tag:blogger.com,1999:blog-91005531966591952952024-03-12T16:41:54.611-07:00KS4 Art & Designestrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.comBlogger151125tag:blogger.com,1999:blog-9100553196659195295.post-37006560174562033132019-03-27T13:46:00.003-07:002019-03-27T13:46:39.684-07:00YEAR 11 EXAM DEADLINE<div class="separator" style="clear: both; text-align: center;">
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" width="320" /></div>
<h3 style="margin-left: 1em; margin-right: 1em; text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">TUESDAY 9TH APRIL</span><ul>
<li style="text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif;"><u>All </u><span style="font-weight: normal;">preparatory work (2X Artist Analysis, primary sources, observation studies, developments / refinements, experimentations with materials, compositional planning, final idea planning) completed and </span><u>securely attached in sketchbook</u><span style="font-weight: normal;"> <span style="background-color: yellow;">(THIS CANNOT BE DONE IN 10 HOUR EXAM!!)</span></span></span></li>
</ul>
<ul>
<li style="text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif; font-weight: normal;">Written exam plan with timings, slotted into sketchbook - any questions / responses regarding this to be discussed </span><span style="font-family: Arial, Helvetica, sans-serif;"><u style="background-color: cyan;">BEFORE </u></span><span style="font-family: Arial, Helvetica, sans-serif; font-weight: normal;">exam begins!</span></li>
</ul>
<ul>
<li style="text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif; font-weight: normal;">Any resources needed for exam (photos/ objects/ materials) brought into college </span></li>
</ul>
<ul>
<li style="text-align: left;"><span style="background-color: magenta; font-family: Arial, Helvetica, sans-serif;">REMEMBER</span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-weight: normal;">, you can begin the personal response </span><span style="background-color: #d0e0e3;"><u>BEFORE </u></span><span style="font-weight: normal;">the 10 hours but we have to document what is done before to clarify what is done in the exam!</span></span></li>
</ul>
</h3>
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estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-29674507495772052992019-03-27T03:37:00.001-07:002019-03-27T03:37:17.682-07:0010X homework<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE </u></b>: WEDNESDAY 3RD APRIL</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK </u></b>: Continue working on your A3 sheet.Spend 1 hour on a zoomed in study of a shell. Focus on pattern. Use Watercolours. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>
<a class="CID0fb3e5c7-832b-4df9-9579-51337cdbc5d4" data-sessionid="9dc6501e-6d7a-6784-3179-cea431b34f0b" data-shapeids="11" data-slideid="" href="https://www.blogger.com/null"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">EXAMPLE </span>: </a><img class="CID0fb3e5c7-832b-4df9-9579-51337cdbc5d4" data-from-ppt-online="true" data-image-height-mu="6.00574712643678" data-image-width-mu="5.68965517241379" src="data:image/jpg;base64, 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Iowax9TtUkU7uma2Oq471C8SsvzDODx9aznBVI2ZUZcjueW+P/A+leJ9JuIZIfLnKlVOOtfGnjPwxqXhzU57QW7vFGxwQO1fopc2cfmLIy54zgeteN/FT4dzXl7Lf2cYljcZZcV51SVbBvnUbrqv1PToeyxK9nUlr0Z8a6RextKY5HaNvQ1ujTZ2tGuokeRF5O0V1XjjwAFRp7eERTpyQBis74Z6tLZasdO1BUZCQrKy9RW/1uGIh7Wl9w44SWHqeyq632Zg+H7ryNRkkgZPnBDc/MK6HwjqZ0/VpvnJDKRk9TXuerfAHQ/E2nrq2iytpuolNwizlXOPbivA/Evh3V/DPiKWx1CFlmiYqxHQ+9VK0kn3IUopuPVEnjLVo5ZNy8kkCvqX4byNbfs6wOVGWgYZ+ua+PrbTdU1zVY9P02zku7ov9xBnAPvX1xqtne+C/wBnuw0u9by7zASRCeVJJ4rLERUKLa7Muk+apGPW6PK9DgkvbiO2hQsZZNpx2r3PStLstD01bXjIQN+J61zXwq0W1stBj1CaMPO/zgnt707xr4jt7SymzOvndgK8zC044eHtZbs78ZOWJqexjsnqee6swn+JVxfCXbHb5DnNc5oWuNpnxB+3Wy7opbgq2PrVO81S4iurq4Mckkt2S+0A0/RNBv4rGbXL6NreJTuiDfxNTpzd/aG9SnHl9mfSOjXjW92EH+qnUMPyrb8yMswzXmfw811td8K2mon/AFiFkP4HAruLAs0O6QkOe1fT0J80T4XFx5JWNdTuQL2rV8LopmdTWPGf3a7etbHhUbpJGB6VUiaXxo3Datn5ZiB2FFP/AOAn86KyO8811tc2zD2rzbxTGzWDjupr07VV3RHH1rz/AF9R+83DhhkCs8SrxMME7M6fQH+1eC7SXuMqfwrS8MHD496xPh/MJvBzQYIMcjnn3Na/h5gs5zxzXk4jSaPYo6xseg6WflrRXoayNLkBxwa1l4FelhpaHFVWo9fuikJpO1ITXUZD8cVG6nmpVI78Vm67rNvpEfm3EbtH1Zl/hFOo4QjzTdkOEZTlyxWpdVVVOTzURwFJ8xV7k5rmrzxbo93pz3VnqUQKD7hzmvLtd1zxJ4lkNhock0ZdwN4J6V5GIzKhSa5fev21PTw2V16qcpe6lu30PUte8ZaRpYZXufMYdcc1R0rxpouoq+y5Rc8NvIFY3hX4VxR2LN4jvZri5cbiFfp+dV9c+E2nz6fK2i30qPzld3NYOeYx/ecq5X062OhQy3+HzO/foc/8UvDZuA2o2ey4hbk+Xz/KvnjxnpYsL1NTgBheIjeMV6e114t8I3s+l3V6k9uM/JJljiuJ8V38eqTSQytFskHIA7152GahX5qez3R61eEqlDkm/eWzPVvhr4/1W18Ow29zOGbZw2e1cL8YNSiuba51Ka4jeQg8EjNedHxPeaLH9mkhk+XhW7EVTga78ZeJrCwmkMNrI482QnhVz1NdtPB15V/auXuHHLE0IUHTUffZ9Tfsr+FbXw94GXW5IIze6ixLPIPuJ1B5qH4mzXXjfxVbaLaMW06zBe7dfunBz/Kq114wW7Nt4H8EMJ1trdIrm5AynAxx+VdFcWsHgfwBcT3DqbmdeZD1JPatsRUdW8XpFanNh6LpWnvN6L/M4HxR49kj2+F/Ctq0jQDZHgdWHFZ3g/wlrmualJNrkLwg8sGziovh3rHh3SLy91zVRvuXJZUUYZR6816BqHxA0K4QG3ufJO0EZPXNc0OSUVKb+XY6ZurCTp01p3KOrWfh/wAO6b5kyRqifKC45JrzD4i+Mxf2EFlaKot95zt9MUz4u+KBr9wljGCIo/mOP4iK4J9PvQ1ubsNDBK2Iw3U1soQbv0CLlGNnqz2r4E3UbaRLpqLt2HcPfPNet2LfKPyrw34JSrD4uksV3j5OSx46V7la8MB6HNexgJc1K58xnUeSt6mpbn5Rn1Nbfg48T/WsSEjGeg5rX8GSZNwuDwwrpZw0PjR0tFA6UVmeked3YGRnpXI+LbQDDqPlxXW3gIlI67azPEERk05sIDU1o80TgoT5WYfw3nj8vULPptAYD6mtiyzHf88c1yvhFo7PxKqSsVjuflbHbFdVqAZbkSLwAw/KvJxUbJS7HtYeWrR3OjTbgtb6NkCuQ0C5DRK3HXFdVC4KqRW+EmZ142ZYJ5oppJ3GlDH2r0TlHDleOtRXMMd1Hslt1k9m6GpgVGVwdw61GXIjLjcR3FE5JqzWga9DmtW8EaLfKWEIhbPzBDxWjo+kaZotssVlboFx8zEc1X1XxHpmnQsJryIOT/Cfu/WuR8TfErR7NFFjcrPPj7gPH1rzZ1MFhpOoklJb+R6cKeMxEVTd2vmdf4m1zTdF0x9Q1K8ENvGM7Sfmf2xXimqfE/xF4yvJNM8KKbGxztaTblsevNZepSa98QdW8swPcwlsYAJjQV654S+H+n+HLBdsaB9m6V8dMDNcSxFbGJ+yVor7TO5YWhgkvbtSl26Hl8/w31S5Dedqskk7DLyOnWsHxL8NbXS9EkvJ7jdIo4PQk16Xr/xM8LRXU1jZvcX10jbRHFg1xPi6817XNPa+urQ2dkmBGsgIz9a86pGNNpQd35fqejRnOqrySSPLdM0CPUIWkvo9yk7YyR36Vat/BbWF/b29xavDDKwWSRSc7T3r1jVfBssvgS2OmrtuomWQjHXnNdJ4N1zQNUih0rxNZxWt6q7FaQY3e9aU5VZSipO1/uJqOmoOSje3bcXwHa/D/wAJaUY9Pv4I0Khp2dh5hPfrz1rmPGmvP478U2+i6Sjro1i4aW5YYVsc969N1j4c+D7uOKcaXbtjktEBlvrV6LQPDlvoT6NZ2a28eOWUAM31r150J1E4yatbp1PHjiaUZqau/wBDx/4qT+CrOxto0EMl8qBF8roR74ryvUfD+u3Ful9Dpkssch+Tbnp+Fe/S/DfwrYzfbL2MP82f3uNoFc149+Jdr4b1CDRPD9vbTBFyy4yAMdq5ZUVzuU7L0OuGIago0035s5jwb4BgsdPk8QeKAIUAysb9a4X4jarb6jqEYtkCWsLfucVteM/HOqeMIEgmBghi+XZHxk+9c3H4d1LUriMJFshUDeWHQe1TeKlqzZRm1zS3PR/gppYg8QwXN0wM1xEx/ACvXg22Uxr1ryz4PrDJ8RUsI52eOyhI3se5WvWXCjUdqlCT1I6V7GWJOi2j5jP3+/Se9i7bZ8r3rY8ELh7rP94Vk2fIP1Ira8Grk3BPdq7WedRXvo6UiimiQY6iisrHo3PPtQG27kFRPH5lk8TDJIqfU1YXsjH1qAl/KLhiMVcloeatGzz7V4/sN4J8cwvn8zXYTyC8sY51GN6Vg+JbVpYnbbkP1/CrPgW4a50uWzmkLS2xwAe9efiaXNFnq4apqjc8PXPl4iLcg13WlzCRBzXmLs1pehuVVua7Lw/e5VfmyDXDhpOMrHZXV1dHWBu9O3VRnuktrVp3I2qNxz2FZ3hXVZtUtLi4dSFErKhPpXpqtFTUOrORUpODnbRWX3nQZbO4kbn4rz34t+KZdIt/sVpJsmI5I7V2upTmG284fe2naPSvFdK03UfG3xKnF5v+yWhPmbujYNcGa16vIqFL4pvQ9LKqNPmdat8MVqHgTwNqnii7/tTW7iSKxzkAn/WV3l58MfD91eRXV1beUtv93a3Ue9dvZ2sFvbR28KhYohgAdK4/4t61daX4fEOnNtuLtxGCOoB4NWsDhsHQlOrG9tW31aB4/E4zEKFGXLfRW6I39Fh0e3jNvpFvEVXg7QB+tcB8bvFk1np/9h6VORf3eIwB/DnjrXZ+DrEaV4ThjuGHmyxb5Wz1OOTXkng23PjH4nz3TATadZSEBTyCw/8ArijE16kqdOFPSU7fJbhhaNP2tSpUd1C+vdnafCX4baR4U0S2ur20S61eZd0zyDOCfrV34zWVrP4SS1dUj82X5Agxzx6V2EqMZAqseBXDfG1pYtO0ORW2xJdfvSewxXRiLUsPNqOyMMPKdfFwcpbsf4ouIfDvh22vpVwkYjjPpzgVia94M07xVZx6pDc/ZbllzGyDPP4V3HjHR7bxN4GubAKkokgV4WHdwvB/OvKvhDr9xpdvceHvEkv2W8tZCE844DqO4rkxVOEZwjNe61+J1YSc6lOU4P3k9fQ861PX/H3gfxmnh77RK3nH93LIdykfQ1vXGpfE3VLxPImAB6/IBXtniDw5oXi+OG9It57hFxFcKclCK841Pwj4+i1ia0tdbVbbH7uUtj8OlYVqNSm0o3t5G1LE0qifMkpeaOc1HQ/HGq5t77UUQKPnHmgHH0zXKal4V0PSdXTU9d1B/OkwqqMnOKx/iVYfELwnqX9qahdtJErfK8bE+YfevR/h7qXhDx1pdtHqVvbtqMIBBkPQ96r2TtdN/Nmn1hxV2l8kZtzeeD4rcLpNi8kgGWJU1kXF9qN7dwxW8H2azJxI+McV2/xC1fw14bt5bO2tLZro9AvI+teS614ovZrLy7UlYpOGVuBn2rkqUnzLqdVConG/5nefDWawOtap/ZrZZAFeYeuK9O0YqkSK8hdwM7q8d+Glk+heFLyQq0ck/wA+W4Y16b4KmlvNFt5mH3wBmvrMFh1RwqPgc2xDr46b6LQ66zuAzjHHWuh8FHIn571zCRBQjJ1zgmut8MW32eznl75FEgw6dzUdX3HFFTJIrKG4GRRWZ32OK1Qf6W1US+2Mx+taGqRlLlh2rKmHzVaR5r3aKd2qSQPAR82ODXLWEraX4jSVciN/kkHqT0rrym7NZOtaZ522WPqDms6sLo6sPVUXqaGs2/n252/exuBqPwpqBjkMMh5X1qbR5Gls/s833hwPpWPqqtp935m3jNeFXTpTPaoSVSJ1PjHVC2iizgfE1yRGPxrpvD9umn6La2Y4ZYlMnu2Oa8nm1SO41vSfNb5fORgPxr2KIxzDdERg1rhpRlNze60NsUnTowh0er/Qi1hmFoz99h21S8AaeLDTprmSNRNdTbiw7g1X8eXMtl4eu7i3b5tm0fiKd8NXuZPDOnm7J3eQCc1tGpH60r7paGDhL6rzdG/vOtLBQ2RhAM15lNCviv4ifY2cmz08Hd6buorr/Gesf2L4buLosA3SMepJxVf4c2MNroX24r/pF/8AvJcjuK1xUIYioqHb3n6E4WU8PSlX7+6vU1NckjsNGmby90KREZz0rzP9muSy+y6zHbx/vBcMzE9eWNdD8b7+ax8Fsbd9ol+Q898Vl/s3aStn4ZuNRI/eXhPP0NS6rnjlC2yuXCko4CUr7ux6Dqlw9rYTXQX7iGuJ+Kel3Hiz4XTS28hjnhHmpt/iPHHFdd4huIobEQ3Tgeepib2zWL8MJPJ0++0i6O9oZ3dQecxHgVu+WpUcL7r+mYR5qdNVYrVO5Q+B/iK31nwRZwmYHUbbMcsbHkYOOlR/GD4b2vjGx+1WTNb6pbjMbRnaZMdjXA/ETwF4g8IeKf8AhLvBzuYmk8yaFT/COW4r2LwT4otPE+j22pW0iq7KFniB5R++RWUOWpF0Ky1X9aG1ROnNYjDvR/h5M8V8Latr3woZbfxZG62N0du9jnZ716hZ6nFqmnjUNNlF3bY7HkZp3xn8Hx+NvBNxabhHdW4Z7Z++7v8Ayr5a+HPijxP4Uv5o4JJJUhYi7tzzkD2+lc8ovCPlvePS+51U2sZFzSSl1PobxZp9t4g0yTS72NXBXcoYcrXg3iHwXrPh6/8AN0u2khiJOHT/AOtXct8YrO6k8/8As1k+THII2iuU8R/GLVZNQ8uwso44RjJbv+dcznCtLQ66dOpSjZrQ5i+8JeLtUtlvhDJOxOCznnHpzU0Phu40pbZr7Fzdb8i2X+D69jXSf8LEutQhkUn7O5GGAGARVXwv5+s66ZmdjaQjO8jgt3qY3qzjSiOpJUKU609kv6+83tWuJJ7cCTbGzqq7F4A4xXoXha1Nh4eto2OAqA1xNnpialqkNryf3gLH6GvS72JbeIw5+VF2ivsqy5YqB+bQnzt1O7O20LS7WTSllPJIDfnWpHEITNGv3cf0pPDy7dGt1b+4D+lXDGjHmuCT1Z71OKUUUY8+Wv0op75VyqjgHiipN+U5jVFYXDFunasiXG410niVVTBArnGOX6Vr0PNmrTZDu2fw5B6+1NkGRheandQRUPSpb0BRM+aR7WTzNpFWblIdV08suGfFQ6nAJ4CRncO1ZmnX0kLlPuovWuWvRjVjY6sPVlTkcvq0P2fxHZKWwIsEj05r1zS9TzbRqj8lRXnWtxw6h4tsLgYa2EJ37fXNbdndSWcx2cxltqj2rxFB0ZtXPoak1Wpw9DqvFV/Z3Vpb2Usio07DCnvg10OixR28CWyDAjG0D2ryq+kN9480xjIFVEZvLz3Feo2F6kjl+A3cV2YaSnVcuuiMcRCUaMKa9Tgvj1eTGbSNOVisbzfMPXpXp+lpHb6ZbwqvCxjHtxXjvxxu1m17Tdp/1cg/pXr9rKr6bbyREHdEP5U8NVjPF1pLpZBioOOCoL/E36nC/tC6Xdal8NL6SzLeZagz7R19K3PhAIIfhzpawSLINmWYf3u4rZvFivLOTTp1DxzRlZfpXnfwYv2t7TVdGkf5rO4bavopY4/Stp1I0cQpvqrGUISqYdw/lafyOi+KJaHR1mbJBkDFh/DWH4oe+0PTLPxnpYZ447dFuYx3QdzW78T5o28K3Up5VEJH5U3wRfWeueCraK4QS2bRCKUfQdK558v1lq+8Vb5M2hzRwsG1dKTv5pml4S8T6f4k0KO9idJYZVIb09xivF/G2jeJPh740n8R+FZHn0e7JkntgchWJ7D6VP4l8O+J/h5q1zr/AIQ3Xekvkm2/u/hV/wADfEPS/Fn/ABL9UX7HqWPnEvC59OeKJYhuKhU36M2p4dQk6lPWL3R1Xhfx7YeNPC101rcLaalFEQYHODuxXz9orTW3jaC6uolLySmK5GOGUt1/Ku38dfC66gvZdc8K3DwSuf3iRtkSV5x4kGtaXOU1SB1c8iQLXNiJ1ZcvNq0dOGhSSlyu1+nY901XwJoc1vNJb2A2SrlHXGCK4HVPhnpeoNKI5iJFA27XAxXFWPjvXIbCWzj1BpImTZgnBFcydc1K3Yot7IysxLsJDxTT5rWVgSmnZu5va34B1LT5nt21KIlm/dqCdxFd/oNiui+HrfS0KGRv3ksmOQSOlcp8NtOvr29fXNSd2QfLCGYnI9a7q1ja81IxquV6V7eW0Wpc8kfN57jL0/YxfqdP4JtkeQ3LIA3Y461uXMbXVwYjxlqfoVitraIoGCAau2NuXmaT0NehOd5XR4FODsrne6XtTT4IwQSqAfpVng1l6HOGQKeorTIPOK5ZaM9yDukQt948UU/bRU3NbnMeKZlaQKOorncsXro9Zs/O1AHPGDWUbVY5CDWid0edUV5NlB2Y/LURVh3rVNsjGoLm22rmh2M9mZwbaxzjn1rL1jTzJCzRkAN1xWpOF6d6av3MdamxSlY4O1ml0e4LbWdA+W3+ntXSadNBqStcW8i+ZnKx+lN8Q6V9pi8yIZP8S1ykS3mm3XnW25CDyK5K2HjUW2p20MU6dlfQqeOtRu9K8cadfRMcDKyAfwg+teseHdXju4lljkDljnI6V5r4paHxHo8m7ZBfoNwPdsVL8KdVe4tPs8jCKe3byzGe+O9eO4So1LW0Po04VsPFxeq/rUv/ABlSRfs90GGVckmu++FOtS6j4UhJbzHhXa59DXL/ABAsodU8PStu/eRAsa81+D3jWfQfFKW08h/sy8ba4P8AC2cCkrwxKqR2ehWtXCcnWLPpkyOVJQ7WIwSelebeH3ttN+MF5bO3lC+ReD0JArulvbc5VZg0bt8pHpXj/wAaINSsfEumeKtLy0cLES49BxXRVqJwT3s7nJhl7zj3Vj13xNY/bdCvbNvm3Rtj8q8n+Cfi5NI1q78Iam3ljzmMO/gZz/KvSPB/i3TvEegLdR3USzYAZSRXlnxl8E3FzqsPiLQyFvkxlYz1Aomo3VSPT9TajF2lRme5XVxH5WAyPEeGQfdOa8A+OfhWLT9QGu6WnkszfvCnCg+tReG/H+u2YOn61buhTHzH2rf1TxDZ6poF3I22bERbyyeSayqVY1ovU2pUJUnued+GPiZr+iyRRm8N7Zk4YuSSvsK7S88feFdftDDqVsiygYYSAbq5PS9S0RdG865tBblXOUMOf6Vma0NHuIHkt7U+bnhxWCqa6M6lTjJ7E97pvgl2lkt7jymBLHkYAqDR/DOiartisYJjEHzI7gYbntWfo3hi41O5SW4jaK2X7/P3hXq+lWdnY2sUNmojjA5r0cJhZVHzN6HkY/MIUIuEdxrwwWGnx20EarGg2oF64960PCUW27DuuOe9QrB50+cZUHrXRaZbrldoxivoaUeVHxteo5yudKjDBb+HFXdOKCF/U1lPJ8qqO3WoEvGjuBHnjNRIqM+VnYaAcTe2a6JgV5rm/Dfzyj866Umuee56tD4RtFLRUm5g3VvcSahIyj5AOD61ly6fdNIW2mupj3bRjr3pyBgpyAapSMZ0E3ucebaRTyH49qhv5PIi2zDDHpmuzaBXjJCrXM+NrUzSQvEnC9cVSlc56tBwi2jmZmVmzximqp+8OlTiEgnMZ21FIedoUgU1uc3NboN4wdpAz1qhc2kLMS6g1oFY1XjOaZ5aP96jTqK7PNfEnh6eG7bUIpHKdl/u/Ss3QpYNP1Nb6UEHd85XqRXrUltDLCVkGVPG2ub1HwzaxeZOq7gw4X0rOpShU+I3o4mpRvyuxoR6hpusWzeS5Quu3Y3Ga8Z8e+Gbvw/ey3MMbtA7bgAOEPtXXy2TwlpI5mhKHgDiobnW7iWPy7tkmUAriRc1yVcvvrFnqYTOFS0qof4E+Ilm1hDa37yLLGoQE98d67K+vYNYsXjjkSWN1xsJ9a8g1DS9IlnWZI3SUnPyNgflXTeG79LGdFkuowijpjmuKWDrRdrHorGYWavGRx3iTTdW8I6rH9jmnitC24kfWun8JfEC7eUw30vyAYD5+Yius1648N+JNKa1vb+KKQDg7TXm2q+E7W1mB0vUFnQjhveodCtB+7E6YYzD1o+9KzPTHex1u285oUYd2I5rzrxtpd5pV6NQ0mY+Sv3kz1Fa3g5rzTVZL6cNEOwrS1DUrO4jdXhDRv8Ad+laQwlSdnaz9DKpmNCjpzXRzvhfxbDrchsr3SCq4CmQJXSLaabEDDFaxlTyM1Rs/JERhtbaOIH+ILzV2K3mc8A5rto5fGLvUZ5NfOZVLxoq3mSwMFJUgKoGABWpZ281wqoFO31qzoegvIvmXFdJBbx26BI1r0ouK+E8SfNJ6soraiKNFAPHatazReMZBpREzsMLzSvFNA4LDir52zFwtqSyt5QLHk1RY/6dH6HrViVnkOEjJqj+/M4ZkIANNGU5M9D8IHc59AK6M9CawPB8f+iiT1Fb5OFFctT4j3MP8CAZxRRmioOgpwyFozuXFPYkLhcY+tOi+8foayyzfbCNxxn1qXJjsaCnpgn3pJUjZdrKCDUpHyLUb9aE2FjN1KK0it9uwB/QelczqS8Dyoce9ddfqpdcqDx3FZt8q7fuj8q1jI4a8Fc5qOA4BZabLGRJhV4rSm61Tf8A1tVY5ZOxDFGjNvOc+4qK5j3vhSpzweatSfcNVogNx4ppIhO5k6joqTKRsTn3rjtb8KTnc0IG7tg16OetNRV837o6elN7l7Hht54b1COQkoxxWbLpd/HIWaJ8nvXul/GmT8i/lWU8URJzGh/4CKfM0LlTPJ006+KA+W+fpU8WmXzyLmNzjpXqflReWP3af98ipIo4/wDnmn/fNDmw5Tzu20W7Y7tjAnrWjp3hqcybmiJHvXexRpn7i/lV62VQR8o/KodRgoq5ylh4dmU8R4re03w/sO6QZNdDABt6CrSAY6Cp5mzWysZyWe1cL27VKlrjkpzWjGBjoKZL0p3ZLStcotE27gcitrSbGO9j/fEZFZTE+prd8N9TVX5S6aUnYrPZLFMyquQBxxVdtEmuLVpF4O70rqLlV3j5R+VT2oH2cjAxQpuxaw0JSINDt/stukZ6BRmrhcM20UL/AEqGL75rGT947IwUVYmJ5ooPWinc0P/Z" />estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-60705923432829138512019-03-20T07:11:00.000-07:002019-03-20T07:11:58.335-07:0010x hOMEWORK WEEK COMMENCING MONDAY 18TH MARCH<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b>: WEDNESDAY 27TH MARCH</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK</u></b>:<span style="background-color: white;"><span class="TextRun BCX0 SCXP237868462" data-contrast="none" lang="EN-US" xml:lang="EN-US"><span class="NormalTextRun BCX0 SCXP237868462">SPEND 1 HOUR FOCUSING ON A DIFFERENT SECTION OF YOUR A3 SHEET. USE CONTINUOUS </span></span><span class="TextRun BCX0 SCXP237868462" data-contrast="none" lang="EN-US" xml:lang="EN-US"><span class="NormalTextRun BCX0 SCXP237868462">LINE WITH A </span></span><span class="TextRun BCX0 SCXP237868462" data-contrast="none" lang="EN-US" xml:lang="EN-US"><span class="NormalTextRun BCX0 SCXP237868462">FINE LINER. ZOOM IN ON A SECTION A SHELL. CONSIDER VIEWPOINT / COMPOSITION.</span></span></span></span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-86413730133933686142019-03-06T02:24:00.000-08:002019-03-06T06:36:40.031-08:0010X homework week commencing 4th March<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>DEADLINE </u></b>: Wednesday 13th March</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>Task</u></b>:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Spend <span style="background-color: yellow;">1 hour</span> on final presentation of "By the Sea" Mindmap.</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-1614068712453269602019-02-27T05:14:00.000-08:002019-02-27T05:14:06.375-08:00Year 10 Homework week commencing 25th February<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u><span style="background-color: magenta;">10X (ES)</span>:</u></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Print off an A6 photographic image of a fish - we will be producing an etching from this for "By the Sea" sustained project.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE </u></b>: Wednesday 6th March</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-69696122443146156672019-02-13T04:10:00.001-08:002019-02-13T04:10:49.679-08:00YEAR 11 HOMEWORK<img alt="Image result for 8 FREE CLIPART" height="200" 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width="200" /> <span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">WEEKS TILL EXAM!!!</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK</u></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">1) ENSURE ARTIST ANALYSIS 1 AND 2 ARE COMPLETED AND PRESENTED IN YOUR SKETCHBOOK (OR READY TO BE PRESENTED ON A1 CARD)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">2) ENSURE PHOTOS ARE PRINTED IN HIGH QUALITY.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">3) COMPLETE 2 DIFFERENT OBSERVATIONAL STUDIES FROM PRIMARY SOURCES. USE DIFFERENT MATERIALS, WORK IN DIFFERENT SCALES.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: magenta;">11X </span>: THURSDAY 28TH FEBRUARY</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: cyan;">11Z </span>: TUESDAY 26TH FEBRUARY</span><br />
<div style="text-align: center;">
<span style="color: lime; font-family: Verdana, sans-serif; font-size: x-large;">WE WILL CONTACT HOME IF YOU MISS THESE DEADLINES!!</span></div>
estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-85198123478710118652019-02-13T03:45:00.000-08:002019-02-13T03:45:59.377-08:00Year 10 Holiday homework<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><u>Task</u></b>:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">1) Collect resources - primary, secondary, photos, objects, magazines on the theme "By The Sea". This will form the sustained project which is the main focus of Component 1 which is worth 60% of your GCSE Fine Art grade.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">2) Look at artists who inspire you for the starting point "By The Sea". You will need two for your Artist Analysis. You <b><u><span style="color: #cc0000;">DO NOT</span></u></b> need to print anything out, you will just need their names to tell your teacher.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><u>DEADLINE:</u></b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="background-color: magenta;">10X:</span> Wednesday 27th February</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="background-color: cyan;">10Z:</span> Friday 1st March</span><br />
<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTEOvo68miMMjqz9hosvqqz_J8SmbkjWUvGN6Ql4N8RZJiHGlRGUOyuV7TUcw6F1l1euhBP5jofFDu8/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="640"></iframe>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-67563160345551960072019-01-31T01:06:00.000-08:002019-01-31T01:06:06.685-08:00YR 11 Homework week commencing 28th January<b style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><u>Task 1</u></b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">: Take</span><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: large;"> photos of primary sources. I.E. if you have chosen to do the exam Question "My Surroundings", and your focus is Leicester, take photos of locations/ places that are relevant and </span><strong style="color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: x-large;">personal</strong><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: large;"> to you. You need a <b>RANGE </b>of images for your chosen focus. <b><u>DO NOT</u></b> print off internet!!!!</span><br />
<span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK 2:</u></b> Begin presentation of Artist Analysis in sketchbooks.</span><br />
<span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>
<span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b>: Thursday 7th February.</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-54591714526782551562019-01-31T01:01:00.004-08:002019-01-31T01:01:55.821-08:00YR 10 Homework week commencing 28th January<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Begin presentation of Artist analysis in sketchbook on Angie Lewin OR Helen Maxfield.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>Task </u></b>: Create title which reflects style of chosen artist.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Use www.1001fonts.com as inspiration for fonts.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b> : Wednesday 6th February.</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-32424857643042033132019-01-22T02:24:00.004-08:002019-01-22T02:24:46.594-08:00YEAR 11 Homework week commencing Mon 21st January<span style="font-family: Arial, Helvetica, sans-serif;"><b><u>DEADLINE</u></b>:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: magenta;">ES 11X</span> : THURS 31st JAN</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: cyan;">SF 11Z: </span>TUES 29th JAN</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b><u>TASK:</u></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Produce rough drafts of written analysis for artist 1 and 2. Use writing frame you have been asked to use for the last 18 months.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>REMINDER</b>!!!!</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Component 1 Coursework deadline has been extended to <span style="background-color: yellow;">31st January</span> due to number of students with incomplete work. Attend lunchtime sessions to complete work required - its worth <b>60%</b> of final grade.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">THERE WILL BE NO FURTHER EXTENSIONS.</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-15890437556857341572019-01-16T01:33:00.003-08:002019-01-16T01:33:58.584-08:00Year 10 Homework<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK</u></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Angie Lewin Helen Maxfield</span><br />
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<span style="background-color: white; color: black; font-size: large;">1) Print off an A5 image by your chosen artist ( Angie Lewin </span></div>
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<span style="background-color: white; color: black; font-size: large;"><b><u>OR</u></b> Helen Maxfield) which you are going to observe and </span></div>
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<span style="background-color: white; color: black; font-size: large;">"copy".</span></div>
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<span style="background-color: white; color: black; font-size: large;"> Make sure it is an image which incorporates Natural Forms :</span></div>
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<span style="background-color: white; color: black; font-size: large;"> Plants, flowers, animals, landscapes etc</span></div>
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<span style="background-color: white; color: black; font-size: large;">2) Print off 4 thumbnails of other examples of their print work.</span></div>
</td></tr>
</tbody></table>
estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-77365193740916905192019-01-16T01:24:00.000-08:002019-01-16T01:24:16.068-08:00Year 11 Homework<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>Task 1</u></b></span><br />
<br />
<ol>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Print off images needed for Artist Analysis 1 and 2. (Make sure they are relevant to your chosen exam question).</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">For each artist, you will need to print the image you will observe and "copy" A5 size.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">For each artist, you will need to print 3 or 4 additional thumbnails of other relevant images.</span></li>
</ol>
<div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><u><b>Task 2</b></u></span></div>
<div>
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;">Start taking photos of primary sources. I.E. if you have chosen to do the exam Question "My Surroundings", and your focus is Leicester, take photos of locations/ places that are relevant and <strong>personal</strong> to you.</span></div>
<div>
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b>:</span></div>
<div>
<span style="background-color: magenta; font-family: Arial, Helvetica, sans-serif; font-size: large;">11X</span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: large;"> : Tuesday 22nd January</span></div>
estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-76115162785934513012019-01-09T05:07:00.001-08:002019-01-09T05:07:13.443-08:00YEAR 10 HOMEWORK<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>TASK</b>: PRINT 4 <u>DIFFERENT </u>IMAGES OF SHELLS IN <b><u>COLOUR</u></b>. EACH SHELL NEEDS TO BE A6 IN SIZE. (FIT 4 ON ONE A4 PAGE)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">DEADLINE </span></b><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: magenta;">ES/ 10X </span>: WEDNESDAY 16TH JANUARY</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: cyan;">SF/10Y: </span>FRIDAY 18TH JANUARY</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-19651604284053148322019-01-09T05:03:00.002-08:002019-01-09T05:03:20.379-08:00YEAR 11 EXAM HOMEWORK<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>TASK</b>: COMPLETE A3 MONTAGE FOR CHOSEN EXAM QUESTION.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>DEADLINE</b>:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: cyan;">SF / 11Z :</span> WEDNESDAY 16TH JANUARY</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: magenta;">ES / 11X </span>: TUESDAY 15TH JANUARY</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-53945898669408277312018-12-19T06:26:00.001-08:002018-12-19T06:26:18.303-08:00Year 10 Homework week commencing Monday 17th December<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQLgOQLJBw1F2SbIVaCQhDTT5tSYBZvazYRlyzJzwxcYlE5ddgN3U-qiko404lf2wtRdwSczC1Za0Lt/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="640"></iframe><br />
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<span class="TextRun SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;"><br /></span></span></div>
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<span class="TextRun SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;"><b>TASK </b>: Complete Georgia O'Keeffe artist analysis </span></span><span class="TextRun SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;">in Sketchbooks.</span></span><span class="EOP SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-size: 19.3333px; line-height: 0px; margin: 0px; padding: 0px; touch-action: pan-x pan-y; user-select: text;"></span></div>
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{44}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<br /></div>
</div>
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<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{4bcf8563-0ab5-4c96-9575-bba70be0ab28}{34}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="EOP SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-size: 19.3333px; line-height: 0px; margin: 0px; padding: 0px; touch-action: pan-x pan-y; user-select: text;"><br /></span></div>
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{4bcf8563-0ab5-4c96-9575-bba70be0ab28}{34}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="EOP SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-size: 19.3333px; line-height: 0px; margin: 0px; padding: 0px; touch-action: pan-x pan-y; user-select: text;"><br /></span></div>
</div>
<div class="OutlineElement Ltr SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text;">
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{146}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="TextRun Underlined SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: bold; letter-spacing: 0px; line-height: 23.2px; margin: 0px; padding: 1.1022px 0px 0px; text-decoration-line: underline; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;">Deadline</span></span><span class="TextRun SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;">:</span></span><span class="EOP SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-size: 19.3333px; line-height: 0px; margin: 0px; padding: 0px; touch-action: pan-x pan-y; user-select: text;"></span></div>
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{146}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="EOP SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-size: 19.3333px; line-height: 0px; margin: 0px; padding: 0px; touch-action: pan-x pan-y; user-select: text;"><br /></span></div>
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{146}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="EOP SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-size: 19.3333px; line-height: 0px; margin: 0px; padding: 0px; touch-action: pan-x pan-y; user-select: text;"><br /></span></div>
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{146}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="EOP SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-size: 19.3333px; line-height: 0px; margin: 0px; padding: 0px; touch-action: pan-x pan-y; user-select: text;"><br /></span></div>
</div>
<div class="OutlineElement Ltr SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text;">
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{160}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="TextRun Highlight SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: linear-gradient(to right, rgb(255, 0, 255), rgb(255, 0, 255)); background-position: 0px -1.1022px; background-repeat: no-repeat; background-size: auto; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; outline: transparent solid 1px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;">ES gro</span></span><span class="TextRun Highlight SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; background-image: linear-gradient(to right, rgb(255, 0, 255), rgb(255, 0, 255)); background-position: 0px -1.1022px; background-repeat: no-repeat; background-size: auto; color: windowtext; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; outline: transparent solid 1px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;">up </span></span><span class="TextRun SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;">: Wednes</span></span><span class="TextRun SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;">day 9th January 2019</span></span></div>
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<span class="EOP SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-size: 19.3333px; line-height: 0px; margin: 0px; padding: 0px; touch-action: pan-x pan-y; user-select: text;"></span></div>
</div>
<div class="OutlineElement Ltr SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text;">
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{228}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="TextRun Highlight SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: linear-gradient(to right, rgb(0, 255, 255), rgb(0, 255, 255)); background-position: 0px -1.1022px; background-repeat: no-repeat; background-size: auto; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; outline: transparent solid 1px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;"><br /></span></span></div>
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{228}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="TextRun Highlight SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: linear-gradient(to right, rgb(0, 255, 255), rgb(0, 255, 255)); background-position: 0px -1.1022px; background-repeat: no-repeat; background-size: auto; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; outline: transparent solid 1px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;"><br /></span></span></div>
<div class="Paragraph SCXP168858830" data-ccp-props="{"335551550":1,"335551620":1,"335559683":0,"335559685":0,"335559731":0,"335559737":0,"335562764":2,"335562765":1,"335562766":4,"335562767":0,"335562768":4,"335562769":0}" lang="EN-US" paraeid="{269f9a3c-d74b-44ba-9c4a-acdad7b7af38}{228}" paraid="0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; overflow-wrap: break-word; padding: 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: baseline;" xml:lang="EN-US">
<span class="TextRun Highlight SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: linear-gradient(to right, rgb(0, 255, 255), rgb(0, 255, 255)); background-position: 0px -1.1022px; background-repeat: no-repeat; background-size: auto; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; outline: transparent solid 1px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;">SF group</span></span><span class="TextRun SCXP168858830" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-family: "Comic Sans MS", "Comic Sans MS_MSFontService", fantasy; font-kerning: normal; font-size: 19.3333px; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0px; line-height: 23.2px; margin: 0px; padding: 1.1022px 0px 0px; touch-action: pan-x pan-y; user-select: text; vertical-align: -1.1022px;" xml:lang="EN-US"><span class="NormalTextRun SCXP168858830" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; line-height: 0px; margin: 0px; padding: 0px; position: relative; touch-action: pan-x pan-y; user-select: text; vertical-align: 1.1022px;"> : Friday 11th January 2019</span></span></div>
</div>
estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-6571155951144516382018-12-10T05:14:00.000-08:002018-12-10T05:39:32.024-08:00YEAR 11 HOMEWORK WEEK COMMENCING MONDAY 10TH DECEMBER<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_7ezD6NAy59mHwQc6m9hRfSrKMVKDpvTyvGzSnXoAXlBxE58ifhfUbc47g9nLiLCbJr3s9aje79zGF0F8hqut5b88xpxbjmP7CZXhM6TMDkK6Bd225Wxz3OfpoeLADYGfoaGeF1G1LJ0W/s1600/blog+image.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_7ezD6NAy59mHwQc6m9hRfSrKMVKDpvTyvGzSnXoAXlBxE58ifhfUbc47g9nLiLCbJr3s9aje79zGF0F8hqut5b88xpxbjmP7CZXhM6TMDkK6Bd225Wxz3OfpoeLADYGfoaGeF1G1LJ0W/s200/blog+image.JPG" width="200" /></a></div>
<b><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><u>DEADLINE </u>FOR <u style="background-color: magenta;">ALL</u> STUDENTS : </span></b><br />
<b><span style="background-color: yellow; font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;">TUESDAY 8TH JANUARY 2019.</span></b><br />
<br />
<ol>
<li><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Complete all unfinished identified work from year 10.</span></li>
<li><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Ensure all websites used for Artist Analysis (AO1) are recorded on relevant sketchbook pages.</span></li>
</ol>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Ensure <b><u>all</u></b> listed work below is <b>completed </b>and <b><u>permanently </u></b>presented in sketchbook for your chosen mock question : Human Figure, Light and Dark or In the News.</span></div>
<div>
<ol>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Title Page (Montage) : Selection of imagery related to question and title.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Mindmap on chosen question.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Artist Analysis 1 : Printed image of work A5, observation study, written analysis including your views and opinions, additional thumbnails (imaged of artists work relevant to question) - presentation to reflect style of chosen artist.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Artist Analysis 2 : Printed image of work A5, observation study, written analysis including your views and opinions, additional thumbnails (imaged of artists work relevant to question) - presentation to reflect style of chosen artist.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Primary and Secondary research printed and presented in sketchbook with relevant work - own photos, magazines, internet etc</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Minimum of 4 observation studies from primary/ secondary research in a range of materials and techniques.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Minimum of 2 studies taking influence from chosen artists.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">3 compositional ideas developed from observational studies produced.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Further experimentations showing development for chosen compositional idea.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Final idea plan with annotation etc</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Evaluation</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Personal Response</span></li>
</ol>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">THIS IS THE MINIMUM AMOUNT OF WORK EACH STUDENT SHOULD HAVE FOR THIS SUSTAINED PROJECT. STUDENTS OF A HIGHER ABILITY WILL AND SHOULD EXCEED THIS, PARTICULARLY IN THE EXPERIMENTAL PHASE.</span></div>
estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-1886689970423916972018-12-10T04:52:00.003-08:002018-12-10T04:52:48.426-08:00YEAR 10 HOMEWORK WEEK COMMENCING MONDAY 10TH DECEMBER<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK 1 :</u></b> Ensure all pepper work is presented in sketchbook with annotation, observation studies and photos.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK 2 :</u></b> Ensure mushroom / leaf work is presented with annotation.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b>:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: magenta;">ES group </span>: Wednesday 19th December</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: cyan;">SF group</span> : Friday 21st December</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><br /></i></b></span>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-18079547300985744152018-12-05T05:07:00.000-08:002018-12-05T05:07:12.061-08:00YEAR 10 HOMEWORK WEEK COMMENCING 3RD DECEMBER<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK </u></b>: COMPLETE ROUGH DRAFT OF WRITTEN ANALYSIS ON GEORGIA O'KEEFFE (THIS WILL BE STARTED IN LESSONS ON THURS/FRI).</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b>:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: magenta;">10X (ES)</span> WEDNESDAY 12TH DECEMBER</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: cyan;">10Y (SF)</span> FRIDAY 14TH DECEMBER</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-32144735574897472722018-11-29T02:33:00.001-08:002018-11-29T02:33:08.634-08:00YEAR 11 EXAM PREPERATION<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Your GCSE Fine Art Mock Exam is Thursday 6th and Friday 7th December.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><u><span style="color: red;">ALL </span></u></b>your work - sketchbook and resources ie PHOTOS to draw from, drawings etc relating to your mock exam question - Light and Dark, Human Figure or In the News : must in college Tuesday 4th December. It will not be removed from the Art room after this date as it is really important that<b><u> ALL WORK is in college for the start of your exam.</u></b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><u><br /></u></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">You are not allowed to bring anything in to refer to <b><u>AFTER </u></b>the 10 hours have started.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">EXAM ARRANGEMENTS:</span><br />
<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRBg0snPRZdlkdfnJdB-CirtdjxNLulLd7YwDkrp0ZdD9_kc6uL_fwEzARr_dFfT8pn30Fq580GQGcB/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="640"></iframe>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-62315009133350555842018-11-21T04:56:00.005-08:002018-11-21T04:56:50.622-08:00YEAR 10 HOMEWORK WEEK COMMENCING MONDAY 19TH NOVEMBER<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b>:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: magenta;">10X (ES)</span> : WEDNESDAY 28TH NOVEMBER</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: cyan;">10Y (SF)</span>: FRIDAY 30TH NOVEMBER</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK</u></b>:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">SPEND <span style="color: #cc0000;"><b><u style="background-color: yellow;">1 HOUR</u></b></span> PRESENTING YOUR PEPPER WORK IN YOUR SKETCHBOOK. ENSURE EACH STUDY IS PRESENTED WITH ITS PHOTO AND ANNOTATION.</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-87954841800410207632018-11-14T05:23:00.000-08:002018-11-14T05:23:21.246-08:00YEAR 10 HOMEWORK : WEEK COMMENCING MONDAY 12TH NOVEMBER<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>TASK:</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">FOR YOUR SECOND ARTIST ANALYSIS YOU ARE FOCUSING ON THE WORK OF GEORGIA O'KEEFFE. </span><br />
<br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">LOOK AT HER NATURAL FORMS WORK - FLOWERS, SKULLS OR SHELLS. </span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">PICK ONE TO PRODUCE AN ARTIST COPY OF. PRINT THIS IMAGE A5.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">SELECT 4 OTHER EXAMPLES OF HER NATURAL FORMS WORK AND PRINT AS THUMBNAILS. </span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">ALL 5 IMAGES SHOULD FIT ON AN A4 PAGE.</span></li>
</ul>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>DEADLINE</u></b>:</span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: magenta;">10X (ES) </span>: </span><span style="font-family: "arial" , "helvetica" , sans-serif;">WEDNESDAY 21ST NOVEMBER</span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: cyan;">10Y (SF) :</span> FRIDAY 23RD NOVEMBER</span></div>
estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-5846287235070290312018-11-13T02:46:00.002-08:002018-11-13T02:46:37.457-08:00YEAR 11 HOMEWORK WEEK COMMENCING MONDAY 12TH NOVEMBER<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>TASK</u></b>: </span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">1)You need to make a decision about what your personal response is going to focus on - it should be developed from the observation studies you have done so far.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">2)Produce an observational study from your own sources which combine your 2 artists styles together.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><u>DEADLINE</u></b>:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: magenta;">11X (ES)</span> : THURSDAY 22ND NOVEMBER</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><span style="background-color: cyan;">11Z (SF)</span> : TUESDAY 20TH NOVEMBER</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-86274702048629417212018-11-07T05:16:00.002-08:002018-11-07T05:16:44.022-08:00YEAR 10 HOMEWORK WEEK COMMENCING MONDAY 5TH NOVEMBER<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>DEADLINE</b>:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="background-color: magenta;">10X (ES)</span> WEDNESDAY 14TH NOVEMBER</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="background-color: cyan;">10Y (SF)</span> FRIDAY 16TH NOVEMBER</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>TASK</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">IN <b><u>ROUGH</u></b>, PRODUCE ROUGH DRAFTS OF ANNOTATION TO SUPPORT PEPPER STUDIES.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span>
<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSxrNmIGBlQ8VenQPCB1zEiR2PzqBUn6dz-em8nVxHPaqR10vRK4g0ZConlimLyNNwQbzkIIFYcOgpX/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="640"></iframe>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-4582822381481155872018-11-05T01:28:00.000-08:002018-11-05T01:28:53.870-08:00YEAR 11 HOMEWORK WEEK COMMENCING MONDAY 5TH NOVEMBER<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmVN0R87wpK1zGLkaGjQcDrdxnOdvGFJQPul2hiZpaTFD5ND3ZQUrbGiwtZWukk0hOXjOm2roNDCJDoVIE1J8l8RW8lQabWN1o0fTfOWSHs5GPmvfqxIrCsSeEg97TMPFqeFe9EPmY6OFg/s1600/5+weeks+to+exams.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmVN0R87wpK1zGLkaGjQcDrdxnOdvGFJQPul2hiZpaTFD5ND3ZQUrbGiwtZWukk0hOXjOm2roNDCJDoVIE1J8l8RW8lQabWN1o0fTfOWSHs5GPmvfqxIrCsSeEg97TMPFqeFe9EPmY6OFg/s320/5+weeks+to+exams.JPG" width="320" /></a></div>
<h2>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><br /></span></h2>
<h2>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><br /></span></h2>
<h2>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><br /></span></h2>
<h2>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><br /></span></h2>
<h2>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;">WEEKS TO MOCKS!</span></h2>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><br /></span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-large;"><br /></span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><u>TASK </u></b>: Complete an observational study in the style of your second artist. Consider scale, composition, materials and technique carefully. </span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><u>DEADLINE:</u></b></span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="background-color: magenta;">11X (ES)</span> : Thursday 15th November</span></div>
<div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="background-color: cyan;">11Z (SF)</span> : Tuesday 13th November</span></div>
estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0tag:blogger.com,1999:blog-9100553196659195295.post-42326500863860368372018-10-31T06:03:00.000-07:002018-10-31T06:03:47.666-07:00YEAR 10 HOMEWORK : WEEK COMMENCING 29/10<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><u>DEADLINE</u></b>:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="background-color: magenta;">10x (ES)</span>: WEDNESDAY 7TH NOVEMBER</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><span style="background-color: cyan;">10y (SF)</span>: FRIDAY 9TH NOVEMBER</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b><u>TASK </u></b>:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">IN YOUR SKETCHBOOK, CREATE THE TITLE "VIEWPOINTS" USING APPROPRIATE FONTS.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">USE THE WEBSITE: WWW.1001FONTS.COM TO INSPIRE YOU</span>estrudwickhttp://www.blogger.com/profile/10519771964011211969noreply@blogger.com0