My Art
Friday, August 29, 2014
Friday, May 9, 2014
Art Show 2014
Some pictures I took at the SHHS Art Show of art work that stood out to me.
From a sketchbook
This last one is my absolute favorite ever, I am in love with it.
Thursday, May 1, 2014
Vocab #3
Rhythm: A patterned repetition of a motif.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_sTenmjI_pNvLqA-4SSlEKeqxIOvBo7rftK6KkPx4fPDMX-qQ7QBQA-ihJOTRueUMS_qbhsIsVL2ycogxNEX-MEdSnSN5ssBCdLDU6gNm49lwDPTWpLAxBwAW_fP_23SZH8CZl4pnabq7G_IwuTW1JBNk4BPTIaw_r3HpL1Jx6PiYvhsEHRfffzWoRwB6pX1qiTh6aZvE2CyJOdlu7WsRmucLoPv9A3JGZQSK-JY0JArLYcUIJrf3VVBxDQObY3iQjv2aBHr0nE-aoeseQblC1fT6VENXqYqdY-GS63a4xjATMBosJX7_8njzGA9czxXRQXOBHeqHGZX7N3azoFFhWeVblabSjPqBg=s0-d)
Directional Movement: The illusion of movement in a two dimensional piece of artwork.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_vqAJtm0hPMgc1MugWLpgvqAt6scBparuNJ1ug3AYQvieRKPVCPaAkDCOHH5nXMnpCXD0WsQbBjmiCYKSnPMbUNGs7ic1A0LWZ9Udgj1vIup5ixNQNbvy6MFTKiVixPvQ2tDiRrMteH-b_H8c0X4xgKX7HSXLkPTZuNPDOdFWqy5-GH7uN48cZsgoYLUS1IDIWJNkyyFg05DQ_Xwls29Xg03vVyLbB2_ovoKE5W6YR6ea14uDNrY6YC=s0-d)
Proportion: Comparative relation between things.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_v6s8Ps8wAIdNoa0Q4H5sxhgfwySiKryOC_9YIXg6B556aEhX9gXrqDRJwNoRcFUEFzaIilmdfhce3vIY2zPLgjaqDdk2XIDPXkvQs9Kyo41IVGQj9v7Oa33IIGnGkus1hdjITuy3N5DT03WYuQvEvjqoNlGArAefjmqlSydOipG0GBbBZODpXJICIAt76pAN29n_s-uLcON-0pUO28QqC_rdkMbbuWw5xzNl-NF8q-3hENV5_zCXUYoYqm2aAjrzU5XwKxqGBw=s0-d)
Balance: A state of equilibrium.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_sSSMZ6canayH5Nj-lQsOcduHMEAO_8XZ9dnvW4jshyRFuw83g3JHwt7e12qsujDEcCe_TYk0vExsPyIwot0s4CwSThTNpr-1TDJVcRM_YpEUf5z-z3aJPBBhESqWtK3G9BM89zTIfX4sGZ5YRgHXInVMX4gNQWbWKAg7CU99AwoUGtoCFCb6mI0VNUCsZLSlCjweTjlhc13DpJEIbWXV6Pp_42wiZOfNBQSsGjTLmxYVLBxPSbw8MzNoTUueo=s0-d)
Unity: The act of combining multiple units into one.
![](data:image/jpeg;base64,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)
Harmony: A consistent or pleasant arrangement of parts.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_uwFQ1KC03WSTFnhqp_HX4o4ZSDVRa48Skm4tF7ULW6Z56-2nTZDm24EE3r7k7szc-fig5a5vR-1cAafNsKAJQMf4BdJoaaNU8Um5-I3qguOdl2HPs5MaTqXC0g5EVJ4vF9W_WYRdN_p6COU9bMgHFugVzdHRvlulF7xRJZx6KLzA=s0-d)
Contrast: A striking exhibition of unlikeness.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhISERQUExQWFRQWGBwaGRcYFBgYGBgYGBwYGBscGBgXHSYeFxkjGRcXIC8gJCcpLCwsFx8xNTAqNSYrLCkBCQoKDgwOGg8PGiwkHyQvKi0qKiwsLCw0MiwtLCwsLC8sLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLC0sLP/AABEIAMIBAwMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAEBQIDAAEGBwj/xABDEAABAgMFBQYDBwMCBAcAAAABAhEAAyEEEjFBUQUiYXGBBhORobHwMsHRByNCUmJy8RSC4ZKiM1Oy0hUWJHSTwuL/xAAaAQACAwEBAAAAAAAAAAAAAAADBAECBQAG/8QANxEAAQQABAIJAwMCBwEAAAAAAQACAxEEEiExQVEFEzJhcYGRofAiscFC0eEUMyNicoKSsvEk/9oADAMBAAIRAxEAPwDzc7TmmiJh0auMFWIrLvNvqKTgaj+7TlEpOxUjPm+mg04+GsStVmupU35cmfEQJPAEalAqsxUphunhgfofXhnqSVA1J8TBWzLS6mI6xu3ybqqYGvjj5/KIXUKsIFSnVXOr++MNNmIITMJeiCB/dz4sOsLZ6KjlQ+fzg6zrKZRBbeNBmWBLjg6UjCKP4JrCnKXOPAH1Ioe5QlrkA4gCBJtmAqMfOL0TXOBUs4DIe9YvmMCKgqq+kGtZ2hUdnT1IWkKS4J+E0b9pyNT7MGbZsl4CegVQ15vyjAlqpIwPA8IBVLWcXYZtDE2q4gTDUYKb8qnDviMgQXBdqYwrI2nBwT0bXTRlze2zUf6eI8jstlRXKF3UHi1fr84by1FdmWCQVBJNKOU7wfQ7vnCOzrSApKC6QHGoBqAeIqPA5w42LaSF3SKYnyFOYPlAa+g9xW+6UTSjlIyj4636ahB9yqZZ7icTNdiQGASzkk6nGEtu2XMlMFNvZhQJA1IxA4x3EqQmSO9tKh3SSWBNVEYJAGODxxq7Z30xcxarrqJwepwSkaAU4UiInP34LwYa5riDwU1WZKk3SHAYcmDAg5UzhbN2aqVVKlAPQjXiMj5GHCLUAGSimqg58TQYxtc+8CksUmjZeVRF2vc09ysHEJ1slQtdlKF/8WTV6uUcP2q8lNBFnsk26lF1SyBgOtTVgG9YTdnJn9HOVOSoqT3agEKq6iwTvflD3j+3jGtobanTSEqWbp/AkBCDzSn4urws5tPtmyqY27hEWmxzDNBUQEpqAJqFV0ZCiQcYU2m3LK1Oo0NKnxrhEiwxgO12oKDCv05weAknZOw4gsi6kDQmyeJ7j3LF2kk1U/vLjEVKH8xQlmoB4V9vGPXXSkPAUrWTup3BpgHLCvTjUDnFB2h92WIQpRrTfLUAvZJAowbi8RtUz8INAanVVc8wK88dIBBcxYBQ81oE9TPSqXKKC9xN1WoIJIpxCj/pMFbPWd7FylVK4EYk5AwJZ0fdIZquORF3/vJ/uMM7AlSphSlJUWNEgkltAHMC2CZN5gTyH2Sq3IYAjJWeIPH65wPax+IYHTWOj2hsqaJaiuRNQigK1oUAPy4ilY5a1WdSXBizXB2xS7xSb94e8mEZKQrHVIfqTd8YOWtlAjAt4GAEWmWm6v8A5guEkgBIo5KQHKhQ/wBsGIqClVLpr9H5v6wJrtNVqTQl0pDNbP31HsfYqSUhJKlGgxALXlaD5t9YXzrS/wBBhFNqtYUSfAaDSBiqCAcSkppW1kZw48+/w5BdRs7touVKTLZwkMDXByw6CnSMjkVT2OMZADg4XGy1J/TyT2bZCouVEE5uS/Q/xGlSSlCg7kpxbinPSGYlgP8Az/MUqAVeDGoNCKGD2tFzAEns1qKVspueUM7cxCVdPJ/lCa12di3hV6+6eEFWa03pbHEMRxanzMSQhMd+kouXs8zFJBwr8mEXbXO8CmgRutopBZXmE9IYSpgkSVTCzhL1dioYDUOS3MwlsF9dmvqcnvFm8S5U9wHHRQ84XDszs3DZbckIihMAH1EFx8jp7X5qFosYIcHjjWsCoSpO6M8Tk3yENLO7UZxSof06+ERXKAUxqHypz9YZBWC5t7IUEg7tdcoNstnUqTMScVJWGYU3aU5xTOnJwDACgSM9WfLjnDDYiyk/tIIzppxwgU3ZtaXRVGfKeIIXL7GtQCkvQUB/aWc9MekdTZ70uekEsxu+PqDu+IjjNoWbu58xDhkrIcaPljlHYbJmptCAhR+8SN1RrfSMAdW9OsRNQ14FXwOZ5yfqYdO/mPZUdtrXNVMlyzSWE3kjQlwrwI8CIYdkdkSzJK5gclTDKjCrniTE+0Fj72UlTF5KiFAioSpr3MAhJfQkw5skpCZCCssAnHnWg6t7AgTSC2lmdKQ9ViXcjr6/zaWbVkhDBCPF/Ajly9YTGzKO6ohL5vvDQtnxBx847nZuw1WhIUp5UktdSkMtY1cvdTxq+TCsNZXYmy/8q9+5cxXqqM587GuoLNZA46ryKTKnBYdbo/FQB+APHWL7VaUAhScgzAMAQ+DuSAAKnEvhHsszsRY1IrZpX+li3EgvHGds+wsqQgTpCVJSgstDlSQD8KxecgAsCHOKTRjFm4yN7w12idZh+scGiha82t6VlbEnAU/xFsiSQINEhN4qIK3xYhI9vlBB2lZ0hu6UCKB7nreqecaofQAATYwkQeQZAK4bn2090uMokhg58ae/WL7FZAVgKLD8R0Gg/UdchxwImW2+kFACUq0Lk5VPTCAV7URLdISVK4EMPrFC9ztGhAkdG0kREk8yKHkN/m3FL9rISmYZaHZNOZx+cVIlABs/lBP9FMT95MQtN8uCpCkhT13SQxxGGogefjngemkMt2Szt7TDZc37tYP4VXmzIWLtOLoT4x7H2f2ELNJCGHeEPNVmpeYf8qfhA4E4kx5P2Is3eW2Sgh0rUL3JBE0v/wDF4Ex7rLk5mMPpWYtIjHHU/PVMg5mg+XzypVIsgKSCAQaEEOCDQgjMEZRwfbjsXKRKEyQkpCKTEhSiLpNFbxJoSx4EHIx6bJlwBtKyBaVIV8KgUnkoEHyMZGHxD4ZQ4HTiFbhRXglpklNnUchMA8QfdIstMwhCATUpF7CrJSK8Ya7bsqRckHFJvTG1S9DxJJPUawktBJUXyo2EesYc33T+I/wYzRuwG2OY1Psa9VQpUV3xE1I1iASDDCxEPMAeNRYtFYyJVF3M1gSTQDz9j1gSXNvuwIQ2JwNQOoiG0Z9+YUkbqS6hqffziaZm6TdaoHvwgIWw67opdb5Jf370gaxyvvAQ5qCRwzhttABh4H1HzgvZmzghClqyBJ4JG9r1ikj8rUfCYbrZQdgNSUB21tdyWiULwK94sWBSCQx13gD/AG8mB7JT0lE6Uos7EKLBKaKTvOaOSgP4wt29au9mqmfmNP2igepqwHV4p2dNu3h+ZKgeSg1Yu2Oo8qWxGOcMWZh4V3be66NJKVKDVqCONT8iIj/VA7pSx91JOUVWS1qmS75JKgpiTmUtdJ4sQOLDjBs2UFDUYjVumEWCFI2jp8B1H8qpbXeI0x5esFWRN1VSAGJJwp8m+RgdLMM+DMG0xqYsvHvpZQqgUApBwWknexzuk8GaKv1aQi4V2WZru8LmNsF7ROIZu8VhUYnOGOw0kgXXBBoc3FQQ9Ax9Io7QSblqnNmoqGGC9/5x7B2T7EWVNlQpJTPEwXxNXLBBBwSEl7gFRq7ucgrjcS2GIGrvZTh5BDinuf3g+q5bZe1e8S6gLzEKDUUnAkDhp9Yps1h7+3SrOtRMtS0J/dLx5OUhSebx3i/s+szBkqRVwUTVhjrUnDBi+J1MAf8AkRcmbJmyptZKkkBaXJCVXrt5LBm3cMDGUMfEb1I8R+1q2JlOJga2QW9vHmOPzu712X9Nw8MuXBoIk2eCkJSpIUnA4fT3pG0y4ys2qSK0ZdIX2+xhQIIBBDEEUINCDwIp1hskRBcp4G91mwrALwjtdsw2SZ3c5ImWdQeXMKu7mgAsUlYopSXAIUC4Uk0ei61dg1zpcubZhNXfPwqlXQE13rxYYhuLhjHu1p2XLWUqUhKrinSVJCrqiGdL4Fs4pnWVy5cnXPzjWZ0k5rRlGo35HyQepAK8Hk9jbZIUDMlTAh966m+lg+JlkgGmJaO6+y61IVKny0pAUhYmOMVIWAlicylUvpfjt5lkavp8oo2fs9CZy5gQAtaQFKAYqAUCLzUJ4mvGKz43+oiLJG69yM36RQVVps94FJ3kqxSreSeYU4PWEO1Ps2slpAIR3CsL0kJSD+5DXT0Y8Y7Nch4sko8Yx4nyQOtjiEUuzCivOOzfYJVit0qYJgmS2mJLpurBUhQFHIIJYUIPCPRpcmBrdZsxiKjmKiCZNsSoA6gHxgsmKdO7NIdRooLAB9KmA0ATqwctdIGmMBWnn4DWBB+qil5Z2ksbWu0XUFSlKSQEXlqIVLlrVuJdt8mvjHHWpCkrUFJKVZpUCFB8HCmMe4TbQBeEpNwLLrI+JZYDeP4qABsAzDCArVZpcxN2ahMxOF1Qen6Tik8Qxjeg6TaygW8ALRJpDJG2PYD7rxRaSoknHhQREoABh/2r2D/SzRdUVSlgqQSN4AEBSV6qBIrmFA0dghNY32PD2hzdikCKKHWS8ZEJ2JjIJSGSu0t8lRtCyQwcscyBnof4iE9JUgsS4I4HA4eOcNNp2hS5UqbKCSlSQST+rBwmjhiDXGFcxEwgMU3wTyIZOULRm2r0OMZUpI1vX1VWy7VeWmXMSTV3u7poWfhFPbPa11pCCwxmM4ODJSTgUsbx6PhDfZ4+7VNWEgpckiu6kXj13THD2+eZkxcxX4y+LsDgHzADB+EcwZ33yXYp5w+EEYOr9T4fPyoW2XuA6FvH+IFlKrDBcs9wRyOPEQsAhluyxcQKcDzAXS7DkPZyrWYR/tT/APZoNROupqaAt41HziHYqcFy5sk4jfGGDB240fpwi6ZJYkEVwPqPNx1gAdTyCtGSEGGOVvEUfEKBU9RR86UPXWkXWSX94KMa4irMfk8LyO7Lh7poRkH+UGWefvobMs9eH184mTslDwpAmYTzH3QHauzE2hF0ElaEADVTqQBxwA6x7v2X2cLLZpcgVEtISTqrFZ6rKj1jxa328It1nURuoMkq4gTL7jkksY9yCCkkVxMYvSUjgyNvBdjAP6mSuZR6ZgGGGnvCITZYOEBiYYs72PPSFqC21qROVKJaqTin5jj6xM7bDtT6cwYom2lsf89I5zb21yWDkgPQ0I5DOBROLvptNRwGV2gXWS9tpepi2ZtFJTQ40jy1e2mfFmbkRqMRDLYW2CpYq4ORwo2WrwXqHtFuOibfgCGkheipmAiIqSIFssxx9IKVSKsltZbm0hJ0B2eaCsjh8xF9svEUHyhLPtYs5E2YoIQCxJzfEAYk5sIsJCXBoUhmi6Ijh5RtNYmhQIBBxGINC9aagivWNKWBj84l4pUQ9smgCscdP22AtQRUPQnLMjiHJrB3bHahQkIQSFL4tu1BOmJYCOXsck5+BT8w8dDF9Je7itjDYZrmZnLrNn7bvY9YYzj3nLGFOzZSQAdx+OIMOJKtT4QD6Q7RKTto6BVCzRVNs4GMGWi1JSI47tN2huIVUpJBCQPiJwfgA7vy1aG4ml7g1ospSkn+0O2STLTKd5qVhQArdBBCr2ji7TFwDhHAqNINNmUqvrm+JfPnzjBZUoTeXVs2NTkw+sewgYIWBl2iswUsgzEZW1dlJ543jQxkFzNprJN0JbJxVuNYyGszuXulnQ4a+2f+P8rqOxFu7ySqzKNU7yG/K7qD6hZfkrhB0jYqyshSs3KgRgcGAwwaOJ2Ra+6ny1VF1QwZ2wOPAmPQbft1MnvHBN2XecMzvdSG5t4wvKHNd9PFbeBkilgBm/Rp5bi/nBJO2e1EpSmzpqosZjAYDAcCVC8RkANY4+WipYscgagxO02szJipiqqWXPPg2A04RpUkln5ULmDxsyNpYuLxBxMpf6eHBHGW0hTVoG8Q/T0rCYoqIfzWTJVoG41cNjjCErcvHRm7RMe3K5o/yj8ojZ1pVKmX0FlJqPQjqkqHWO2E5NolJnoYHBafyqFebUJBzHKOBSWU4yOGsO+z1u7icyj92tkq/aWKVHk5PjFJmWLG4VsDPl/wn9l2ngeB/fuRs6XiPbRvZZ3wDxZ2xbLx8oMtsi4SDS6SH5P5UMXWCyhO+QGa84eqUh250OGsCfICxO4PDuOIB2y6nyXN9pbSDaFjIBKTzCQ/m8e4dgO0KbXZUhRedLASsZqGCV8XDPxfhHgs2zKXMKj8SiVKamJc5NnDey7VmWRcpcpfdrSpwXxSKFJBooF2KTk3QWLw4lY1g3CUA67rZjtdj12919Az5ZEUGbHPdju2062oJXZ0lKTd71CykKUGoEKSasXLKYOI6ZKCr8ASOKr3kAPWPJYiEseWndCAIS+2PdN1yflxEcjtSUtT3sP1XQPQx6MJabpDCubBy2HSEG19iAlwK6DHxOHPwhcPbE8ELSwk1aFecGyhM0DEmmAbCtM/KGOybQDaEqHI4hy1CXoa+vGG52GRW7wDVxxbMhnqcS50hhsfskykqWWAIoGdwK16+Qh9+KY5tcapPOla23Ep/ZJygMhBHewIqyBJdyfKnKsWCYBhGa1lGrWE83qiCoCseQfaT2gKrcpKSyZCAg5i8fvF9ReCafkzju+0PaqTZUm+QqYfhlAupRydqoRmVHJ2cx5fs3Za7VbEd5UzZ19ZozOZkzPC6FBo9B0dCGZpXjSkB7XOFBen9jFTLNZpcuaSS167/wAsK3hLS9bqRkTQktRhHQm3ySMVP+wn0gYS3qRj840SkYRhySOc4uPFHpuwXM9otnXp4Nd5AY8ipxo2BbiYjYdlqDEeWHUHDpHSTbIJjZn5exBcix3a+P1eIdO4tDVpNxGWMAJfZUECvvzjJ9rCcoa2iQhQzB4Egc21hDtayLKSJak3m3b94ofK9d3m5PECJocKKRdJm3CS7f7QolJc1UcA7dScg+cec2ztFLWoqIMxZOJokByQK5AtQDri43azZdslTHtTm/8ACsG9LU2SCKBvysCNIRyzUR7LA4KOJmYGyeIQDi8gpjRfMi/QbD3Tq07dRkSXfApSWJzJvEGmTYwvm7SckpQkE4qJUtR5lR+UCf1i/wA5iQtaz+KNMRgIEmKllNvcSjU2qUalDHg0bgQbUmCgWoNof8RkRlPwqf6l3IegVt4KLksMqu8PO0FpKgUlVVFJJfJLgBtL1f7BCyRLSktix8h6P84y1pExRVeqcnFByxiSLIKhjy2NzQd6/KWqlkFoM2e5VgHFSeEUzpJHOC9kIdRLVplj18PGOeaCtg4+sna3vTDa6Pu0p1LnLItzr6QhmpAhp2inlMxAGSXw/MX6ighKtZJc4xWIfSidIvzYh1cNFtQrDTZ7TRcBZYG7+pOaeLVMLLubUjZUHcU+UXcLCVhkDHWRY4hd4B3sh1fGkMpy5IGdanOpzCsYS2yatBUgNdmJlkhs0jAEHdS4w0aLNndoykC/vEJBVqtNAoHoQQcyiLNugy2usoMoAnS86SG/StNOMJxtLX0Vu4xzJIjLFewvny18fwhLGgk3iAnKj+/GFu2ZgVOb8oCfmfVukP8AZsoolqv0YFWdAA/Wscoakk4kk01MGZ9TyUrih1GFZFxOpX0L2FkCXs+yJDVlJV1mPML9V+UdCq0Qi2Ksf01nKcDJlNy7tDQchJMeMxD80jvEpaqRYn+MES2IY5wKJbRNC4VMdGyrB3JTXLTedqji/wAojMPnGp86vT6/SKO8ccYoYwSVOcqKw+MDTJdYIvvGLrBGsVbXBfaPswGXKngb6V92ogVUhQKk87qklv3mBOwNlSq0haSFXEKJJCnS6biQHLfibCrGHvb6elNlCSUgrmoCXIZ03lGvIf7hBf2d7GuyDMas1RL4m6h0JFMrwWesbLJHDB1x1A8PlqwoC09U5jXdwx/porVZ4yTCqByHsrhYPH36wVNtERk2djAS5hijmENpWBVqpsDzqxJmiShEsZSglKNpbMl2iUuTNDoWGLYpIwUnRSTUeGBMeE7T2Yuzzlypg3kKKScixxHAio4ER9DLR794x5D9q8tKbakpxXJQVjUgrQH/ALEIj0HRMha8x8DqgygEWuKu6xaiUSKfxEECr5ZwwTNQlCTzpm8eiKWAtLv6SMja7RXCMiVybW+YEm6kbxxq7f5MTRZiEhmcBy/D1iAsihNVeD1d8jnmDl6wVPlLLd2ojhRi3TpFBrsjuY5jiHCiFSmyFZF1Iwd6v0b5w5kWYSkd4QGSkm69S4JauZMb7PICnKk3S+GQ1bSpdq4wF2itpUtMsXTLQAVPXeIwOhAJH9xgLjmdlWvABhIDMe04aac9v3XN2ucVrUtWKlEnqX+cUiLZykvTTxisCGFgkkmyiWAGrRG4CS2AqfVo2MCXwrE1SwmXjvKq2ftohXjbms8lPZ4MyYQM0L6bp+frDyZLVNlWcV3VLlr5pEspdv0sOkc7YbSZcxKwHul21GB8n8Y7KwJS95NUTW/2gtyOIheY5Stvo1jZ2FpOt6jmND9xXgUD2itHdyAj8Sy3G6GJocjQZYxzUs4Qy7Szr9pVmEAJHFg56uTAEsQWJuVqz+kJjLOeQ09F772YV/6Gyf8At5X/AEJjo7LZmDmPD9mfaPNs1kRJQAqahZCVLSkoRKLKAZ3Uq8V44A50Y6T9uFuAZUqzKOtyYnyTMaPOnoyYvc7vNIRkC9nXLgW22qXJlrmTVBEtAdSjgB6k5ACpNBHkU/7bbcobsuzoOtxav+pbCOatvaC1bQW9pnKUhG9dACUJq24hLJCjg5rxpF4+i5CbfoFAdegXsmw+0Uu2yzOluA7FB+JDFgFDji4oSSMQQGfHSPErDaJiJgnImKlKT8JQbrJ/KP0fpNDmI6TZv2oWlCiFy5c9IHxf8Jb80AoOf4OsDn6KddxbclbMF6RNFHHWKRPhLsz7TbDNDTSqzL0mAqQeUxAZv3BMMpkxIIWkhSDvBSSFJUkVJCgSCGBjLkhkidThSuDa8z+0zbfe2sSgXTZwUnjMUxmeDITzQYU2LtRPQhMozVmSmgRfUyA5O6kHUvAkyWZzrV8SyVmr7yyVHzMBKkqSWP8APKPYRwMbGIyNkAPINrt9n9rLTIUCmYVJpuLJUgjg9UgjMEfKO82N9olmmgCaoSV5pWWH9sxrpHO6eEeK2faC5YZQdGmn7T8odd05CgXCgWI1xGEZ82EbeuneE8Q2QZmefd85/Zey7R7W2OSi8q0Sq0ATMSpRJ/SgkgDEnABzzuRZ48FmJ4YgcDSmWuEdl2X7UWmyoTLu9/IGCSq6pA0Qtju/pUC2TQrPgLbbTZQw3gF6FNQ0Qv8AFoTj7QbIuaZEwTJM12HeJSUElmF9Cji4ZwBWGAW+GHPBtXwpGS+J8TgHCrUEb9yIXOSlKlLIQlIJUomiUgOVHgBHgXavaptdrmzg4SpTIBxEtICUg6G6ATxJjr+2fa5NqezSZl2Slt/ATlDJ8pQNRqRe/KI4SYbjguFVDaZE+reMem6Pw3VAvdufshSMOUO4FDzEEJbjUjyD+MV3t0vWoHrBkiTNIcMhP5lboPj8XgYhNnkKN1T/AKhg9MH/AMYRq2liEEoe6xqLlTppzV4xkSq2F39ps6FC+kPQqSRgQcOjF+kKLFIUbooRmCK/EairgxPs9a2+4WSXcS8cS7pOQpUcSejbZ8sCZNSWBF0jq9a5uH4vCgJYCF6io8Xkm8QfS6PhXotW+0dxLCnD4CmJFC7NRq82jhLZbCotVsa5nUw17T7S72cQGuI3cSz4k4BnJ8oS30Zgv+lXyMGjZQtZHSGJMsmUbDT91oTFEt5FowA0OvyiQbU8ikfIxJYYVgizlKyyr60pyeuVBWCbaA4Ggi3ZFmASVnOgppj4n0ge0qK1E5ZchSKA27wT7o+qwwJ3cfYfPdUPDrYdsISpJdkFKwRpeSFeo8YVISGi2Qog0o+nk/URL25hSDhp3QSZ2961aJt6YtQzWo+JMVTJjUGPpGpi3oMs4qSmLBBc4uJJ4rCKRsIpFiJd40iSxVhl8/flHKqrmJpDKxkIkp1WoqOl1LpSPG+esBGSVqCU1Pv6wcqWL2d1LJD/AKQ3StW4xRx4JiMFrHPrfQfn2081aFKWHUSlHr71gmzoSE0pnryfjAyVFRGmD5QSpRfl6c4ooaFXPkhXE6Z55RhCpYUlKlpQsMtKVEJU35mNX4wXZ0tU9PmX8oks3Ww49f4ip71IbugZZ0HX+YlPkhYbPI5xfMkA1TjoXY8tIpCnozNlFlWkCCpNGdusNNj7Slv3awyVEVDuhRzbOuXsBzpYOdefrAilVDjA5j24jnNDxRRYZTE/Nw4+C6O12G5MukhQLsUl0qFRTqCCMjFNmtypS2fdemvJ/rAqdshCkLUgLlr+OXUXVpuupKhgSm7zzrUV2i3SipV1Srr0vJYjmzhwcweMJiN4Tc5Y130n/wAOo9vTis7YTL1odgL0qX13Wc60DfxErd2xtM2QJJUAlmWUghU3L7xWdAHAYEhy8VWyzCakKT8YGTMoP6ivjyhQRrWGY2skDcwstSUwLXEjYqQHEwVb1KuonJG811Rx3hnzIGPAQIlI1Igiypd0lTBWBowV+El8sjwJyg7ua6B13Gf1bePA/jwJS9SyoupRJ8TEVFRzUeDQTKIBKTuq0qz4cxyOkXPcF4/Efh+sWtLEICfIUFEY/wARkbWkvGRKhN0IYXlHBiAMQXpXV9IYdntqJM0OfidKq1qQxbnCCdbVLLnDSB5KiFE/xjnA8ljVMQzdU8ObwU7Uo3lEjM1xeuufOKVpFCD4xdOWok0LcDhE5UvUk9PWL3SA46lakyW3ldBnGjJUp8B9IIKTofCNAtkYrmUIpZuSAHdhkfzF/CuEAB1cIvt6FXEEuw8K4dYolrYa8I5g0TmLeXOaKqmhbKGq8QMwk0pGiXqYskpZzF0mtLSwbM+/fKNtTnErtH4wRZrPVzw/jwiFIC0UXUDU+/fSNS7OVLYcPRz5QaixmadG4HkG6xXOtsuSq6lN41ClDp8J5u+VA0DL+Dd08zC5WCaXRnue4fuUbYZCUzZaEiqlAKUQ5qajy6eMVTRvKcUBLjUvXo8VSrYlUxBSWa6ovQ0I+VYInyyFqCiNaPV608YC2wdUR8pmhuqp2w2AI0+x8dbW5e9XLhRonMITRifForE05NyyjRJevq8ESgNIlJLcInNVu0yr71oIHvNh9IsCicc/fhEUrNKwTBmflELTZ7wvAV8H9++FHfXRUDmK+BwMSTaSc4mlHioIXr7+sVz0aVHKLJqQ71Y5vnFkpBzYjX6xZdSXWiULmYZWGVUnw+Hz4VphxteSBKlMQ15YIzBN0uP0t8oUNSLNNhTiGZHAdw9xftt5LSZykmhaLTNCqkMTi2BPInd90iAjLgMTQu0DMapQVLGPzjA2UTShsY2UgxKhWW6UhShNJoU1H6gwIOr0ML0/eFnYjAlyG0LV5GDrchpMu85BKiw6Hpr1hcic9Bup0HusVZsmcUD1luGpAJ8wD+VIyCKFaQdHP0jINldnVKAJUlJORLHqPPrGROcc0vkPJA3D1jcuU9Hxw54wdPlMYpk2V1KegCiSYgOVBqqpdAVKS7FoNk7ZQkMZZHIg+rQJbZ95mIbIfOKDXPGIcwPGqnZOEbVkqzKW1T/2u0WS1IKSoKScHa9jjmBCVFmD7ymbHNX0EHS9qS0AAJNOVOpxOp+UCMQHZtNYZsZdmkIAHz58qc+RNmkMkgZOw8dIl/4SQlzUvg2NWOBiUvtEAKSn/u//ADElbbWo0QkBquTTXlFvrHBabhgHOL3yEnwP7cOSpmbMW4wc+/SsXSNlE0d6Upn9IlKt5US4KdDdUX+kbFpVV1AVyLf5ihc9Uvo9moDnfPJXTdiboYkkas2vRzBEqbIlFiorVTdQL2Ob4CgGf4oAtK2SKO4cZsMqZ4k6Rqzpu4JIfM5/OJa1zh9RXSYqKJwMUQDtN7NcuWuv24olcybMowRe/CCSo6CmFMcM4WWywgLSglyTUDBIFTXM4w6CSkU+I4nCnDhwgL+mJm/2l+aqejwUANGiQmlkndmkNlLrTYSEJmVN7GnwnLozQ3t6gVBX5gFFsKgYZMOERtIeVhAktd6TjWWQAciFGngxirtwUWAjq5I+YBH+3f2v7cVObMBNH6GJSmBYkjj7EDoLc4mFEHjFqSlolcwJxKlGMkWp+vHCA1zHzjEnhHUpDkbKU7g4eUVTpBQXHwnyihc5i+XlBku0BYbWOpSSCopXeTX3yiMqaU1FRnqIrlquKIPpG5oq4o+sQptMJiu8sygkOQtKjmWZY6Yn2YTkQXaAUSO8DPfQoV0NH1qMOPCK7TLALj4VAKSdUlsOWHSKsO6axUZDGE75Rfgbr+fLihQI1EjGgIMs5YJ8SLZRUYiKRy60TPkKVJBG8Ap2zAwPR2P8xGTZRIAKqzFfCg4J4mGeyJroLmgcfNjq5MLLXYymeu8SWwJ0NfSAh2pCaxQDMhHFrT+D7jRS7wGpqcyc4yKFGMiaKz1KXemHhrFNutg+EYDziVqt4TuSqAZwCA9Sc8NYIBxRttAtXzRqRcpDGtOX1israL5RcVyNPpFlVSkggO7mt0PjxrlFcy0rGZHRojOVeD56aRKTJJUwNBichEKVbIK1B75ABqXajesRm2l6JoOOJ5mMnWgEED4QW0fjFDJOZHMfSOXKYS9X6E16QRs+yBa+AF5Q4D5mg6wP3Ksq8QXhxZbJ3aFKUWUQxb3iS0Ue6gmcJGJJQHbCyfIWq1WpSlFQGfQaYxdYV3lFRIprATvT2IsfIMeOBEWqtEIvc5xc7UlOe+fdF06qcgJ5/TOI2ZIvKatcczhphnSBEzQlISKalsT9YmhagHTiC+HDhEKwcirYlidFDzhFZ5xlTfY90gi0bVUoMWeAJqwrJjE1YoqBIWOD27jUJtbbHcLioOfP/FesCKxgvZm0ApAlrqQ7OaEaVzDlukUWuVdUzvRwfH6QFjiDldutDFQMLBiIeydxyPL5+ygSTFd45uIJlLAxPvpGp0+9iR0DeUFWdSrQpmflGTZd0uMDplEJhicouGOccuU5m8ARiI2hd4AZv/iKEKKS0E2STeVWiQQVHMJxJ4sAYg6BFiaZHhoG6h2mnD7uWC90OaMxIAHkH6xXs2eZksyzVUveRrd/EkagfF4wst8+/MWv8yifEvELPPKFBSSxBekcGU0BGlxQfiHPPZOnlsPSgR3pqqNaQTMlhSRMR8JxFd0sHFcWJgURINpeaJ0TqPkeY5hRWmKi4i4xUoRZATTs9MdV0il5314eXnG9trBnragDAdAPmTEtgyAUqcsQTgzsW9vzim1ywJkzQKPg9IBpmKJO95DWu4DTwOv8eSqRYiQ7RqBV2kvG4tTktlS5Iiaxl7eJXbuNDT3TCIrTmf8AMHRFtEk4mic/8cYn3gwbk2UVLmPyGUaBiFytLqUzVOP+YttkxgyWYYnU8YmlQSm8cVCnAawPPlMxHwqw+YMQpVSXYw02dsNUwBRcJ57x5fWN7F2eFfeTBug0Gp+ghypaytSEGjPU8HLHLGAySEaNV2t4lQTZZSAyJe9+YpvEdTGrUoCQQd4qJZgXJLU4t8oukoKA6nKjrgBz+kCTJ61qUo0A/CKADCnk8LA2UePFMhzEakgj1QMuwzid2VMJ4IVFqrLMRWZLmJ4qQoeZDRYUnn0i+VbFp+Fak8lEehg3WuSHWlLxOfDyL+kSXaiEsOIcej5w2m7TJpNQiZSt5Avf6wyvOKJtikLwvSicK94jqDvDmCYkTDiFYTDikipgitoNteyJkveUHR+dG8nxHw8ixgQpH4XPFoOCDqFYG1OyDfD508c4YItyZqbqm7wA1OZdTMRo4inZiQVEkCgxOWefIwBa5iSRdRcHNyeZw8IoWhx8FowzOw8QO4ddg8Rp8BV/eEFjiI33sVItoUAJjkD8QxHPWMtEu6aF0kAgxbuKVczTMw2Pf0/Kn3kYmZ4RTfjAuLIVo5CSohsSf58IKtxMmQQ7qWopdmoRVxycdYE2ahzef4WbKvHg3rFW055mbwG6hV0FtQMeoPlASMz64LXhLYcK6T9brA14cfnglhjIkY1DCxkfsu3qlu1QcRy0ORrDyz2qRNeoD4hVC+FDnl4Rz8lG7xgeVKvLCdS0BdGHa7LUgx8mHaGEBzeRT+1bKKQ4OGI8MDAKrKurghsesRG2loWQlinAJIcMGHPKG9i2miY4uKFK0ceOvOK3I3vR2xYLEn6SWHlwvXifLl76D7HnXVKTnizYtQ/xxi/al0pup+OhIqSoVYilKNTWK59qQlV5wFVFGJL1rkK84ose0VGcCEFXWvA10LUbhTGKFhJzpbFdXkbGDZbYuuB19jfchf6JWYrGR1UqSFB70tL/AIbjtzOsZAv6g8lndU/kuClYxtSvSMjI0OKhVPEhGRkcuRdtNU+8hEJR3FjJxGRkVGy4rs1oAQgAAClMsICspx5/WMjIzP0lMS9grolpdSHrTOuQhTa0C/gKhWXCMjIo1Y3A+JQqUDdpAtp+JsoyMgrN0GMnMFqYaJi5Pwp5RkZHHZNHZFWNTLQ1HoeIfPWFPaWWEWiaEAJFKJDCo4RkZF8P/c8vyiRdpT2EXSp61z5RzpMbjIcb2nLfxg/+WDwd9wseGGzS6Vg4NhlGRkS/ZKYT+6PP7IEKjotnJAlpIDFsoyMgOI7Kzpdk6nJBsayakChz8Y5TZdUTgcO7JbJwzHnGoyFMH2X/AOpaPRZJy3zf/wBUsJjHjIyNRKJofh6RVs4bx/YqMjIGNk1PuFXYEAzA4B5ww29MKSEgkJ0BYeEZGRY7qjP7ZSgYdRD/AGGN6Z+5HzMZGQOfs/OapF2gh9r2hQnzAFKAfAEjGp84yMjIYiaMg04BXkP1HxX/2Q==)
Emphasis: Something that is given great stress or importance.
![](http://t0.gstatic.com/images?q=tbn:ANd9GcSKdv7lcwll4I8DtMLPXlSo-SnR0R8spLsMaIcO_p_e9GxIExJb:1.bp.blogspot.com/_bjCQQuorYnc/TMW-rn6XeNI/AAAAAAAAAZg/6QJPgyE0lJg/s1600/Hughes%2B-%2BFirst%2BBook%2Bof%2BRhythms%2B(King)%2B-%2B008.jpg)
Directional Movement: The illusion of movement in a two dimensional piece of artwork.
Proportion: Comparative relation between things.
![](http://t0.gstatic.com/images?q=tbn:ANd9GcQkjdCTsSD211aV4INJYQma7QD4HVrRmS79XYQbHjALwmcCfwci:mravery.edublogs.org/files/2012/01/proportion-1gg564v-e1325733944599.png)
Balance: A state of equilibrium.
Unity: The act of combining multiple units into one.
Harmony: A consistent or pleasant arrangement of parts.
Contrast: A striking exhibition of unlikeness.
Emphasis: Something that is given great stress or importance.
Vocab #2
Line: A long narrow mark or a stroke.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_u3ZhlLybqbNDeld_z5D62fxcamruYupJcVbOEkgafX41anVAscwuGYB5b4zj28L_ZfA7L-hpxScs-UMKXJIw4evp-T3AMYl0AdLh-LRgWxA2zvlVrDJoI8ZVA2p2D7NPK9dVe8_CrEFcN28dvfTpEojjhQ2KymFKK6Id_XtFApPKoOi7Cg9dN0og1jJrSpD3y46huN4GgZD42OmSJbRIcP05-s8RptRMaxWT2pna9X1P6c5GnkY5jQCslXZskK=s0-d)
Shape: The quality of an object with an external surface.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_t_QdeF9RcI2DRP9lsFZ-xw2Q8_cGWPvFmnIWPiZa06yN9lQNi0oFE0WC0rK46iz3a561xZ4nhukrIGCo1zXI2xU7czbfwT1PocojJOBPUtuFFtojo5_4xUyDbPogOdat6_8lGqfpH-lQtbjr-MLbb8Nd4yP5uGSsRHQ_Ofue73bDiGF3QX7pxofDh_whSRxUgkHRerRxNaCQhj7tZNgXAdiGf268L0uaDP_e-XxF0WFh9EnIluhxmvslI3CoHUrxjrUu8J3w=s0-d)
Volume: The amount of space an object occupies.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_tLqvf3XgGJyMi27-0WFapWqWc0RRb32p1wPHRijW0PKcqGtyGzw8LPKTXeMu_DjjV9_TVGqyRS9eDwdgtwRuAqiDNdSkuiaSPSeaLB68xFjGtM3HeGsXBqR_wzID7_wXbTm-ul0MsnDPWIoqOBVAxxCgtXIvaq-4ftQ4FUcADQAKBqSou8sj1JyLO3SJ5uXcXl2skaxb1ATndNqSMRdSPZlPC62icA64ivBxtER33fyjfj-B2a_3WyPYc=s0-d)
Color: The quality of an object with respect to light reflected by the object.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_uhcw4EEz0pfq8-F2PqPRFn9dPnK1ANSSiQU1XPf3XALj1uVSHLIaNY7yF3JbOYYe6U-qvYAnxtbIPBEuM9VOXsk4GNhU0zFVyk0QZXBJPExZPCJxtQjeQsBacPlkRufQZ65nk8VE8vn6aoz2VyHJO80VBIZ0M0KfTwsWH_vz6Rm9Trjec9RnWzN-TjL-6iLH2xR17NBFT2fn4MKzE3HRXmR-v6-2D_ONcflby6B0IN6ofiaybXSvsws-xMLARoaZ860-fr3rEHZNcMhGtxvJvF_oMs3eunngz2vjgQLA_kKg=s0-d)
Tone: The particular shade or hue of a color.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_tgzNMkVpZXiQe7_ZR-pmckWeUWgaKmKBXrQeBtwc3WeeW_2As4LYWUd8APPylzN8TRisHnQrIVwfz4pn-3pf6I7k5TDbvhVz7eQ8aQIpzSgbLWZpP10DEjHz5cBKfM6TFNUDDliwbzfR4InlgphgzHCq0YlJKJlrxqxBH5f__BcLIOM9V0qS_eTxRTasFBH6ZccEyR8EJeSfJeTHIdz7vOTOu2RyPXHZr6QXXDD_ADMTMdHH0=s0-d)
Texture: The visual and tactile quality of a surface.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_u3U7ATUQhOKVl0_4ZSH4u5QYucFrWS3OI-HNKQBDvoYzlizeeUfBg8-iTLSq7O8FC_kXzMAUHzXQlhiybVQF0e6PmM96xpB2In_HqBKrHXzklBFGFOGpLDVs3YQdXTLHE8dB2D97wA4Ana1jSz-ZV5kJKxvTI5GMLqIz84JiCYQ6gy5xsFB5Z1--gOYh7DN3ORj7qr3SFjuaFCkZb1B_iEvgXAbFK4Zpa7BKXw-Ay8bz5TwplyOqRRHylMFUnO-mvPPcGk5d3_8xT-9U2C9Jrxv9R3PwJahLj2V7r3n2WBtbgUyf4=s0-d)
Space: The illusion of depth on a two dimensional surface.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_tzU0YzNxVGcCqlEhhTitiuLu1k-1D9IiaGhfbP4DYLH711A_vwz4cZ8Yzyhki0tGhECish3dgD1IHh3fLD2jSe5NilIN0cKOSIO6GOIUbuDzNNcMdWbF7K_0gszsjziAzgLvudYCf00rL6E4e93gJou8GNrRVshJVfr1JLOI2jKiMPKgitoQC-JRS8H9xxmbd65Wa9xaM2raQRxok9xBhPfd31gU-zEJRSUln3v5Ubd7MHRzAk_IfKc4wWittS4hvcKPj2015Eq_SHvNY=s0-d)
Perspective: Depicting volumes and spatial relationships on a flat surface.
![](https://lh3-testonly.googleusercontent.com/blogger_img_proxy/AEn0k_vCuMBXBdx5XFdxbK9mY5Wy48l7xG6boausJlyOEPkJQYlmYjQMAW4rWg-BbFRPhWR60xPWa6dHh1wVcT5HXwl1PxD8ITY5piJ0Z71__dvtfj3wgxN8TIeVOtLaJmqp5ac60-0rCsgOmUxWFSSDpT2l3P19cjf6kHEOgeN0sylsC6zYElkEgpOs9u3cEGpGq2_994POsnySDsOLrw0GBZDWCVty1cjfrCAUhLXJM87ZnO-n9r_67UOsuwg=s0-d)
![](http://t0.gstatic.com/images?q=tbn:ANd9GcQbngJtXfHUThK8nyTJ2A51IPrbsz10G2KNqv-tdEeH7fbzm9vX:www.gimp.org/tutorials/Straight_Line/straight_line_example.png)
Shape: The quality of an object with an external surface.
Volume: The amount of space an object occupies.
Color: The quality of an object with respect to light reflected by the object.
Tone: The particular shade or hue of a color.
Texture: The visual and tactile quality of a surface.
![](http://t0.gstatic.com/images?q=tbn:ANd9GcQnqGyoS0FZ3FykE8uuIdj_VmlGaslNdFjg59gf3zDZlcX45f9c:cdn.designinstruct.com/files/388-free_wall_textures_designs/free_wall_texture_design_instruct_06.jpg)
Space: The illusion of depth on a two dimensional surface.
Perspective: Depicting volumes and spatial relationships on a flat surface.
![](http://t1.gstatic.com/images?q=tbn:ANd9GcQbaxoHKsJu_6xgKQ8fWyGKV8Uy4sizCoKcxwhhIwhS80qHekNpGA:mathworld.wolfram.com/images/eps-gif/Perspective_730.gif)
Monday, April 7, 2014
Pitching Ideas
The ideas I had were for Link from Zelda playing in Mario's world. I think it would combine huge fanbases and create a fun, new experience. Another idea would be that you were you, but shrunk down in Cornell's room. To win, you would have to figure out how to become full size again. There could be side challenges and quests too.
Thursday, March 27, 2014
Friday, March 21, 2014
Robot Mind Map
Subscribe to:
Posts (Atom)