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)
For high schoolers, identity is everything. From the clothes they wear, the music they listen to, to the friends they choose, teenagers are in a constant flux of identity exploration and change. This is why the enduring idea of "Exploring Identity" is a great theme to use as a framework for an Art 1 or 2D design class. The following curriculum is intended for High School Freshman or Sophomores.
![Image result for high school self portrait graphite](https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSQc3n1Bi8hr3hQBGTQY3bzomt1YQ3Q_We4TsQdVQiwousizCXKBw)
![Image result for high school self portrait graphite](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQTEhUUExQVFhUXFRYYGBUXFBUXFBcXFBQXFxYUFBQYHCggGBolHBQUITEhJSkrLi4uFx8zODMsNygtLisBCgoKDA0OFA8PFCwcFBksLCwsLCwsLCwsLCwsLCwsNywsLDQsKyw3LCw3LDcsNzcsNywsNyw3LCwsLCwsLCwrLP/AABEIAQgAvwMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAADAQIEBQYAB//EAD8QAAEDAgMECQIEBAYBBQAAAAEAAhEDIQQxQQUSUWEGInGBkaGxwfAy0RNCUuEUI2KSJHKCorLx8gcVQ2PS/8QAFwEBAQEBAAAAAAAAAAAAAAAAAAECA//EABkRAQEBAAMAAAAAAAAAAAAAAAABEQIEQf/aAAwDAQACEQMRAD8A8klOCYntCgcE5qQBPaED2ooPihhPaEDgEak1MYEVqB5XALgEoQOhJupwCVAiVLupwCgSU8BNARAFQgCdCcAkRDYSwnhJuoEhcnlNQdCG8IoTSFUZYBEASAJwUaKE8BNaE6UDmBGa1MpmO30RWBA9oRgExiIEHLglATmtUCwuAT2slK5sG6oalCWF26oFCIAhgom8gcEhCbTTwqEKWUmqUtRC6JA1KAkQLC5wsuldKDLJwSwn02ZngiuBIXNCQlOCBzQjsQmorUBAURpyTGBEhQPIhKDyTyN4TqM/uhkkZqgzDcKydRD6f9TfMcFVtKstm4iDf5yKCAaZB9kqvsVg21OsLHjxVTWw5bmO/RBHhKWIjQE5rEAwE+FwaZStCDoSOTyCMwmoOYPNI5pGYTgEYM3p5A89ERGIXEJXLigzUIrTDeZ8gkAT6wi2uvbwRQITwuhc1QEYEVqGxPaEErD0S4wMyp2IwRaPPmrDo9srel5kFpHir12ELj1iO2L+XuqMWKZbDhcfJsjFgqC0SNOK0dTo9Mlp3TqPynnGiiN6OPBkOj09UFCGGcrq1wtFroIkK1b0eLvqNxqD7FW2y9h02XuTzQQsNgIA9wi4iiNW38FdmnCi4qmCM4VGSxWDbNre/YFHGFhXu0sMA0nUkSeHFV3KD9+agg1KWqY0A525qduWhQ69OCgaQRrZc1k5+iaCU8VLfsPsgIKA4lNAgG8W43TN5c54uAO/29EAVwCcQlAsgzjGyQBqbJ2JbDiOBjwTcJVhwJ0SVHXJ5oElKEyU4IChScKOs08xbsUUKfgnQ5vA+yD0LYdKKQiL3zm6nihyVbhPwoG82HEDMbpNtDr3KwZRj6Kjm9p3h4FUPfhZGcKNjKrKQmpUA5ansGa7G4usxpAaHuixEiO0KmwGyGVTvVqkOMy055/qNkHYrpLpSZ3nXuUE7frg5jPID7rRjo3QGYt2ptXYFA5SDykoIOz+lJsKo/1D3C0FDEU6osRfuKoKvRtv5Xx3H0KPQ2G9g6p3hPEWQXtfZ0gRpca371AZsxrfq6xJz4do1RsLTrsMfU3gTfuVhWpSEGfq7JvLbhBdsxut+SvQzTVRahYwS4/uUGdxGFZwHgAolXDACysdo4mnk0Kqq1iexAFwumOCcUigaualhIAoMrTdBBRsZT3XEeHZoo4CnVxvBrs+qAeRaI9APFURAnhNCI1qBWqVTfaOajNUmjS5g+vgg9E6N4/8WluvgltjN5EWVm3AjOm4t/pPWZ4G47is30RwzgXE5EADnrZamk7RUMFZ7PrYY/W2XDvGYSjFU3X32Edo91KaELG7NY9jyWMLi0wYgkxa4vnCCG3FsaeowEaSSB2hsG3gg4jbwbnuz+lrS49/WEJMRs4ndglrXhtwciRke3uTto7MDRemB1QMju637UAqfSFxsGA9xHjmpWG2o1x61Mg/0kH7KDs11OgMiYBgAOcSTxMRAhRamM3nyKZa3sJJ52yQayjigcjPEGzxzLTchSHNJuFWGmDSJm4BLTqDoAptSg5olr3GBl1Y9EA8UAAXuIa1uZOSy+PxDar5hxbpAgdt4ldtTGVXvbTe4kAuIsBeDwGg9VWU6L94mTY3IzhBd4GrRZ/8bj27keZU+vVaRam4DhuAj/bISUPwzh+uG3Li1pu6NLZ5glR8FRFNri67bm82GjeaDNYsDedGU6KMVYOG8yodQ4H+7ekeQ8FAKzVhsJidKYQorLNCkUXWjhf0+yj00WkYK0yc+n9k+m1PpiRHh2/uiUo3TNiCgbui3PP7qRSwpLgBxAI1AJzUVsnLvHFWeycOXVabS4gOeAeFjPsg9AwGHDWNH9I9FKeIhBMo02VUamVIdVUaki1qSIAHFtmkOblum0DgHCbciE78cR+dvIAPHgJ9FFe2DC5rEB3VQcneNJx9AFCxFIkgtbJm8U3g+llYYcEKUKtkEHC4F0y6wBkNkEkjU8ByVxW+nuTKQtKfUcIv4IMjthu69rzaHCew2PkiOoQQ4QZyIu0g8Cpe3aALZVdgGAsaSIOUgkSQYkxmbIJ1ENcZazrcI94yRdqUN2g8HtKAxpixI5AlFNIPpv3i4nccRL3RYTcAoMs98UgNXGT2aD18VCJRKzp7rIZWasNhI5KSmOWVZSkiShMT1tkdrrdhR2DfIFgXGLmBPElRmZIlJ3Wk5DRBqcPsZrbGSRrx5qbW2YGgVcoc23DrA28/FZrB7crU2wCCODhMdmsLS7LxZxFI72YmBp3DtVGmmQCNQOxKXKJsSrNMA6W8LKw/CQLRU1uShgQpNBwQMqUNQmtYFJQqgOiB9JgOaI6laEKkifgEoItfajm2bTJHElDbiHuuRB4KeaQ5e66jTBkRfm0jwkXQVOLfvNIUTZA3muZkWuPg47wPmfBX1XC8QoWBwG7iXOybuj+6ZA7h6oGs2a6J97plOiWmDqCCOS0YAUXaxDabn8Gk98WVHlxCa4pXmSmFYqkCY4p5QnFRWVaU8IYRVpkSk7RK2yG1FQSKeHkTIAWn6ImKbiNHeUCVk2tkdnyVruhYmk//ADe0INTgaYDjzurI8lVMtkrLBVZCoI4IJfCluUWs1BIpvkLnlMoMgJ7QDdASiYUltVRGuiyPTMoDuIOaUDQILwJzChRVFQkFm6eZkQOEX1VEvaH4ob1C3PMjIIeCqS3mLE8TqU+tVcWnLLTPwULYtQF7wHCYB3ZvExJCC4Dlnem2NDaYYDd2n9I/eFfvIGa846R4ovrFxtYQOAzA9FKKwpHFcChuKyp0yhuSymEqDLhPaUNPC0gjU4FDBRGhASmVu+hTIoExm4rBtK9K6L0Yw1PmJ8VYLBzYRME6LhPeyWwoNKrDo8kF+10hCqtug4etcRkVIr2QOpnTRCr4aLjJHptCJkqKfCYIFx/mVGnjvkj+10hS/wACs3J7XDiWyfIhHdS60hSm1OKCrL6+hZ/af/0guZXJ+sDsaPdXUDgiUmToPBBnamCqunee9w8GxziJU7YmBbTO8B1iCJ75hXNRghQnjdysg7bNUMpOdyPgvMsVW33E8ST4m3lC03S7aXV/DBzuf8o+59Fjw+6zQqYSnEoUqKfKaSkJTUGaATwEgTlQoCk4DDmo9rBaTnwAEk+AKjhaTofh4e+sRZrS0c3PEGOwf8kRPPRai1m+apfIBEQ1pLshqdRqtXs5m6xrRkGgLCbLwpdi9yTutJMTkMx6heh0GwqCSoOIp3lWT2IBp8lQHBVYPJW8ghUzqcFTKFQxbMW7UE1oTw5Bo4gO5HUfZEcJyQEa5PI1UUPKktfIQEaiNcg5rqTLwgl5jks/tDHBpc4nqtBnulWFSqWmOKwfSnG9c0mmwMu5nQfOKCs2hjTUeXHUqLKCSnlZU8JkJZXBQCLkoKE5y5jkRSBPAQwngqqcAtz0Nob+EqD/AO0wee41YYXXpnQfDxhBpvOc7zgHyCsRTdGaf+Jqk2ItGud/RbSkFjNuvdh8Q2sG8nD8rgMjPH7Ba7ZuLbVYHsIII7xyIQTmlDKeAVxbGaojvYEzD2d8yUl4lAewoC4inOQQ/wCJc3n2o+DdIIOifVpAoG08W052PkpDDwMqqrNgKDSc5xgEjsQa2iiscBcwFlKbHl56790D9RRdl0Q976jxPW3GbxkAMu4ie0DuQF6R7fYzdDRJJgP/ACiMzOuYyWBx1FwJc6+9efmS2HS7Ck0nXyG+OUC48Fi6GKP0uNtD2z91BHfoumyLiqW6eXGEKdFA5hTkMJZQdWCEiuchOQUYRaLJzVjh8Ixuf8x3D8o+6ZiI3pMTwGXYgbTbYxYQZK9M6NUtyjTZ/QD35kea82bFiSIH9vhqV6ds42aQRkMsoI05KwG2ts5tVhaRMj4RzWDpVa2Aq/qYT3Ea9hXprSq7a+yW1mkEA/M1UD2NtylXbLTBGbTmPnFWbivL9o7Jq4V++wmBqMxyMLQ9H+mAdDK9jo7Q9vAorXh6R5kQupODhLTISFiALRumQpdZ/VBBQWUSexdUZaAgjVevbT1RWUAxptc2UilRiESvVDBJz0GZJ5DVBX4vqsgC5i2pPBTcNh/wmMBuQCXc3Oku8yVDp1PqqvBBbMNOTYEzOp5o2Bx/4lJki7miTpKCt6RnqAnJzajO8g7vv4rzylUAN8l6Pt7Dl+GjVrnE9jWm/ZcLA4WkN0k6+HJShWPsWky0xHI6XUdzfdNcN08pUt4BE+igjEJAiuo8CguBQckcE4FJKCO+pNm5eA/dA3dPqd6fZFDXPPV6reOp7PujNcGdVov4k8yVUQn04u650bK9D6KYkmi0Gxb1SBfvPCyxf8O4mT9WnAK26H4t3476ZycyRHFpt5E+CRXoLXIoKh0XzZTAFUDxOEbUEEfOawu2ujO6SWQL2HG092q9CBUHbLm7rQc3vDR5ud/ta5B5/sbbNTCVN17Xbv5m5HtHFb7Z21KVcb1NwJ1GTh2hQto7LpVmw9t9CPYG4Cx+K2DWou3qUuANi36hyLc5Q16fTpniiOYvPNldL61E7lcFw5iHjtGqmv6T18Q4sw1PtecgOJ0CK1mJxTaeZBcbASM0APd9ebhaNAOAHuq7BbM3G/zXl735yJJ/pa3hOgU6jiN0hjhuk/SHFu8QNIGVkQ3pRU/wzo/MGg/6nAe6hbBMwLCwg8CEvSk/4Y3tvttw6wt5qo2LjjTqFr53m24WMaINFt58UXTGV+sWk8uB7F55Ivu9Uxl+y9E2niA6hUjdHV/MDHKDlNl59XEmHC/H5kig0agkbwGeRyVjU2ew9akd2dM2nu0UTCQCd64yBU6nhbywkdmSgjGmW/W09rbjwzCUNY76X9xHspZqkfUD/mAkd4zCE91N+ZaY7j2IiE7B8PL7ILsM4KwdghMtcW98hMGGqDJ47/uoKenvvP6W/wC4/ZTMNgw376lH3g0dijVcSXWHjotBtSrNmi+p0HbxPJTdmRTqU3jR4aT+r8Tq3PbCAABYCw8eZPM+6K90Mn+prjyh4/dBvqFUNzUqhVDhINlk8fjt1sFwnUX8JRtg7VEGL3yBCo1ZKxf/AKgbTLH0msdDmy6RmC63pPir/G7YZSZvvPYOJ0a1ea7Wxbq1cl2p9bx7dylGjw3SSu1svbTfAkmNx2XEW8lOp9L2BrXOpvbP6SHesSsnia8MdzAHj+yDi3/y2f6fJqarZ4/aGErWrEtA+k7p3jbkLdidT23h6LGhjHBpMNhrRPMucSe9Y7F1Oq06wP8AiiYkzT7IPp90Rptp9KHtEMZuybumXd5z9FUVtr1iJDyLg2tOok5nvQGu/Ep53geKBgiC0g55Ecjke4+qK3WDxAxVETA/Es7g17HTI74PYQm9ItlOeBiGC4cd4DPcDiARxsPkKq6FOMVaZP0ua8d4IJ7OqFtKFXeaGzFsvcoinqVf8M+HfkImN4GWnXSeKw93uLZtNz6Lc9JaQpYeqWWO6cpFyM4y1WI2XThk6m59vTzSqWnSIyu3hrmcuOWXqj4erqw/6T8siUxb5xy8ilOGBlw6rr30MTmO481AehjWmzjuu4H2OSJiMK0iSAVDADpbUEO+XB1CD/7Y8TuPjlcBEFGDiS0kdh9kN1So3TeHn5IdV1emLiRxifMLmbYAs5pHZfyKCsZUL75N8z2cESi6TlYevz3Q6pDRbTzKLTsB4ffzVBmcfD559ycbtI4j3+yGWfbx/ZSGtyjWfWPQFAZ+NJEPo0387gnthR6dd4k0qdOmTwku8zHkimRfMf8AR9E2mDvDv9EEHEse501HOeeJJOug07lF/hyHb1zmriSTB+Z/dPcL5fCSVBQ4x8tHakxD5Yz5or0YVvD5kgP2eCbx8j7oK7Fu/lsyyHp+yLRrfyj2HyB/ZEfs+41Hl4LnYTSIHBALZ+IsR8+WTQ7dqWyM+BUinh2gWEadqfTtpCKm7Gx34VdrnDqkbr/8pi/cYK3VSoBm6xEtNoNtDqsC2IufnyFM2ftMsb+G7r0v0mQWnMFjhcXVg03SZwOEqbpnqi4Ohg+ixuzavVbyseyZWm3aNWiYquFo/Dc4ZDSwusxXwT6dTqGWk+XA8UqJobb18vupFG3zj/5IcX+fpn2RG8NZ+f8AFA3+HDrZG0cZIzaV2HqGd1+mR4j5mEdo+dhhMrU94HQ8RoRk4IH4uoG/VIB1iR2SNVAc+m7Vp7f3Uuk/eaWPHIjtyI9iqzE7DvLXHsMHzUFfRp71zkMhx0n5xSPpHesuXKiVQkZ+PapFIGR8tl7rlyoQuNxwPoI9gjBvzuXLkDAyL/M1z5nI/J/ZcuUC3kiPgv7JSDcR8uuXIF/CmRzPzzKHuunKwPrK5cgK+kWgw35KR1EkgkRbh/WfYrlyBRheWn2SfwZ4a+n/AGuXICtYRFuWvZ7KX+CSL/JukXKhRhjN+I8mkJoZx4+xSrkUooEH6xnqRxBS5H6hmPzBcuRucNAxQBhzXNBFh1he/wBLr/T6JtDaYOZAItdzbcs/NIuWbXWdeX1//9k=)
The first two projects of the year will focus on self-portraiture as a means of exploring identity. The first self-portrait that students will complete will be a representation of how they view themselves. Students will work from a photo and use the grid method. Students will have the option of bringing in a photo of themselves (must be school appropriate), or have the teacher take one for the assignment. Students are encouraged to take a photo outside of class to alter so that they can concentrate on the ways in which they want to depict themselves. Students will have to alter the image into black and white, print out the photo, grid both the final piece of paper and the image itself, and transfer the image using 2H graphite. Students will then use the remaining graphite value pencils to shade their portraits.
![Image result for contour self portrait 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)
![Image result for contour self portrait watercolor](https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRf_ibzR8JJjZVJln00VRoc4RVlIa35A47bCsMxODoYsJ-TcoY7)
The second project out of five would concentrate on using line and color to create a self portrait contour drawing (refer to blog post about contour drawings for lesson content). After students render themselves in modified contour using mirrors, they will fill in the space with watercolors. Students should consider color choice as imperative--what connotations do each color carry? How do you feel when you see the color blue? Is that how you want people to feel when they see your portrait? ect. Students may choose to completely cover their paper in color (using at least 3 colors), or fill in individual sections of contour with a color scheme in mind. The final product should be a representation of how they think others view their identity in a abstract or non-representational way.
![Image result for high school art identity](https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQqsw-3uClYCARggflRPJIL1PbCfZxSyrpULqcWACzg42WMMjl5)
The third assignment will utilize a multi media collage approach. Students are encouraged to explore their interests, desires, and future plans using torn or cut magazine images, text, and/or drawn/painted images. Students will consider the way they see themselves in a social context: What issues really matter to you? Where do you see yourself in 5 years? What hobbies/interests do you have? Who are the most influential people in your life? Students should answer a handout list of questions like the ones listed above to begin brainstorming about their collages. They should consider all of their answers when designing their layout/composition. Students will use modge podge to attach and overlap their images.
![Image result for thumb print word art 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)
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)
The fourth project will again focus on their future plans. Students will think about where they see themselves in 5 years. What roles will they play? What identity do they want to have? Students will create a thumb print using ink on white paper, scan the image into the computer, enlarge the image to roughly face size, and using tracing paper, write an "In five years I will..." letter to themselves using the lines of their fingerprint to guide their text placement. Students should consider text size, bold, underlines, and font when considering their piece. Students may chose to create their work using black, or colored ink.
![Image result for photographic identity triptych high school](data:image/jpeg;base64,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)
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The final and most in depth piece of the semester will focus on the collective identity. Students will compose a photographic triptych of themselves in three of his/her social and/or cultural group. Students should first consider themselves in the social context of the school itself, the community as a whole, and the world at large. Students will take photos of themselves in their collective identities using props, strategic clothing, other people ect. arranged in a compostitionally appropriate way. This is the big picture piece: Who are you in relation to those around you? What social circles/clubs/hobbies do you partake in that help shape/define your identity?
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