KF01560

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”,”crossOrigin”:null,”filters”:[]},{“type”:”i-text”,”version”:”5.3.0″,”originX”:”center”,”originY”:”center”,”left”:1014.52,”top”:613.08,”width”:578.64,”height”:247.33,”fill”:”#000000″,”stroke”:null,”strokeWidth”:1,”strokeDashArray”:null,”strokeLineCap”:”butt”,”strokeDashOffset”:0,”strokeLineJoin”:”miter”,”strokeUniform”:true,”strokeMiterLimit”:4,”scaleX”:1,”scaleY”:1,”angle”:0,”flipX”:false,”flipY”:false,”opacity”:1,”shadow”:null,”visible”:true,”backgroundColor”:””,”fillRule”:”nonzero”,”paintFirst”:”fill”,”globalCompositeOperation”:”source-over”,”skewX”:0,”skewY”:0,”fontFamily”:”Helvetica”,”fontWeight”:”bold”,”fontSize”:24,”text”:”Workshop 3: \n\nRezeption von Installationskunst \nwährend gemeinsamen Ausstellungsbesuchen:\nKommunikation durch die Ausstelllung und \nKommunikation in der Ausstellung\n \nDr. phil. Sandra Winiger – 8.10. – 13:00-14:00 – SR 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”,”crossOrigin”:null,”filters”:[]},{“type”:”i-text”,”version”:”5.3.0″,”originX”:”center”,”originY”:”center”,”left”:1014.52,”top”:613.08,”width”:578.64,”height”:247.33,”fill”:”#000000″,”stroke”:null,”strokeWidth”:1,”strokeDashArray”:null,”strokeLineCap”:”butt”,”strokeDashOffset”:0,”strokeLineJoin”:”miter”,”strokeUniform”:true,”strokeMiterLimit”:4,”scaleX”:1,”scaleY”:1,”angle”:0,”flipX”:false,”flipY”:false,”opacity”:1,”shadow”:null,”visible”:true,”backgroundColor”:””,”fillRule”:”nonzero”,”paintFirst”:”fill”,”globalCompositeOperation”:”source-over”,”skewX”:0,”skewY”:0,”fontFamily”:”Helvetica”,”fontWeight”:”bold”,”fontSize”:24,”text”:”Workshop 3: \n\nRezeption von Installationskunst \nwährend gemeinsamen Ausstellungsbesuchen:\nKommunikation durch die Ausstelllung und \nKommunikation in der Ausstellung\n \nDr. phil. Sandra Winiger – 8.10. – 13:00-14:00 – SR 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”,”crossOrigin”:null,”filters”:[]},{“type”:”i-text”,”version”:”5.3.0″,”originX”:”center”,”originY”:”center”,”left”:1014.52,”top”:613.08,”width”:578.64,”height”:247.33,”fill”:”#000000″,”stroke”:null,”strokeWidth”:1,”strokeDashArray”:null,”strokeLineCap”:”butt”,”strokeDashOffset”:0,”strokeLineJoin”:”miter”,”strokeUniform”:true,”strokeMiterLimit”:4,”scaleX”:1,”scaleY”:1,”angle”:0,”flipX”:false,”flipY”:false,”opacity”:1,”shadow”:null,”visible”:true,”backgroundColor”:””,”fillRule”:”nonzero”,”paintFirst”:”fill”,”globalCompositeOperation”:”source-over”,”skewX”:0,”skewY”:0,”fontFamily”:”Helvetica”,”fontWeight”:”bold”,”fontSize”:24,”text”:”Workshop 3: \n\nRezeption von Installationskunst \nwährend gemeinsamen Ausstellungsbesuchen:\nKommunikation durch die Ausstelllung und \nKommunikation in der Ausstellung\n \nDr. phil. Sandra Winiger – 8.10. – 13:00-14:00 – SR 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”,”crossOrigin”:null,”filters”:[]},{“type”:”i-text”,”version”:”5.3.0″,”originX”:”center”,”originY”:”center”,”left”:1014.52,”top”:613.08,”width”:578.64,”height”:247.33,”fill”:”#000000″,”stroke”:null,”strokeWidth”:1,”strokeDashArray”:null,”strokeLineCap”:”butt”,”strokeDashOffset”:0,”strokeLineJoin”:”miter”,”strokeUniform”:true,”strokeMiterLimit”:4,”scaleX”:1,”scaleY”:1,”angle”:0,”flipX”:false,”flipY”:false,”opacity”:1,”shadow”:null,”visible”:true,”backgroundColor”:””,”fillRule”:”nonzero”,”paintFirst”:”fill”,”globalCompositeOperation”:”source-over”,”skewX”:0,”skewY”:0,”fontFamily”:”Helvetica”,”fontWeight”:”bold”,”fontSize”:24,”text”:”Workshop 3: \n\nRezeption von Installationskunst \nwährend gemeinsamen Ausstellungsbesuchen:\nKommunikation durch die Ausstelllung und \nKommunikation in der Ausstellung\n \nDr. phil. Sandra Winiger – 8.10. – 13:00-14:00 – SR 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”,”crossOrigin”:null,”filters”:[]},{“type”:”i-text”,”version”:”5.3.0″,”originX”:”center”,”originY”:”center”,”left”:1014.52,”top”:613.08,”width”:578.64,”height”:247.33,”fill”:”#000000″,”stroke”:null,”strokeWidth”:1,”strokeDashArray”:null,”strokeLineCap”:”butt”,”strokeDashOffset”:0,”strokeLineJoin”:”miter”,”strokeUniform”:true,”strokeMiterLimit”:4,”scaleX”:1,”scaleY”:1,”angle”:0,”flipX”:false,”flipY”:false,”opacity”:1,”shadow”:null,”visible”:true,”backgroundColor”:””,”fillRule”:”nonzero”,”paintFirst”:”fill”,”globalCompositeOperation”:”source-over”,”skewX”:0,”skewY”:0,”fontFamily”:”Helvetica”,”fontWeight”:”bold”,”fontSize”:24,”text”:”Workshop 3: \n\nRezeption von Installationskunst \nwährend gemeinsamen Ausstellungsbesuchen:\nKommunikation durch die Ausstelllung und \nKommunikation in der Ausstellung\n \nDr. phil. Sandra Winiger – 8.10. – 13:00-14:00 – SR 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”,”crossOrigin”:null,”filters”:[]},{“type”:”i-text”,”version”:”5.3.0″,”originX”:”center”,”originY”:”center”,”left”:1014.52,”top”:613.08,”width”:578.64,”height”:247.33,”fill”:”#000000″,”stroke”:null,”strokeWidth”:1,”strokeDashArray”:null,”strokeLineCap”:”butt”,”strokeDashOffset”:0,”strokeLineJoin”:”miter”,”strokeUniform”:true,”strokeMiterLimit”:4,”scaleX”:1,”scaleY”:1,”angle”:0,”flipX”:false,”flipY”:false,”opacity”:1,”shadow”:null,”visible”:true,”backgroundColor”:””,”fillRule”:”nonzero”,”paintFirst”:”fill”,”globalCompositeOperation”:”source-over”,”skewX”:0,”skewY”:0,”fontFamily”:”Helvetica”,”fontWeight”:”bold”,”fontSize”:24,”text”:”Workshop 3: \n\nRezeption von Installationskunst \nwährend gemeinsamen Ausstellungsbesuchen:\nKommunikation durch die Ausstelllung und \nKommunikation in der Ausstellung\n \nDr. phil. Sandra Winiger – 8.10. – 13:00-14:00 – SR 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SIvT2Aw8CvwAew7YPsnRpeILUSO68M0osNhETtL6EKflULRWAnwHOJpE4WOyJxaPw6tVgZlYSrEStsjEb5T8FPgFcTC53L5s3H6iKYAWwYkWWRKKLTKYdpT4KXASkgAOY/74wm4XD3M7iM6xUqhn4LVKkT9Smg8CdwM1o/QzNzb1Oliah19FhodQ4YD5KfQlzna7sip8++iVaX0hbW8HNdyebdLMwm3pC1JIM8ChwLbncI9h2D+efH/SYvGNmhgdpb7+fMWMeQ+uVmCt1rYRzf2sB5tSzq9CTCs+w7r7bwravRetveDgwIYJkA9uBn6HU7UQi+1lUB93p1q6FE0+chtnf+gymm03YXMDo0bfy4Q+P+ITCASudbkbrpwDP+ooJEaAeoAOtr6K7ewcXXBD2vR3v3X23RS63APguZt8oTMvETpRaRjw+4rKw2NRwHhKsRPWzMdnol2NZX6e/f3tdBiuAxYtt+voeAC5A6x8Dh4Ie0iBnoXXBa0kjz7A6O8G2rwc8bTUtRIVlgY3AarTeSFtbJugBhUYq1QisAFYTnonJhYwe/fORloUjz7C0jmLKmQpRrXqAXwJf4siRRyRYDZFI9JLJ3A5cCDyAOYgI2vn094/4fxZaEs4Hpng+HCEq4xBwDVp/k2h0K+efX59LwGJWrMhiWY9igtavMDPSIC0YSMcYVqEZVtyX4Qjhv0PAlWj977S1ddfFKWA5liyxse29aL0K+DnmkndQGtB6wUj/5/ABK522gCV+jUgIH+0Fvo5t/5DmZsd1lure0qUQje5DqUuB/4e5SxmUESdLw2+6p9Oz0PpxqucukhBggtUlaH0nbW2yBCxVMtmIUt/CdMZqCmAEXdj221m69A0zveFnWFqfhZRBFtVlF3AJkUiHBKsytbX1Av8x8Agi7WECljXsVcCR9rDOLfD/CRE2B4CrsO11LF4chpOu6pdIdANXA/9J5TfiY5iqE2/wxqDU2dmCXHQW1aMb+D7QTiYT9AlXbTG11q/CnB5W+hfBh4brDv3GgKX1HOqnCL6obn3AD4EfM3ZsDytXBj2e2vPCCweASzClaiq51J5JQ8Mb0qqGC1inIvtXIvxsoAOlrieR6KmJkjBhdNFFkM3uB9YAjsoYe6QFpeYM/eKxAauzE+CDFRqQEOXYCqxh1Kj9QQ+k5i1fDkqZ77dpwlEJMbT+p6FfPDZgaT0JmFmhAQlRqn3AKrTewcKFQY+lPsTjNrABuBZz5akSzuCee46JUUMD1nRM7zMhwqoP+BGW9YCkL1SYacV1K6Y1VyW+99PIZo+JR0P3sOYi+1civGzgfpS6EcuS9IUgJBL7gSsxeW9+mzQwiXrd0YC1di3AaRUYhBCl2otZktRHldCwsu0dwDX4vzSMMaQ8+9GAdeKJTUhXZxFeGeB24DGefFKWgkFaujSL1ndiauL77X1s2PD6vwxuQjER0/5aiDDaglK3EI8HWUlA5LW1dZNOX4PWp2O6TvullVyumYErQoP3sKYCE3z8YCFK1Q1cx5EjO4MeiBjkyJGN+H91Zwpavx6XBs+w5uLV/cGXXoJczv3rRo+G8eM9GcIbHDkCL7/s7LnHHw+RSPHnaQ0HD5r3dmLsWDjuOGfPdaK7G/ocTjjGjzffXy/Ytvnvzjr8e/qmN8GYMc7fv78fXnnl9U+jr+8Jfvazp/nTn9yuAGzMUtIeeGQH/j3/CFoL/s5OCjlIuSVkli/PDMyyFuFfOtQEzGRqF+QDVioFcIonb681fPvbzoPDYCecAP/2b+YvuNd274ZvfcuMr5gbb4SJDm8n3XADPPaYs+cuXmwyh73yve/Bjh3OnnvxxRRqn+TKK6/ApZc6/zO+4gqYN8/5+//xj3D11flfehamZ90fXY/zqAxmg7gXc1H6AGYDfxumTfoOTG5XbxmfUYrLgaBa6F0G/GvZ72LbB7CsW9B6Df504LGAOcDD+X8BU/dqhg8f5s7+/dDREfQonFMKZs92/vxt25wFTCf+8Q/Ys8f58//0J+8++8UXzQzLidGjobXVm88tXQwzm5mCWUksAD6LOem6B3gc+A3moq9cTXOjrc1G63X4m+bw7vxF6HzAaiIMG+5aw29+A889F/RInGttdb7UcvODXsy2bZBxsap57jl49VVvPnv7dufBb8YMd8vBYLQA7wf+N/Bb4G5MNxkJXM7swWTB+3V6O53RoxvgaMAaR1gy3A8dgl//2vn+SNCmTHG+79bXB7s8+kW0ZYvZS3LqhRfM3mK5cjl49lnnz581y9l+YHg0AecAtwG/xrR2F4VEo33AHZjA5YepKNUERwPWDI7dgA/WY4/BU08FPQpnmpth2jRnz83lnO85FaK1WeK5kc3C1q3lf3Zfn7sZ8LvfXf5nBiOG6WtwD2aZKEayaBEo9QxmluXHTGMKA6WaBwes8MhkoL0dXnst6JE44+aHctu28j+v1NnSli2lnd4O9vLLZmnrxNix8La3lfd5wZsOrAemBTyOcHvttQzm++RHSeUGBloOWgMnhCf78CHlefZZ+O1vvdso9lNrKzQ43O74+99NOkI5/vIX6C3hQGvnztJeN5ibg4O3vx0aa6KPyWTgBsK0Cgmbj38clNqCKfvjhxlgZlhRwvrbo6PDm30Xv02bZpaGTrz6KuzdW97nud2/ynvpJejqKv1ztTYb7k69850walQpnxPGqzcLMHtbYiRKHcCctvqxLHw77e2vB6xwdng+cMAErVJ+OCvJzdF9JmNmOqXq73cXNIZ65pnSX+tmw10peNe7Sv2cHuzQ/aFHAQ+T6GrQkiVZlLofk5TqtWmMGWNFMZuLk3z4AG/85jdwzjnmeDzMZs+GP/zB2XJp2zbTuLIUXV2lJeXm/fnPcP75YJVwqeHQIecztJYWeMtb3H8GZOjp2YrW83F286IPkwQ53FIkiskxzKftnIxJQpxJaUmOp2NSIPz4gSzmCUyiqVeB3IPTn2FovRXYDJyHt523JqN1NIrWDSgV3juE/f1w662wZo35rR1W73wnRKPOruk8/7xZGo4d6/5z/vrX8g4jtm8339NScqOefdb5bPetby31xkIfe/duwnnnJht4DNjo8PnjMFVJLgESuNuXGocJdk4/y0sHgAeofMstt3qBhzABy0uTgKiV/weP39xbzzwDmzYFPYrCpk51/gN64IDJ6i9FuRnrvb2lL0ndpEXkA7h7e3nuub+U8kKHujEB59OYluxuZiwNhCHBOszGjs1iZoNet7qfDEQtlAomYdTNbMm24Re/gMOH/RtPuSIR53s2bnOZ8np6zAyrXKXuYzlNyYhETMJoaZ5h3z6v/7IPpxfTKNRNJxgLqWhS2Nlng9a7AK+bg4xDqUaLoHoQzpkD73mP8+f//e/5S9rhNecNXYlGVkoS5759xXOgTjyx+FWhp0vo1vTaa/C3vzl77oQJMLmk34NZ4E8cPFipS8jdQNLla2oiT8NXkcge/Ngj03pifklYeZYFK1c6z9PRGjZsMIErrGbPdj5z3L3bfU7Us8+a/adCTjmleMAq5V7hX/7ivIyOm+tKx+oGNnPkSCVPCN0euUoBwWKWLLHR+veev+9AwDrB8zd24vBhs89x5pnOf8hfeQXuvLP8bG2/nHCCeTjxwgvuEkht2+RfFTNrVvHN/GzWfca9mw33d72rtFNI6EapMBfpswnmhLD6KLUJ7w8IJlqYY9rKy2TMrGn5cne/jTdudPaDGwQ3uUdullhgZkTF9r0iEbP5X+xuo227v4voNMDFYvCOd7h776P2DiQfVpKbtWsGU0dLFLcPc7LpHaVaLIKqeJjNmiXGiSfCkiXOZ1mHD5tqDmHcgC+lPpZT+/cX379qaYFx42D69MLPA3enjYcPmyWsE296kwma7tnADrSuZCVQCzjTxfMP4d/Vk1rTA5RxrWJY4yzA4Z0Sj+UDFphKnG6SDLdsMTOtMHJTTmXnTuc1rZxcXD7+eGhqMjOsYkuyF190fon5b39znvtVev4VwPNUNs/oVNxdt3kC70+/alMudwjvv1fjg5th5XJHA9aYMfDpTzt/rW2bag7lXiL2w/jxcNJJzp77t78523jP5UyGejEnnWSWZNOmFQ+ahw+bjXQn/vrX4pv9eW5mmMfKAruIRis1w2oF1uL8778N/MK/4dSYV17pw6cZVjDHtNnssUX6Tj8d5s4d+flDvfCCSXMIWzWH0aOd7+G8+qqzMse9vc6Cy8kDRTeOP774vqCbfSw3+1czS+5FcAiluvjIR0p5rVXgkb9+1oBZTczB5F/998A/O/UMsK6UwdWlz33OBv6Et1VIG/N3rSovlzs2YCkFF1xgfjic/ja/+24466xS90z8kd/Huu8+Z8/ftq14/tbzzw/uIjO8UaPMciyvtbV4Nv22bWaWW6iigpsqqeXVv+pB61JqKcWANYy8wZsPVi2YqiSl5B32Al8lHJ12qodSXQOVN7y6UxiigAXmL/uCBSYQOXH4MPzyl3DZZeG6Z3jyyWaZ6+RgYPt2870otIRzkpk+frxJ2MxrbYVHizTmffllk9dW6FTRTfpFefXbM2hdSsJoFH/LvvRi7h1WostxbdG6Gx9mWMEU2h+6JASzUdzWBv/zP+a+nRP5cspu2kj5bfx4kzzpZBm3c6eZ5YwUsJwu3SZONCeEeU6Wpa+9ZvanCgWsPXucb7iXvn8FZvZS6TZbxewFvgvcHvRAMAcEDqftBfVgZot+1V8fzOs/z4YoQV18HrzpPtgJJ0AiATff7Gx/yrbNLGvWLOdVP/02ZoyZbTgJWP/4hynZMlIqQl+fs/dpbT026L3tbcVnefna8OeeO/JznHbIcXOXcnhZwlGJwAZ2AylMldGd+NcNxo0WvJlJdjNQH913ltXjcS27aH5TsvKGWxKCWdqde64pr+vUrl2mblaYeFXnfceO4t2dLeuNM6pYzFkNsULlatwUG8ynU5Qug2UFPcOygf8LfAizDNxBOIJVdbJtr5eEVv4kpfJGmmGB2bw9/3zn5Uls21QmLbSMtKzKtpuaNs15vatCF6Gd7F+NHXvshjuY/14nS7RC+Vgvv+y8DM6sWaWWk8nLkMsFvaltAf+COUG8BdOrMJifj9rg9S+gaHABCwqfBp52mrt9qZdeMvcMR1q+RCKVDVjHH2+y+J0o1Njhjw46tJ9wAkwa5g67k+oRfX0jl1zu6nK+4e6mUsXwsvT3h+FicQxzkvgp4A+YNl8l52rUOa//PC2LIPcNCgWsaBQ+9jE47jjn7/e7341cc7zSActNPtYrr5jTuOG+7iRPa/bs4TPbp049diN+JCM1tXDaIUcpL/oPxhgzJoylW87DBK4lQQ+kCnm9V5a1CHKNXmxD7uSTTUEwpykLr71m7hkOFwgrvSQE51ULbHv4Bqv5PKlCChXLGzPmaDJpIcOVm8lmne9fvfnNzmeTI4thWSE5NXmDFkyW+1kBj6O6WJbX1/6yUcwMq5SC/JWxYgX89387b7zw1FMm1eHMIXdaI5Fy91jcy7f/Kras0toErLPOOvbrf/5z8aDe2Djy5no0aoLZ448Xfo8XXzT7f4PvAPb0OG84Uf7+FUAUrUv5e5gBbgRGKmVhYVJ3xmO6Q03HXMtx+9t/HPAj4GzkPqEzWnv9C8jOB6zwamkxG/A//amz52ezZpZ1yinH9gqMRisfsCZONA8n+0BDZ1haO7s/+Ja3mO/RSPKzvEKBL5s1qRODT2YPHnTeE/Jd7/IicbcBrUtZEmaB23DeGKIZk/H+CeBzuMt8nwlcDKx28Zr6pfU4vN0jz0QxO/nBVGxw6rzzzFUXp/Wjdu+G++83gS7/gxTEDCsaNUUKh1vuDbVv37GddPbvdxYwim12T5pkgua+fYWf9+yz8OEPH/1+7drlrFCiZZWbf5UX9eE38nAOYe4FbgF+DdyM8zuFFvBx4Hq8rvVUXBfwIOVv4fTifYOIkTThbcDqzQescIvFzD3DK690ftl53Tr44AfNaR0EE7DA/DB3dhb/4e/rM3cG8/tRe/YUr+TgJFg0N5ulabGAtWeP2ftraDi6RHVi8uRjrwSVLt8/sFJsTP+8CzHdip0WspwGzAPu92dYI3oG+DzerIgqtW/tdb+IXotqCFhgKjm8733On9/TYzrt5ANcEEtCMMssJyedmcyxM8jnnise5GIxM4MrxGk+1t69R7PijxxxdjoJR+9Nlm8cSk1kwwYv3suNzcCvXDw/hmmoGgTbo4f/1q4FeCsez7AszBQ5/EpJc3jkkaM5RkHNsNzkYw0+lXPSzqu11dl1pJkzTXAr5PDho5vs/f3Om324abxRmOn5d+RIEDcv7sHdzKXkGtB1481vjmL2/LwMWIcsKreeLd9b32r2WZyybbjlFjN7qXQe1mBOLwU/95wZc3+/mfEU4zT3Kb+PVUy+jMzLL5s7jsWUV799OG8jmKtiu3GX5DgFyYAvLBZrwvuOXFUWsCzLlFN2k/Pz7LPw8MPBzbDA7DM5CZavvGICxcGDztpwOc0uHzvW2T2/3bvNEtpp/atiJ5TuWMAUlAriDymLu6VSjLB3Sw9eM94HrFeqK2CBWWIlEs5nS7kcrF9vUgsKFarz0zveUXxJBibxdf9+M8MpVtLFaRAC580xnn/ezPCcdqWePt3dEr24mdh2ENnu43AXgIKrclI9mnHXkciJgxaVP54t39lnO6tEkNfVBem0s6DhB6fBpb/fnOa98ELxDPd3vKN4w9TBnGyOP/+8uw137/av8lqwLK//kjsxE3d14cJSCifMpuN1cVClDliAw9YpIdLYaLpGOw1AWsO99zpf6vjByX6T1iZYPP988ee6bVY6ZUrx5dtrr5ncLycZ7o2N7koAOdOMyUKvJAs4H3d7UgeRcsnF/BNe7/Npvd/CNDysPvPnw3vf6/z5PT3OM7f94HS/6bjrxVgAABRBSURBVO9/L35Cp5T76ghjxphTxWJ27XL2fXLT5dq5ZuA0GhsrudxaiPvCeA6T1OpUR0cD/qR+7KvegKUUfPKT5jd9NXCagvD888VrUB1//PDlZIp597uLL+Eef9xZS/ry6rcXMo9Jkypx88LClB2+HndLFxv4H19GVCsikWmYk1QvZVCq20Kp6m29fdJJlNgWqvJiMWcznBdfHL7UzGBvf3tpgdrJPtZTTxV/H7cdrt2Zw5QpXp8uDdYAzAC+A6Qxey1u7Mc0VBXDufdeC61n4/0J4T60zkYHOlv0UNlrEd5ZvtzUwXLatCIo+YzzYhVEnXSCdpomMVQ+DaHQlR8n6RTHHTdyDfryNTBjxmk88ojT50eBjwLzC74njMX8ELUCs4BS7xM9CgS4GRpyR47EMPtXXt8L7WJQeZkuKr/Z6Y2xY+ETn4Drrw96JMWVX+TuaMmYcl7rJCm1kAkTzB1CfzTw5jefilJO743GgG/4NZghejFLSKnzPrKJmKKHXifW7kPrrIVS+YBVvc48s/idujBwWgG0EKdZ6yPxIhVh5kw/c9osRo2agFJhzCT/FdKfcGTt7aD1WZgL4l7bawKWmWFVokeZfxoazCwrqEx2p8aMKT8VwE1zi+GUW2zPu3IyhT4jFsKAtR1YhcyuRjZ6dCPwQfxpzvxXli7F4vBhG3Bw0zbkZs+GM84IehSFlbOcy3Ny0lfIxImlnTDmOS27XFu6gGVUY5J1pbS3g1JTAX9+CJXaCWCxciWYZpHVLRo15ZQHl/kNo3ICTkODs5PGYk45pfTXTpjgRf32arIF+DBmhiVG0txsAQvwPp0BwEbrXXB0Y6w2EuFOOunYqplhVM4eVLmzo7xyNv+9v44TVr3AzzHBakuwQ6kCudwEII73p4NgZrYH4WjA2pf/QlVTChYtMsf3YTVc01OnvLpsXOo+lr/5V2HRBzyAua7zBar9QKoSUimLXG4B/jWe3YNJvRp4c6V6gOpNIB2spQWWLQuu9lUxhdpyFeJN7z+jqQne9jb3r8vXqK89Wcwq40bgI0AbcC9ywdkZpVqAT+NfLudulOqFfIkM2+5Bqd04L8ZfmNNyxG4u77rxgQ+YGljbtvnz/uWaNcvsR2Vd/Dwcd5y7ChWFRCIm+DktI5M3daqX9a9GppT5+5NfeuZyWbQu93Qui7mw3ItZTezD/JJ+HHgM81u80u278mNy+tzwWb8etD4Dc83JL9uJx22Ao5sRqdTVmOsK5fvHP5zdRzvuOP9KvvT2Fu4sXcib3uRfMAVTo+vVV5031AAznrFjvRtXX9/RGu5OjRplZmd+O3LEXFY3shw69B98+9vXDpxol8PmaGmYPoKvuNCM8xSADGHctkmlGoE7gISPn/JREok74dgiZE969vZhOKlrbAzvxehIpPwE0nI1NDi7jB2EUaNg/Pj8v0UZP34h7e03AVuJxwMcmOcOUS09FYazYQNks+dhTgf90sugE9rBv663Uy0ddES9mYnWF6N1uPtn1ptsdgpwGf4kiubtZdBSfXDA2k+tbLyLWmMBK4FzuPvuoMciAO66K99UttClcy/sQanXl8JHA5bWB5Fb6CK8JgBfIpcLonehGCydhlGj5gAX4X/3oM3E468fOBz9sLa2LFLnR4TbGcAn6e8PqDi/AMC2m4FL8OeS8zGfxJBiiUOj4+PI5U4RXo3AV4lETiWZDHos9amjI4plLcWcCvpdbaCbIbdwjg1YSu1ALniKcJsOrAmou059a28Hy5qP1pdiUjL81oXWuwd/4diAZS4YVnepGVEPzkLrVSSTsjSslI4OGDNmErAGU7G1EjYzalTP4C8cG7ASiQwm61eIMLOAz6HUJ+nsDHkRtBqwdi0o1YzWl2A6DFWiVpkN/I5Fi4754nAf/HtkH0uEXxNwObncGdxxR9BjqW0nnhjFslYCn6NyHa97gKeHfnG4gLWZamtfL+rVNJS6msbGOSSTYatQWhvWr48Ci9D6cqACF0lf1wVsHfrFN/4hm30syccS1cD0FlTqByg1M+jB1KRIZAFwLTC1wp/8KIlE39AvvjFgmXysBysxIiE8YAFnAVeSSk0hnQ54ODWivd0ilZoPXIXp41hJNvDb4f6P4afRSj1E8DfZhXDKAhYBV6H1FMmEL9OGDRYNDfMwLc3mBjCCXkboTjR8wLKsR5F9LFFdGoBPAd/nyJEJdHYGPZ7qs3Yt3HsvZLNzMcHqdCpzIjjU0yN1pB9+MIsX9wAP+zggIfxgAStQ6g5su5WOjqDHUz3a22Hy5BiZzCLgZvwtyFdMeqQyQoWip2wGiGoUxeQK3YRSc7jnHjk9dKKhIYrW5wHXYSoPB/d9U2rE6fHIg9L6XkxVRiGqjQW8H8u6iSNHFtDZGdJKhSGRTjcDnwV+ROU32IfagWWN2FKtUBQ9ADzi/XiEqAgLrecDa7HtL5JMNrN2bdBjCpeHHoLOzklovQa4hsqnLgxnHfbI9dWLTfvu8ngwQlTaNOBKlLqOSZNkXyvv7rtjvPrqGdj2TcCXqWxS6EhsYH2hMtiFO2KmUlOBbfhbAlWISsgCm4A1aP0IbW31mbZz000wYUITSq0AVgGtBLlfdaytwHtJJEYs1V5soF3IaaGoDVFMAcC7UOo7pFIetNCuMrfeanH88fNQ6keY/aqZhCdYAaQo0leieM/xdPozaH2LVyMSIgQymIu116HUBvr7u9myBa64IuBh+aC9HRobLXK5ySj1SUxZ42mEK1CB+TM5jUTiDReeBys+aK0fwDSdFKJWxDB5Rjeh9VpisfnMmxeruQz59estRo9uRusESt0GXI0pgBi2YAXwBFrvLPak4qUicrn9RCL3A5/xYlRChEgDsAKzVGwnm02STm8mEulh0aLqLbHU0WFhWRMwdyzPR+tzMJvqYQxUeXfR1tZT7EnFl4QAqdRCTCKpFEsTtcrGrCQeBG5D60ed/ACFTkfHOCxrEXABZhYZcMdeRw4A/0QisaPYE50GoMcwO/hzyhmVECFmAZMx9xHPQ6kHSKXSKLUJ2Du41VSotLdDQ0MTMAWT4R/HzBibAh2XO4/gsKSVsxnWffdBf///wdRzFqIe2JgTqx3ARmA9Wm9G6x6WLg02eD34ILz6agylJmIuKOeD1CSqLwUpC3yMRGKdkyc7C1gAqdRs4CFMQ0sh6omNuaa2HaWSwCa03kkkspvFiyuz12VO+xqx7RmYJhDvw8yoZmD24qrVVpQ6k3j8YPGnutmTymS2Eos9AiwvdWRCVCkLM3OZh9bzMPXGD5DL7SKV2oTWf0CpLkxJpm5suwelbHI5GD0a+vpsolGwLHjpJWhqgtdeg3HjQGtQCmIxC63BtkHrKFo3oVQLSrVggtL7sO1TMUu/CZiTzlpwB+AoWIGbGRZAKrUEc12nVr5ZQnjlICbR+gCwF3gW2IdSB7HtQyjVi9Y9wCEsy8a2YyjVjAmEzZg9p2bg7ZjUg0kcDU5NhPuEr1QHgDNJJEa87DyUu1M/rR9EqS3APJcDE6LWtXDsfbwsYKO1jVIANkqZ5WN+VnU0CA3+3yi1GZyGcz9jxzoOVuD2G9PW1otSNyFtwIQoJopZiTQMPBoxM6XBj8aBR/45MeonWGWAtZx9tqsXuf/m2PavkMx3IUR5HkPrjW5f5D5gtbUdBH7u+nVCCHHUDwY6dLlS6vTzeorcqhZCiBFsx1RmcK3UgLUP+M8SXyuEqG/fp6GhpORbd2kNgyWTrSj1JNV1BUAIEawdKPVe4vFDpby49BMJy9oJ3F7y64UQ9eg6lCopWEE5MyzIX9f5PdVxI1wIEaztmETRA6W+QXk5H1pvB+4s6z2EEPXABn6EUiUHKyh3hgVyKVoI4cQzKPUh4vH95bxJ+Vm1mcxWZC9LCDEyG7ieWKysYAVezLAA0ukZaP07TAE0IYQY7Als+1yWLi15sz3Pm3tL8fhOlLoBuWMohDhWH3C1F8EKvLxoqdRPMNUZhRAi72Esq9OrN/MuYC1ZcgD4PqashhBC9ABrWLLEsy7b3pay0Pp2TMMKIYS4nb6+TV6+oTeb7oOl0+8f2ICXlmBC1K8DKHUK8XiXl2/qfbEwy9oI/NLz9xVCVJM1ZLOeBivwY4YFkEpNAR7H1KUWQtSXTcC5JBKel6DypxyrUnuB7yJpDkLUmx7gEj+CFfgVsOLxfCnl+315fyFEWN2Ibft28ObPkjAvlZoP3IPcMxSiHmxBqQ97vdE+mL8dOiKRzcC1SG6WELWuF6VW+xmswO+AZdp4/xhw3R1DCFFVfoVtl1Sn3Q1/l4R5qdSpwH1IoT8hatEO4GwSCV9nV1Cppo1KPQZchZwaClFrMsA3KxGsoFIBKx4Hrf8deKAinyeEqJQfk0hsqNSHVa4tdltbFq2/BJRdxEsIEQqbUerySn5g5QKWsQv4OmYaKYSoXgeBL3D4cE8lP7SyAautDUzTip9W9HOFEF7KotR3UeppVq6s6AdX5pRwqFRqIrAeeH8gny+EKMetKHUR8XhfpT+40ktC48kn9wMXAxU5WRBCeOYJtL4siGAFQQWsNWsAngYuxdR8FkKE3wHgYvr7A5toBLMkzGtvt2houBL4DkEFTyGEE33AF0gkAq11F2yQWLnSRuurAN9T+oUQJbOB/2D06MD7jwY7w8pLpyeh9X3AnKCHIoR4gxSW9QmWLPGlxpUb4QhYAOn0bLT+DVKlVIgweQb4EIlEKBK+w7RvtAX4PKZioRAieHtR6p9RKhTBCsIUsOJxgHsxJ4eSCS9EsLqBC9F6y8DPZiiEJ2ABJBI2lnUjUtlBiCD1AV8FHiSRCHosxwhXwAJYsiSL1v8K/AQJWkJUWga4jL6+20kkQvfzF55N96FSqWbgJmA5YQysQtSeLPBvKHU58Xgoy5qHN2ABJJMtKHUbsDDooQhR42zgJ2h9CW1tob19Eu6ABfmL0ncBZwQ9FCFq2C/R+iLa2gLPtSok/AELIJWaDCSB+UEPRYgadCdKXUg8HvqUourYG4pGu4CPYi5MCyG80wF8oRqCFVRLwFq0CJTaDZyPybwVQpSvE/g8iUR30ANxqjoCFpjEUtveBcSBJ4IejhBVzAbWAf9MInEw6MG4UR17WEOl01PR+g6kYqkQbtmYMuUXVdPMKq96ZliDxeN7gI8BDwY9FCGqiA3ciqlrVXXBCqo1YAEkEnsxQUtqaQlRnA38EK0vJpE4FPRgSlW9AQsgkTiA1p8GAq2CKETIZYDvYduXhj3Pqpjq3MMaKpVqBNYA3wCiAY9GiDDpAVYRifyUxYtDed3GjdoIWACpVAz4GnAl0BDwaIQIg4PAReRy61i2LHQXmUtROwEL4J57LI4cWQ7cAEwIejhCBGgncAGwMWwlYspRWwErL5U6HfgFMCPooQgRgI1o/Wna2nYFPRCvVfem+0gSiU0o9WHg4aCHIkQFZTGXmOO1GKygVgMWQDy+C1gG/BTzBylELesB1qDU52lrq6rsdTdqc0k4WDodQ+svAquBlqCHI4QPdgOXkM12sHx5TWyuj6T2AxZAOm0BH0DrHwGzgh6OEB56BLiYXG4Ly5YFPRbf1UfAAtiwAbLZqcB1QIJaXg6LepAFfohSa4jHq/KaTSnqJ2DldXbGsO0vY/K1moIejhAl2Ad8Ca1TtLXV9BJwqPoLWHmp1KmYJhezkNmWqA5ZzMn3F0gkdgc7lGDU7w9qIvEYWn8Q+DFQ1ferRF04CFwOxOs1WEE9z7DykskoSiUwzVtnBj0cIYawgY3AKnK5TbVyxaZUErDyUqmpwGXAZ5G7iCIcuoEfoPUPazm3yg0JWIOZ2dZC4FqgNejhiLr2KLAKrTfV28Z6IRKwhpNMTkCpy4AvI7MtUVndmO2Jn5BIVEUnm0qSgDWSVMoC5mHytk6nng8oRCVkMdVzV2FZO1myJOjxhJIErGLM1Z5PYU5opiKBS3jLxrSuu5xIZAOLF8vyrwAJWE6Z7tOrgE8hdxKFN7qA69D6J7S1VW2d9UqSgOVWMjkXpb4LLAIagx6OqErdwO0ode1AVRHhkASsUphyzOcAlwAfAGLBDkhUiV5Mt+Vr0foJOf1zTwJWOVKpJmABZql4KrK/JYaXBe7FBKqNtLVlgh5QtZKA5YV0ugmtF2IC1/yghyNC5QHgapTaSDzeF/Rgqp0ELC+ZpeJSTOCai8y46lUW05X8GuAREgmpeOsRCVh+6OyMYtvnAJcCZyDJp/XiEGZGdS2RyCZJUfCeBCw/pdNRtH4/8AVgIdJ6rFZ1AR3ADbzwwhYuuijo8dQsCViVsHo1zJvXilIXAssx7cdkuVjdssAW4DagnURiT8DjqQsSsCppwwbI5Sai9TmYJpdnIFVPq80BTBG9X6DUI/VUnjgMJGAFJZ1uQOuZwEcxG/XSHCO8bOBp4A4ghVK7iMdlIz0AErCC9tBD8Oqr49D6DJT6KCaDXva6wmEvZm/qDrTeItdngicBK0xMhYhxwHmYJrALgeZAx1R/DmKy0e8ANmLbPSxdKqd9ISEBK8yOJqR+FHMFqAW5BuS1PkwXmvuBNJHIAyxeLAmeISUBq1qYa0CnAx/B3GOcipmNyWmjOzZmFrUDuA94EKWekCz06iABqxp1dkbRegZanw58CJNVPxkTwMSxbEx1hD3AY8BvgSeIxXazcKEs9aqMBKxql06D2eeajtZzgTMxJ47TgEnBDSwwNrAf2AlsBv4AbB042ZN2blVOAlYtSiYbUWoSJkF1HnAKpqnGdGprFpYPTrswS7ynMOkHe4B9JBKyzKsxErDqgTl9bEKpJrSeiJmBvRvTh3HqwKOF8O6H2ZiN8T3AHpTahdZ/ArYOfP0QuVwvy5YFOUZRARKw6tVdd0E0GkWpKObkcRxHg9dU4CTMknLioEcz3ge1LGaPaf+gxz7gb+QDlHn0oHUWpTIoZROPezwMUQ3+P49e2poOv/XhAAAAAElFTkSuQmCC”,”crossOrigin”:null,”filters”:[]},{“type”:”i-text”,”version”:”5.3.0″,”originX”:”center”,”originY”:”center”,”left”:1014.52,”top”:613.08,”width”:578.64,”height”:247.33,”fill”:”#000000″,”stroke”:null,”strokeWidth”:1,”strokeDashArray”:null,”strokeLineCap”:”butt”,”strokeDashOffset”:0,”strokeLineJoin”:”miter”,”strokeUniform”:true,”strokeMiterLimit”:4,”scaleX”:1,”scaleY”:1,”angle”:0,”flipX”:false,”flipY”:false,”opacity”:1,”shadow”:null,”visible”:true,”backgroundColor”:””,”fillRule”:”nonzero”,”paintFirst”:”fill”,”globalCompositeOperation”:”source-over”,”skewX”:0,”skewY”:0,”fontFamily”:”Helvetica”,”fontWeight”:”bold”,”fontSize”:24,”text”:”Workshop 3: \n\nRezeption von Installationskunst \nwährend gemeinsamen Ausstellungsbesuchen:\nKommunikation durch die Ausstelllung und \nKommunikation in der Ausstellung\n \nDr. phil. Sandra Winiger – 8.10. – 13:00-14:00 – SR 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”,”crossOrigin”:null,”filters”:[],”_relXPercent”:-1.0485514465805716,”_relYPercent”:-17.3466071243734,”_relX”:-8.36999999999989,”_relY”:-92.37},{“type”:”i-text”,”version”:”5.3.0″,”originX”:”center”,”originY”:”center”,”left”:1014.52,”top”:613.08,”width”:578.64,”height”:247.33,”fill”:”#000000″,”stroke”:null,”strokeWidth”:1,”strokeDashArray”:null,”strokeLineCap”:”butt”,”strokeDashOffset”:0,”strokeLineJoin”:”miter”,”strokeUniform”:true,”strokeMiterLimit”:4,”scaleX”:1,”scaleY”:1,”angle”:0,”flipX”:false,”flipY”:false,”opacity”:1,”shadow”:null,”visible”:true,”backgroundColor”:””,”fillRule”:”nonzero”,”paintFirst”:”fill”,”globalCompositeOperation”:”source-over”,”skewX”:0,”skewY”:0,”fontFamily”:”Helvetica”,”fontWeight”:”bold”,”fontSize”:24,”text”:”Workshop 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KF Number	Dimensions	Labels
KF02226	84mm x 51mm	10
KF00167	117mm x 9.65mm	21
KF01560	90mm x 60mm	8
KF01562	90mm x 60mm	8
KF01563	75mm x 40mm	14
KF01564	90mm x 54mm	10
KF01565	60mm x 30mm	27
KF00228	210mm x 297mm	1
KF02288	75mm x 40mm	12
KF02440	132mm x 9.65mm	21
KF04174	210mm x 297mm	1
KF04175	148mm x 210mm	1
KF04177	210mm x 297mm	1
KF04178	148mm x 210mm	1
KF04179	148mm x 105mm	2
KF04740	190mm x 60mm	4
KF04741	145mm x 60mm	4
KF04742	100mm x 60mm	4
KF04743	95mm x 42mm	10
KF15823	100mm x 75mm	3
KF27030	119mm x 119mm	1
KF01004	105mm x 148mm	4
KF01566	75mm x 40mm	14
KF01567	90mm x 54mm	10
KF01568	75mm x 40mm	14
KF17457	75mm x 40mm	14
KF17458	90mm x 54mm	10
KF01274	148mm x 210mm	1
KF01275	148mm x 210mm	1
KF01276	148mm x 210mm	1
KF02478	148mm x 210mm	1
KF02479	148mm x 210mm	1
KF02480	148mm x 210mm	1
KF00174	113mm x 19.52mm	12
KF01896	130mm x 49.18mm	5
KF01897	130mm x 24.35mm	10
KF00188	130mm x 24.75mm	12
KF34028	120mm x 59.4mm	5
KF34029	120mm x 29.7mm	10
KF00170	134.7mm x 49.18mm	5
KF00171	132mm x 24.35mm	10
KF00172	134mm x 9.61mm	20
KF00187	150mm x 49.5mm	6
KF01835	134.6mm x 49.5mm	6
KF01837	134.6mm x 24.75mm	12
KF00353	132mm x 8.5mm	20
KF27031	119mm x 119mm	1
KF02481	148mm x 210mm	1
KF01817	110mm x 14.85mm	20
KF01818	110mm x 12.38mm	24
KF01819	110mm x 24.75mm	12
KF01820	110mm x 24.75mm	12
KF01822	110mm x 49.5mm	6
KF01823	134.6mm x 37.12mm	8
KF01829	134.6mm x 12.38mm	24
KF01845	154mm x 59.4mm	5
KF01846	154mm x 29.7mm	10
KF01895	132mm x 6.23mm	31
KF01915	132mm x 49.18mm	5
KF01916	132mm x 24.35mm	10
KF01917	132mm x 18.4mm	12
KF01918	132mm x 14.57mm	15
KF01919	132mm x 8.5mm	20
KF02294	154.8mm x 24.75mm	12
KF00352	132mm x 9.63mm	21
KF01844	154.5mm x 14.5mm	20
KF01843	154.5mm x 12.1mm	24
KF01263	38mm x 297mm	4
KF01265	47mm x 297mm	3
KF01267	55mm x 297mm	3
KF01269	65mm x 297mm	2
KF01271	90mm x 297mm	2
KF02482	20mm x 62mm	28
KF02483	20mm x 62mm	28
KF02484	20mm x 62mm	28
KF02910	60mm x 14mm	32
KF02911	60mm x 14mm	32
KF02912	60mm x 14mm	32
KF02913	60mm x 14mm	32
KF34025	110mm x 14.85mm	20
KF00161	132mm x 48.7mm	5
KF00162	132mm x 24.35mm	10
KF00163	132mm x 16.15mm	12
KF00165	113mm x 9.3mm	20
KF00166	113mm x 4.68mm	31
KF02296	154.8mm x 9.58mm	31
KF02295	154.5mm x 14.5mm	20
KF02485	20mm x 62mm	28
KF02486	20mm x 62mm	28
KF02487	20mm x 62mm	28
KF02488	20mm x 62mm	28
KF15285	20mm x 62mm	28
KF02905	20mm x 62mm	28
KF02906	20mm x 62mm	28
KF02907	20mm x 62mm	28
KF02914	60mm x 14mm	32
KF02915	60mm x 14mm	32
KF02916	60mm x 14mm	32
KF02917	60mm x 14mm	32
KF15291	60mm x 14mm	32
KF02918	60mm x 14mm	32
KF02919	60mm x 14mm	32
KF02920	60mm x 14mm	32
KF02921	60mm x 14mm	32
KF02922	60mm x 14mm	32
KF02923	60mm x 14mm	32
KF15292	28mm x 297mm	5
KF00150	117mm x 9.62mm	21
KF02908	20mm x 62mm	28
KF02909	20mm x 62mm	28
KF00154	110mm x 39.15mm	6
KF00156	113mm x 19.52mm	12
KF00157	117mm x 8.5mm	20
KF00158	118mm x 6.23mm	31
KF10692	130mm x 49.18mm	5
KF10693	115mm x 24.35mm	10
KF10694	113mm x 19.52mm	12
KF10695	117mm x 14.58mm	15
KF10696	117mm x 8.5mm	20
KF10698	117mm x 9.62mm	21
KF00151	130mm x 24mm	10
KF00152	135mm x 19.52mm	12
KF00153	132mm x 8.5mm	20
KF15293	28mm x 297mm	5
KF15447	28mm x 297mm	5
KF27044	35mm x 102mm	10
KF27043	25mm x 75mm	18
KF02158	199.6mm x 289.1mm	1
KF01581	38.1mm x 21.2mm	65
KF01583	66mm x 46.6mm	18
KF01587	63.5mm x 38.1mm	21
KF00149	67mm x 6.65mm	21
KF00175	117mm x 0mm	21
KF00176	110mm x 39.15mm	6
KF00177	115mm x 24.35mm	10
KF00179	117mm x 8.5mm	20
KF00180	118mm x 6.23mm	31
KF00573	38.1mm x 21.2mm	65
KF10639	66mm x 33.9mm	24
KF01584	99mm x 33.9mm	16
KF01585	99mm x 38.1mm	14
KF00178	132mm x 19.36mm	12
KF00181	134mm x 19.35mm	12
KF00182	152mm x 24.35mm	10
KF02160	99mm x 139mm	4
KF02157	63.5mm x 33.9mm	24
KF10960	192mm x 61mm	4
KF00190	48.5mm x 25.4mm	40
KF10641	70mm x 25.4mm	33
KF10642	70mm x 30mm	27
KF10643	70mm x 32mm	27
KF01588	99.1mm x 67.7mm	8
KF14845	95mm x 135mm	4
KF00574	52.5mm x 29.7mm	40
KF10638	52.5mm x 21.2mm	56
KF10640	70mm x 25mm	33
KF10644	70mm x 33.9mm	24
KF10645	70mm x 35mm	24
KF10646	70mm x 36mm	24
KF10647	70mm x 37mm	24
KF10649	70mm x 42.3mm	21
KF02446	70mm x 50.8mm	15
KF10650	70mm x 67.7mm	12
KF10651	96.5mm x 33.9mm	16
KF10662	210mm x 148.5mm	2
KF10652	96.5mm x 42.3mm	12
KF10648	70mm x 42mm	21
KF26093	105mm x 29mm	20
KF10654	105mm x 37.1mm	16
KF10655	105mm x 42.2mm	14
KF10656	105mm x 42.3mm	14
KF10657	105mm x 48mm	12
KF10658	105mm x 58mm	10
KF10659	105mm x 74mm	8
KF10660	105mm x 148.5mm	4
KF10664	210mm x 297mm	1
KF01759	210mm x 297mm	1
KF01579	117mm x 117mm	2
KF18022	52.5mm x 25.4mm	44
KF10653	105mm x 35mm	16
KF15565	105mm x 148.5mm	4
KF15566	210mm x 148.5mm	2
KF15568	210mm x 297mm	1
KF01761	70mm x 37mm	24
KF02289	90mm x 54mm	10
KF15386	38.1mm x 21.2mm	65
KF03303	90mm x 55mm	10
KF99999	70mm x 37mm	24
KF11207	48.5mm x 16.9mm	64
KF10961	192mm x 38mm	7
KF01352	116mm x 43mm	5
KF01353	115mm x 24mm	10
KF01354	115mm x 15mm	12
KF01518	116mm x 43mm	5
KF01519	115mm x 24mm	10
KF01523	115mm x 10mm	20
KF01525	116mm x 43mm	5
KF01526	115mm x 24mm	10
KF01527	116mm x 43mm	5
KF01528	115mm x 24mm	10
KF97056	130mm x 11.5mm	25
KF21003	57mm x 14.5mm	51
KF76986	150mm x 10mm	20
KF01355	115mm x 16mm	0
KF01530	115mm x 16mm	0
KF01520	115mm x 16mm	0
KF01524	85mm x 15mm	0
KF01529	115mm x 15mm	0
KF01356	120mm x 10mm	20
KF01531	120mm x 10mm	20
KF01521	120mm x 10mm	0
KF01357	125mm x 6.5mm	0
KF01936	125mm x 6.5mm	0
KF01522	125mm x 6.5mm	0
KF97058	3.7mm x 8.5mm	0
KF97059	24mm x 8mm	100
KF01532	115mm x 10mm	20
KF01351	115mm x 10mm	20
KF76984	130mm x 24mm	0
KF76985	135mm x 15mm	12
KF00230	63.5mm x 38mm	21
KF00227	96mm x 50.8mm	10
KF00226	63.5mm x 29.6mm	27
KF71462	99.1mm x 42.3mm	12
KF71461	99.1mm x 93.1mm	6
KF71460	99mm x 139mm	4
KF01131	105mm x 42mm	14
KF26071	64mm x 33.9mm	24
KF26050	199.6mm x 289mm	1
KF01133	70mm x 37mm	24
KF05608	117mm x 117mm	2
KF05599	117mm x 117mm	2
KF26052	63.5mm x 46.5mm	18
KF03474	210mm x 287mm	1
KF02247	210mm x 287mm	1
KF26051	63.5mm x 38.1mm	21
KF26056	199.6mm x 143.5mm	2
KF26053	99.1mm x 34mm	16
KF26054	99.1mm x 38.1mm	14
KF26055	99.1mm x 67.7mm	8
KF01130	38.1mm x 21.2mm	65
KF02249	63.5mm x 38.15mm	21
KF01132	105mm x 37mm	16
KF02250	99.1mm x 34mm	16
KF02248	99.1mm x 38.1mm	14
KF01134	99.1mm x 38.1mm	14
KF02251	99.1mm x 67.7mm	8
KF02246	105mm x 148mm	4
KF02259	63.5mm x 38.1mm	21
KF97057	71.5mm x 8.5mm	50
KF16123	63.5mm x 46.6mm	18
KF21001	57mm x 14mm	56
KF01834	134.6mm x 59.4mm	5
KF01836	134.6mm x 29.7mm	10
KF01838	86mm x 41.5mm	6
KF01839	86mm x 24.55mm	10
KF01840	86mm x 20mm	12
KF01841	86mm x 14.65mm	20
KF02438	132mm x 24.35mm	10
KF02439	132mm x 18.4mm	12
KF34021	134mm x 59.4mm	5
KF04176	148mm x 105mm	2
KF04180	210mm x 297mm	1
KF04181	148mm x 210mm	1
KF15824	180mm x 62mm	0
KF16211	60mm x 110mm	6
KF15995	60mm x 110mm	6
KF01586	99mm x 42.3mm	12
KF15557	70mm x 37mm	24
KF15559	70mm x 42.3mm	21
KF15560	105mm x 37mm	16
KF15561	105mm x 42mm	14
KF15562	105mm x 42.3mm	14
KF15563	105mm x 48mm	12
KF15564	105mm x 74mm	8
KF01591	210mm x 289mm	1
KF01758	105mm x 42mm	14
KF01760	70mm x 30mm	27
KF01762	70mm x 67.7mm	12
KF02287	60mm x 30mm	27
KF00173	132mm x 39.15mm	6
KF00183	152mm x 18.4mm	12
KF01816	134.6mm x 14.85mm	20
KF10697	118mm x 6.23mm	31
KF01813	110mm x 49.5mm	6
KF01814	110mm x 29.7mm	10
KF01815	110mm x 24.75mm	12
KF34022	110mm x 29.7mm	10
KF34023	110mm x 24.75mm	12
KF34024	110mm x 14.85mm	20
KF34026	120mm x 59.4mm	5
KF34027	120mm x 29.7mm	10
KF01821	110mm x 59.4mm	5
KF01825	110mm x 29.7mm	10
KF01826	110mm x 24.75mm	12
KF01827	110mm x 19.8mm	15
KF01828	110mm x 14.85mm	20
KF01830	110mm x 9.58mm	31
KF01898	110mm x 9.58mm	31
KF02094	20mm x 62mm	28
KF02095	20mm x 62mm	28
KF02096	20mm x 62mm	28
KF03681	20mm x 62mm	28
KF03682	20mm x 62mm	28
KF02951	60mm x 14mm	32
KF02924	60mm x 14mm	32
KF02925	60mm x 14mm	32
KF03683	60mm x 14mm	32
KF00155	115mm x 24.35mm	10
KF02437	115mm x 39.15mm	6
KF14848	102mm x 25mm	22
KF02159	199.6mm x 143.5mm	2
KF14846	68.3mm x 46.6mm	18
KF10844	210mm x 297mm	1
KF10845	105mm x 148.5mm	8
KF01580	117mm x 117mm	2
KF02128	117mm x 117mm	2
KF02129	117mm x 117mm	2
KF00232	210mm x 297mm	1

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