeuzNZ2HbGM/gP8AP4OoC3tIAifrzUbSK8SBFFX/0Tgm8+RqfGTNhdPpu/gkH0yvCzqUzINJFTyC5ZDLgfqIYiA4UqUPAU0oh+hn9Fg0RekaAFz9L4mjwroe1oyxfvy95HJgWeIXoAB5FV4aU+wAvBTwKeCN3SJnyVFiH7sXap6xNBJ6rXEp+C08GXqtRXUPp+pNP8+ezCYv6Ai9vhacjXMciBTC8twCNUJy+l/cC9KXV7d4UB6AZBrwmN5pr4AVS2pH5E58pjgxgbYP+9282wGusGEPAXr9ERnhpCE8pavnlGKdoB08gFtkMA151iCzwYHnIvMy4BhgD/HJs1F962P/rXnsogZcxkkP0uSwgi77k331m5Cws8DI2AW/wJPdFqNg4CVX3BV5zkLE4rM25D7MBXouNjCc5ifGMNstjRkRsNsArwsFrFW4WCYs/DsFMgVc/RdDoGrlooBxhYeekLKSLEIBmcHMGGGwMDRG6CHnTVXgV/Yx+O0aufhjwqp+e8HhVtCOuaW9e/y3xHJgWeCM8xeqjSPNKwT7AyzMAipRvSSz8UIbCaMIyVqDK8yEha0rU6twyrJOBV66Hp9R1j7gngGfRlmQhimuD5HzXWmutNjRHwYZCiRAuD04OcZjHE/WUR5Z/lzecrey5Bl7hQsAbfSnbOOz7bIBXXQwRngMgYsxEXtbRWJOfUTQKeOM6HhMvIxYMCfNp70ypBF6rY3mLJQmxkotIi5Tn5fHzQsHyfBhu5e/Z4zXHAO8obxBIdEWbcr0RavabOWTORNg3l8ufZwO82mme8ORG0WyA1xoFnmVJcu2zAd5cj3Gig2LFuyNdwJAXYianvHW/AeCcr2b0xTqWXGf+PAp4czkALMUV7cjn6uclkwO9gVcIk+VH+CIX2Ad4leWVxKKKYOOJJ57YAlgGAQuWKAerQRHrFMixTPPSf+cy8BJYglsuUACSUb+28prLkJnFSPkxIZ4ZgOSxWUQR10e7HeWKdthhh/xT+7nMMecCvCfWcCZt0aYIp8818Lo3S95itkzGtnx0K5+fLfDKsemfNEK5Qp2XbyVzSZmHXcDL4MnGn+spRaE/ZCEWmSlXyJKlUYZZCbyMFOCXHx1Rv1Ajw2wYyf2ZI2FkRLlY5d8HeF0jFBkL0aKOPE7GizFXvmecARsym4GX12mlvnDpqNzibIBX+xgcYfxEex3zeM4GeHn4eX6qk7dovs8EeKWJ8ips9dBNjKhsjJijcu2xiA2vLJiib7JBZaEeQC7D1YyQGPsu4NWOcg0JXaMdpW7KfKyflywO9AZe3aa8KG7hI9QHeJUzQViQwmOE0XJ6IblYVNRW1jRtLoUA5jcImazAkMBmYgWblOEVmBQUrt/kmFmtQnFCl0EMB3kVzwFqh1WivPG8atYiHFawR0f8qcN1uQxlLOzkkQkTkEfHAg9PPe6Xj0DINTxAXr42aAtvLfKgMwFeK2ApiXh0BNDg3agcr/Z4FSVv0ypV7ZBGEDYT9h1GswVe9eFfDtHFPTz+5XehOkbVMccc01gwE2sDlOsCXmsCrGi1gtUYSn8wzCIyIwxrjQDg8htZYGgoU4JUtMWRLAKmc889d/Azw8CjXRbVuJcFfnjnmdFhBBC1T2jUylXrDxgF6jHOfYGXfOAPMBP5MU5WpONJkPQAo5bHpJ+MAt+POuqotkgGXj/w1p0vV1RHfY48ObIlP4oAdhco5ByvcmeccUbLG9czqoGcfnsMLGg2wGtxIN0h9K+P5JdhI/w8E+A1Lua1XLc5610EjD8r7TOZE7z3Qw45ZPCzOWvcI8zsBHClH8x5UTptY1zSVbFGgcwwZDJ1tYOsRNrA2pHsWedr6+clhwMjgTeEPXeXx+G5RwpO7jLyk7mM/FsO9wEDVp5cnAnDAwKMZU6R9UhQAXyQ1chdz7h5uF1ZExG5B+XNOhaCk5cFopH7U4ZnbMGE/JB2UAwmRyZGBcGnbHnQ/oTpKMGcu6OYgK3nbYXDTRj8GEUA2zWUsGu0JeetWdc8h9zmYfUJgVHEwWdegGtL8uIDCi8T5aLveIAXFHgYMLlcfNbO/CgOY6G09Clo949oSFwLpLLxE787MkYyP4SmcwgX3ynxkrSF3Gk/WfR8cCbrBPbdd982VEwW9D+PXS4bny0sY2Bl4DceFndRsO61xRZbjATvqEsun4K3toFiFsGJR6vwuWucnDc/MpXjlA1N5QA5gCDr+smb1c8wvvA2HrOKehk5pQcZ5xx5zPoZK8OHySQZ1Q/ng8xJxhNeMSq9qCZ7k+ZWvDSGken6csVv1JWPFpvhjT562gGoe/wqHg0ydhng41rGKJ4EAU7hYY83MszM2dw+5bSLTOXFg3REl2HKGSCjDBxtA6DxciF10YNd6S16omxHeLsMreB9tLselzwOjATeJa+7o3tkdaYcaDkZXQX8KeZKlQOVA5UDlQOVAwvDgQq8iXtyh8JqXauPhZX9VaocqByoHKgcqBxYGA5U4C24J5Qljy2H6G0/cojCZ1Z0ly+NKC6tXysHKgcqByoHKgem5UAF3oJFFk14eYfHl+Ru5I7kXcq3CBWX1a+VA5UDlQOVA5UDvThQgbcXm2qhyoHKgcqByoHKgfFwoALvePhYa6kcqByoHKgcqBzoxYEKvL3YVAtVDlQOVA5UDlQOjIcDFXjHw8daS+VA5UDlQOVA5UAvDlTg7cWmWqhyoHKgcqByoHJgPByowDsePtZaKgcqByoHKgcqB3pxoAJvLzbVQpUDlQOVA5UDlQPj4UAF3vHwsdZSOVA5UDlQOVA50IsDFXh7sakWqhyoHKgcqByoHBgPByrwjoePtZbKgcqByoHKgcqBXhyowNuLTbVQ5UDlQOVA5UDlwHg4UIF3PHystVQOVA5UDlQOVA704kAF3l5sqoUqByoHKgcqByoHxsOB/wOS1hwqiW1vFwAAAABJRU5ErkJggg==)
Video link-
→
Aut3.11.2 - Divide by 3 from White Rose Maths on Vimeo.
←
Worksheet-
-Y3-Autumn-Block-3-WO3-Divide-by-3-2019.pdf-
Extension task- -Year 3 challenge thurs.docx-
Year 4
Today Year 4 you are working on; Dividing by 1 and itself
Note for Parents
Video link-
→
Aut4.11.1 - Divide by 1 and itself from White Rose Maths on Vimeo.
←
Worksheet-
-Y4-Autumn-Block-4-WO6-Divide-by-1-and-itself-2019.pdf-
Extension task - -Year 4 challenges thurs.docx-
Computing
I hope you have got your work from last week's lesson. If not you need to use Micrsoft word to create an image. Have a look at lesson 1 if you don't have the work from last lesson. -Lesson 1 presentation-V316736659.ppt-
If you have got the work from last week then have a look at this Powerpoint and see if you can follow the steps. Today's lesson is looking at changing the order of the shapes in your picture, sending some to the back and bringing others forward. You can also group the different shapes in your picture so you can move them altogether.
-lesson 2-V316737622.ppt-
DT- Food packaging
In this lesson we are looking at the packaging which our food comes in, if you have any cardboard boxes e.g. biscuit boxes or cereal boxes ask your grown up if you can have them for today's lesson.
Look at this Powerpoint.
-food packaging and nets.pptx-
Then if you are able to, print one or two of these nets out and have a go at trying to make them up.
-3D shape nets.pdf- Which 3D shapes have you made?
Any problems just email class3@gfschools.co.uk
See you at 2pm for our teams call, please have a piece of paper and a pen/pencil. Don't forget to send me your maths work please.