Esercizi di matematica

La luce

La luce
[center][/center][center][color=#ff0000][b]I RAGGI DI LUCE[/b][/color][br][br][size=100][b]L'ottica è la scienza che studia le proprietà della luce e i dispositivi che sfruttano tali proprietà[/b][/size][br][br][b]Un raggio luminoso è un fascio di luce molto sottile, che rappresentiamo con un tratto di retta[/b][br][br][br][img]https://www.visionealchemica.com/wp-content/uploads/2014/01/raggio-di-luce-300x225.jpg[/img][/center][b]Il Sole e tutti i corpi che emettono raggi di luce si chiamano [u]corpi luminosi o sorgenti di luce[/u][br][/b][br][br]Esistono diversi tipi di corpi illuminati:[br][br][b][color=#00ff00]I corpi opachi[/color][/b] [b]non si lasciano attraversare dalla luce, ma in parte la assorbono e in parte la deviano;[/b][br][br][b]La luce attraversa[color=#00ff00] i corpi trasparenti[/color][/b] [b], come il vetro e l'acqua;[/b][br][br][b][color=#00ff00]I corpi traslucidi[/color], fanno passare la luce, ma non permettono di distinguere gli oggetti che sono dietro.[/b][br][br][br][center][img]data:image/jpeg;base64,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LUCE PERCORRE NEL VUOTO TRECENTOMILA KM AL SECONDO[br][u][br][/u][/b][/color][br][img]data:image/png;base64,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LEGGI DELLA RIFLESSIONE E GLI SPECCHI 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L1++fDGFaDiqh4DXeRB0gLQqgRoAKQ32JC/Q4VBA4jg9AALHcQGWU+R4kOhTATpdTUtqiJ4DfIBPB9hhNm3O6zEdePt0CNiPK6tQDPhSGnSVrrwUCuk6L8U4SLNL1mPAXgt6KMYLMUHV6THECTwvQaAUotPpbT3E8aUA6AL9K0lSTIoBSBwvqXpA5/kYr6qhUGypbjbkUhzoaQ44iX5UlVdpiKVzEtVHqpeqIMXUNE+IWI1iPHSJC/A0BCNYoNPLmEr4ODqf4VP1Cb4Am1/hVHZ6SJdACq3ykC1N8GJ0xZxAbNICr6v0nzVBVedUohEL2PgkTo1xJQmoHeshgaOaqatcWme1j8jZ+Hj6OzB8Kmv59ukhiNEnYsu/ivJmSSUd0jGefgRiw/hIVKmo8nFCgFUmvqQyfGo6zZr4ZBmDrga4gCoQGBsfNXPGkIeSjY+3aadVlkbjmP9cZecH5LpCVK340iRtqNNPSaD+g+qQniYaHBcqUZ1jlUoi3xejvoA1Zk4VdI6f4AuV7NoHagliQE40Ri6UNeEYuT+dfMFjX+JDSrr+PH2SLh8lCPGXBNjS3elb0sVZ13+HxCbyvv56YZWbri9fvnz58uXLly9fvnytnP4LIveH60w42hYAAAAASUVORK5CYII=[/img][color=#ff0000][b][br][/b][/color][/center][b]Prima legge[/b]: [b][u]il raggio incidente, il raggio riflesso e la perpendicolare della superficie riflettente nel punto di incidenza appartengono allo stesso piano[br][br][/u][br]Seconda legge: l'angolo di incidenza è uguale all'angolo di riflessione[br][br][br][center][img]data:image/jpeg;base64,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RIFLESSIONE SU UNO SPECCHIO 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d8Vfqrehjmc14nN0R91x/lyEj5Nb8qrkzhrgkv0TuukregxJ9q8V9hvrf3jD/ADEsPnp+dRnuH+a1+uP1tH1GG/5ej/8ATk2PyWBMbk8ghOY+CgEmtXtVaKTWGfJtN8laXqTGkpcVz3ddCD4idvuGJe82d/goNl8Tfwq09p2h/wCW4rjpJ9E/vyJwUo/mu+i99DuHjhU52JL+3LfN8C2i+C2FVp1tli8Unrxmmn5pLoRJ1JKy3cEb0kU8iD4G9d8KsJq8ZJ8mYtNbxLMqjMzBQO1jYfM1aU4xV5Oy7xFOTsjL6xDf2aPJ71Fl/bawPwvWP4hP5E36dXZdDTJa+ZpevRDJO/NkjHcgzt+01gP2TUYa0t7UeWr6vTyYvTjuTfPTyWvmdXZkd7sDIe+Ql7HvAOi/ACpWzU73lq+/X9l4B1p7lpy0NgFdBkdoCEkqqLsQB3k2HnVZSUVdslJvRGX1pGeoWk/y1Lj9oaD4msfxVN/LryV/PcaZM1v056HPSJm6sQX3yuB5Jmv8xTMqy+WFub+1xggt8ui+9in0TEM4Zp8q21SNANb975v991Z5NeU8TqWXBL73L5lJQsoa8W/tY9MV2I5zLLH9qjXXkRY9bk2o09/f9CBroBQHKAi6gix1FVnCM1aSugnbcSqwKMXyX8SfnXJtm6P6o+peHbyZfXWUFAKAolg1zKcreR/EO3865KuzXlmU3hl5P9S7ee8up6WeqEU+uVhlbyP4T2/nSltN5ZdRYZeT5Pt9V2ohx7VuKcXihfdqokcjq9gHfIfujzPYDU1pxd6ajifDs8eHrwLwg7Ym7Lj9iqDZpUhy93F+Yui37EU9UfG/fXPDYJU7ShOzXdePgt6XJotKumsNtPPxfaad8R110714h8RzHyrR7ROGlaGnFarpvXR8zPCn8r66fscSGNuJNPeht87afOohQ2eosdF274u3W2nVEuUlpLzMrY4g5YzviNCAOR/xOOFfA61k6laEsNOSn3NWfjJaeRoqSavL4ffDecYyt/alo17otb/ik5j4BfGkq1Vu1ZOK/wBqv5rVdFzCUF8mr7/t+7LocNh1UlQgAuSwOumpLNz+Jq9OhsdVfy1F8t/ValZ1Kv5myjC4xDEspd4gbjLKdQQSpBD63uKtOiqSuqrjzd/7rvzIjee6N+X7Elxsp6iGQe0ymIfNtT8BWcau0t/ClJd6cfW9+hd04L5nbz9PuVSYeR/7QBB/6kDH9s3PyUVz1KTm/wCfSt+mKfnv6JF1OEV8DvzdvL92TiweHBBuc45F2Jb4bzlVow2NyWGbjLsu2n0l9irqVrWtp3L7G7dP2SX/ABKD+Vq7FRrpfBVvzSfphMbx7V78ynEY3d9doR4vlJ8Ab3qk69el8+B+OHyafqXjTx/Kn0uQXat75Yp28FsD4FrXqY7dJpvKlp3b+WpORbfJdfsQOOlP/wBcX+YWJ+K2UfxVl/8AoX3tQ/Vf6pLzJyori+Vv39C1cMX607t7o7IPmvF/FXTGKqa5l+VkvLXzKuajuivHX9vIsj2dCDfIpPtNxN+01zWkdmpJ3w69+r6sq6s2rX+noa9K2MxepAoDooDDOft4xr1W8Pz0+XxoDdQCgPzrbG1duLPKsGzVkiDsI39KC5kvo2XeC1x2WFWUlw99Cjg29/vqY/XPSH9FL++D+pU4lw99CMt8ffUeuOkP6KX98H9SmJcPfQnA+PvqU4jFbfmAD4NsPkIkUx4pW3rpqsDXc5Vc6FtLW51zbTUSUbxT+Jeu/cWhTd3r2e+0t9cdIf0Wv74P6ldONcPfQpgfH31HrfpD+i1/fB/UpiXD30JwPj76j1v0h/Ra/vg/qUxLh76DA+PvqcO2OkP6LX98X+pUOpFate+gwPj76l52jtpoA52eGkY8Ma4nRQD1ndpALnsC5veRyrjVWO0uygnDi+39Kt56dxfLcPza+9+pki2j0gUELspRckm2MXUnmT9pqa64KEFaMffQiSct8vfUm22ekIFzsxQPfjF/qUnVhFYpJJd//hVU29z99Tbs7aO2nUyS4NUHYiYgvI3heRUA9+f4Gub8Zj/wYX73ovS78F4l8m3zS99TzsTjdusW/wDFAqdOLGLcj/FaTXwq+TTbxygsXb77fElOUflk/ficO2dvIAPViL3AYxR8gJKme00KKwuy7vsrFcuUne7fvmethcZtkoHlwii/93FOzyfHO6IP2jWf4uU3/LpeMvhXSzl5IZVt8vV/U8/GbR26WOXZV17C+LTN8bSaeFWdGFS0qkVfuX1tclXW5++pTFjdvKSw2RGGPNvS1zHxbeXrSMKcHiUVfj7Qk5tWcnb33kj0h29e3qxCe4YwE/ISVnLbqEXa6v3avok2QqMvf/p6+GxW2iM0mFhX/Ck8jv8AJmVf4qp+LnL5KT8bR9dfInKS3y9WZ8dtXbNgItmO/eZcVGg+CiVvzrSOOelSMbdfVL0Iwpbm/fiec20dugG+yYwO3/vAB5SCs8nZqWuFLovoXUp8ffUhh9s7bTSPZMIv7GKHmVkqkNq2SH+Hb+lX9EyZRqy+Zvx/dnu4XFbbIu+FwyjuGJmZ/lcD+KrPa5v5KUnzsvV38iuVxl6nZtq7VUHLs6aQ/wCfHGvz37HyFWU68t8Ypc7/APyiMMV2v34nkPtLbxN/VEf72t/nvKS2WjJ3lFX5L7EqUlufr9yxNsdIBoNkp++j+pW0IxgrRXvoVab7ffUl676Q/olP3wf1KvdcPfQjD3++o9d9If0Sn74P6lL93voMPf76ntdEtobVlny43AjDRBGOcYgS3e4AQrnbsJN7dlLhRsfaCoLGSZSZozbQK+thzNrAHmDoey3v5UBsoBQFTGpIOZqmwGalgVYk6L+Jfzrk2zdD9UfUvDt5MtzV12KDNSwISTBefwA5k+4VhWrwpK8u3ct7fJe+8mKctxWELavy7F7P1u/w5eNc6oTrvFX3dkez+ri+7dz3lsSjpHqWSTBeZt3d58B210Va9Ol87tw4vkt78Cqi5biG8duQyjvbn8FH8z8KxzK9X5I4Vxlv/wCK+rXItaMd7v74kDkB4jmb36n4KOXwFYOOzU5XqyxT79X4RW7wRZObWisie9Y8lt72NvIf6V0KrWn8kLd8tPJXfWxW0VvfQ4y9rube7hH186znRdr16mnd8K+/mSpL8q+pyOWMdQX/AAi9/E/61WlW2WH+Cr3/ANKvfm93Vhqb+Z9fsT3rnktvxH+QvW2btEvlppfqf0V/VEWit76FTydjSKPctgfO9c1SpZ2qV0u6Nl64n6FkuEevtHOA/dd/xAkfxaVXDs8vySnzTa/7WRN5LtS99xart91APFgPJb10wda1qdJRXe7eUU/Uo8Pa7++8Wc82UeC/zJ/lVsvaZb5pcl9W/oLw4Dc35s5/Wt/+bU/Bp/POT8bf22GZwS98zqwINcov3kXPzNXjsVCLxKCvxtd9XqQ6kn2luauhRSKjNU2AzUsBmpYDNSwGalgM1LAZqWBYh0qrJM0wO+j6trPztmPLkCL6X7COetAa6AUBjkk1PjWiWhRs5vKmwuN5SwuVTycvxL+dce2L4Yfrj6l6b38mWbyuyxncrfEdi6nyHj9K4qm0NydOiryW/hHm+PcteNlqaKKteW7zZBZAp7Wbttz8O5RWEXSoyernU7bK75cIrm0XeKS4L31ONiCdL29y8TfE8h/vWs5bTOcsLlbuh8cvF7l08SVBLW3XRfucEmXkFUntY3Y/X51VSVF/Cowb7ZyvJ+Cd3/yFsXF8t3vwONKO0u38C+dr+dVnUi1ebnL/AKR88N14slJrdZeb+oXEWFlCgf4QW8l+tRDaVGOGgopf7U5/2pLzDh/qv46ep3Ox9s/EKPLWtcNee9TfSC8viIvBcPN/sdVDzsgPebsfmbVaGxVE8SjCL4u831diHVW679EWanmx+Fh/r511fhqj+eo/BJL0b8yuYuxHN2vaCfxEn86fgKD+ZOX6m5et0Rmy7NOWhYhA5ADwrohRhTVoJLkrFXJveyW8q9iLjeVNhcbylhcbylhcbylhcbylhcbylhcbylhcbylhcbylhcbylhcbylhcbylhc0wG4rOW8sjPPGTNE13sA9wBddbWuew1BJsoBQHj4ibibxP510RWhzyepXv6thIuhv6YRcpbGKbWZTqORHO/Lyrh29qMIyb0Uo+ptRu20uDIyYy+gv8ADmfpXhbV/HqdRuFHE1/t3v7Lv1fC286qeySWsvP3r6cyO+Y6AWHdyrGFTb60cMKMlHgvhXjdpvr4F2qMXdyTfU6C3LS3d/oNK6af8O26SUZKMVwbv/1SUeqZm69Faq7fvtepIX7WPw0/0rvj/CarVp1XbglZdN3kZPaY9kSS2Hf+X5Wren/CaMOPW39uEpLaZP39yQZR2D5V1Q2KhB3jBX5a9d5m60nvZPf1vhKYhv6nCMQ39MIuhv6YRdDf0wi6G/phF0N/TCLob+mEXQ39MIuhv6YRdDf0wi6G/phF0N/TCLob+mEXQ39MIuhv6YRdDf0wi6G/phF0N/TCLo9PANdAfH86wn8xtDcVYknfw2FwRJc3GlgvZzP+++qFzdQCgMEuy1Ylszakns+laqq0rGTpJu5D1QvtP5fSpzmRkrid9UL7T+X0pnMZK4maDo3EoIzSHW+uXQWAyiwAy6Xty51lPDUWGcU13l1CzumaPU6+0/l9KtCagrRilyRV0772x6oX2n8vpV85kZK4j1QvtP5fSmcxkriPVC+0/l9KZzGSuI9UL7T+X0pnMZK4j1QvtP5fSmcxkriPVC+0/l9KZzGSuI9UL7T+X0pnMZK4j1QvtP5fSmcxkriPVC+0/l9KZzGSuI9UL7T+X0pnMZK4j1QvtP5fSmcxkriPVC+0/l9KZzGSuI9UL7T+X0pnMZK4j1QvtP5fSmcxkriPVC+0/l9KZzGSuI9UL7T+X0pnMZK4j1QvtP5fSmcxkriPVC+0/l9KZzGSuI9UL7T+X0pnMZK4j1QvtP5fSmcxkriPVC+0/l9KZzGSuI9UL7T+X0pnMZK4j1QvtP5fSmcxkriPVC+0/l9KZzGSuJtw0ARQoJPPnWUpYnc0jHCrFcsBMiPpZQ47b3bL8OyoLGmgFARZgL3IFtTfsHeaA6DQHaA4rAi4II7xQHaAUBxWBAIIIOoI5Ed4oCtsQg1LKBci5IGovceIsflQFtAcZgLXI10HvPOw+VAdoDisDqCCPdQHaAUAoBQFazqeTKeXIjtvb8j8qAsoCLOBzIHIa950AoDuYXtcX527bd9AdoCAlXvGl+3u5/K9ASBoDtAKA5mF7dv0/wCaA7QCgOKwPI35jTvBsfOgCsDexGmh9x52PzoDtAKAUB8jj8PNnklEbsuKhmhdACSmVWOHLKeqLF1IF7tKDyBIAuWXFhAQJ1ZJIgVCpkaDfxXK34i24z3HO+bS+SgK8JLjt4pffhQuGGUpHYsZsQs+YqL6R7k6G3K3aKA35sQMEljIJvswxCLn/tFD8OXL1c3IeFAYcVi8VESLzZcyIC6oS1sRGpy5ANXiLHQG3PmCABVhdoTs8SmeQqojEjCEXLnfq0bDJwnNutbLoARoTcD0V9JOEwgvIkp3AmKImYXUCS4KlVsb8hbuoDx8Vgp5Ul3qSucmNVQUWxvjC0BsotmMao1+egJ1vQG2efHZXZRLmDkbsogVgN9bdSDMVzAxkMwI4VDAEvYC6GTFmVMwcoJ+sEABiKT8LKwJUqTECysQeEgi7KAJ7exkomSOOUoAIncqmcqu/W+YWbR0SRAdLG51I0Ay4SXGB0DCbIShJCIABmxKvcW003LWt2i33qAyw4zHJFCsjy7xxDmzRpmznCSGRUyLbhmVGNlbtHI6AXYjEY5omaJpScrZW3aDPGcOpikRSujmbQqwFrvcWCGgL5JMaAyrvCRv92zKti4lUxLLYCyFCRmAGga5zZTQG7b0uIV4dwshGaPNlClcvpEAkDZtQd0ZDe/foTawHm9HdlHfOZYiF3WFyllsN5FiMZJp71EkZ/W8aAsE+NGQsJMuizhVXMrXlGbD6cS3Md734R7WagKtoxYmVSjjEXSXDEcMRRkXEYWQSgqCc6hJLgaXz6EbugLEmxgykiVrWVjkUNuxiypcaC7bmzEDW17DNpQHrbExEpUxzX3i5mzWsDG0sgiJtYZ92ilgALE0B5mJ2cTBjSI7y/8AdCK6Ak7yMDhDCxDEDnoe2gPCUbUByqZ0QZFCpHEAsfq03yjKbH0sAflw0BXLLthgSDiFJDaBItP/ABqtpdTr6aCvP+HWgLsXtDaaiaRt9Egw0tmKRt9vbCmMoi3a5LTqBY3PMHRQBnxM+OlVpsMZJJVh2gqMcPkkilaWB8NCRMiuCIxqSAGsCb6GgPVik2lnRCZd3vsUDIY0ZgokjbDZluv2ZTeqTz1W9rXoD0+lWCZ2hkSMyyRliiOgeEkmMkOCRu24eGUdXi53ysBq2nA8MGXCjK2ZmtYkMzFnfMQGKlmJu+VtWuQRegLdjNKd9vQw+04cwUHLuo+1QA1nzi/u7rUB6VAKAUB4i9IkM7xDLkVYHEhLANvmxA04bWAguGvY35i2oGt9t4cWzOFuwXiVhqSgFwRoPtE1OnEKAniNqwxyiFmIkKGQLkY3QOqEggWJDOotz4hpQHl4PpfhnVczAOVkfJGskn2aSvEWuEB5pY6aEgdoJA7g+k+DxKRXJ+2TDuI5I2vbEBzEG0K67t9b24eeouBViukmFXdvCElbe4bD3UZSiYh8iOpI4k5nTQ2OulAevgdrwTKzxOHVQCSoPVKh1Ye0pU3BFwey9AUf9R4XI0hlUKupLBlsuUNnIIvkysDn6tu2gLI9twNycniZOo/WWTdN2clfhJ5A86AyYfpGjws/CJQoO7Jbm2cIA2W7KTG/EqnqtpoRQGrEY6DLDP8AZur2KSWzcLIZM0ZUG91W/ZcdtAXYXakMiPIrjKnWLAqF4Fkuc1tMjK1+ViDQGaTa2EkDBmRglywZSQmTUmQEcFhqC1vdQGldpxFlTMQzGwBVhrx6G40vuntfnlNqA7PtKJCVZrEXvobAhc9iRoGy65edqAobbuHBCl9SbWyPcHOsfFpw8TqNbdZe8UBIbZgK5s5td16rdZHMbLa18wYEW56HuNAUx9JMKwusoYaaqrEG8QnAUgWY7oh7D7uvKgLZNuYdQWMlgAWuVa1gAx7OYDAkcwOfI0BIbZgsGz2BLDVWFir7ts4IugDaXawoC+fEhXjTS7lgL37FLaWBBOnaRpfwoCibbECMyNIAykggg6ER70jx3YLW52BPYaAnFtSFiFDgkmw58+K3hfK1u+xtQGfZ2245URiVVnsVUEm6sryRkaC5MaF7dlj3UBI7awzIWMiFO24JFt2JTcW5ZCGPuoCR2nh4xbMqhVZiACAqhRIxNhpZSGI52I7xQEo9rwMSBIpIue37rBD48TAfEd4oAm14GYIHBZtALG5NpDbl/wCp/wBk0A2ZtRMQA0dypRJAWBU5XzFSVYAi4F/j2UBuoBQCgFAfPQdEYVAXPMUCRRBGKWEUJl3cd8t7ATMtyb2A1vrQGuLYeUxNv8SWjDKWLJeSM5eCQBbWGUWZQG58XE1wNWM2ZHLJDK444WZkINuspUg941Bt3qp7KA8zZfRKDDklWla8UkJDlbFJJnmY8Kg3zSN8LeNAU4boXBGYCsk/2KYWMDMlmXCmTdZ+HsErA2te/frQHIuhUCm+8xDHeYeUlnViz4d3kQsStzcubnmbDXncD0NkbCTCYc4eFnZQpVBIRwrYhUuoBKre1zdrcyaAz4Po4FWFjJKsyIiM8ZXiRUVWi1W2Qlb3sGvqCKAvh2AiMjLLOpRp2NmXjWeXfSI4y2y57EEWYWsGsTcClei8YsVlnVwsaq4KZl3bTEMAVykkYiRTcEWPLtoDfj9mLMiIzSDIbggi5ORk4iwN9GPxoCmDYcaxzREu6TKFcMQNNysBsVAIuiD48rUBW/R9WyF5Z3dAwWRt3nBYFSQVQAaEXAAByi4OtwK8L0XhiaNkaVRFYogK7tdZTZVy2QWmZbLYWC+yKAvxOwkdpWLyhZgM6KwClwoQSjTMHCqo524VNri9AVy9HI2YuXlzNqxGS7NnibMeG1/sEXusOV9aAtn2HG28ZWljd5FlDowzI6rk4AwKgEZrgggl2J50Bg2l0cZr7p2JeYTOXZLgjDDDcBaNxqigEEa3Oo5EC9+jUboVd5CTdjlygCRoxG8iDLwkjNpy4jYUBY/R2I5rtIQ+8DglbOkj7xkbTq3va2tmOtAb8Rgw7xSEsDGWYAWsSyFOK4vyY8iKA8xOj4kWT0g5jI0xIUgqFk4ABcAk7kLGSezMBa9AaJ9hRMzteQF2MnC1gJNwMOHXTmIxoDcX1tfWgKH6NRHNxy6ggAFQFvh1w90sNDkW47iW7DagKdo9Hi1xEUUEuxDqpUsY1iCOmXjiyKAUup0Av3AaJOjcTFizSsG3wKMVKlJpEkkS1rlSUtqeqSOVrAcfozCc3FIMxV+anjGIbElrMpFy763FrBbAWFATl6PxMWOaQE31UqCCYNwMunDZSxAHIs3fagNmA2esJcqWOcqSDawyxpGAtgLCyA27yaA10AoBQCgPg8NjsTvmnaPERtLDhEmIwzvuXBxxdUAX7VVlMS3GbhcNfKcwA9yPETrDjmCneKWMZWEqXYYaIghdd5x3Xm3VAubUBkxu1cTHvLb1sschBeBspbdCRLZFN+IlLXvcZct7MwFb7Yn4AHcXdixOHkvHGJ47CYZPsyYCxBNhm1uVFAegmImXBs6qyyCSQACE3t6SwzbsC5unFe2t70B5WMwzySSxSrI8YkkH/wAcZZgMDDZ5LJZznLqGFuWUdWgLcLjsUI8qh1ZEjXdvh5ApB3WVlmCkA5c4YZXsSLhQpuBOTH4pl4opCM2EYBocxUGaDeB0A0dQXa6s68N7rlsQPW2ziZkeARBmVmtJlUlgpeNcwYgrYZjdSVNszA8GVgPFhxU8whE8cpKnBs14GAEp3qz2OXUDKNdRxc7EUBHojPi1iwcLRuqqkEbrJGVtCMCrby5F84xA3ZU2Nr8P3qA0bc2tiYpXChhHvMMiuIyQN5iMLE6kEcTZZnKspYaMCAU4gKxtPHAMCrmRFlZFEBK4hFMyx5n4VhkIWFirEcyANbqBrTaErOqH0gxuodGbCuM4zsJI5lKgxWTJlLBCbnRrWIHj4PEYyLDYdUheR40iyLJCVs3q+QhMxAyfbKqFibjOVJ1oD6fZGLkZpFkzlS14maJkYpu4y280ABDswFwtwLWOUkgepQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUB5eB2nJNDvViXNvXiy7w9WPENC75svOyswFu4XHOgODb0ANncA5ymiuRpKYRc5dDnGXuuRqbgkCE+28I65XYMr5VKvGxF2kaII4K6EyKUytrmsOZAoCtMRgLxHLCDY5C0WXLYSORcgZCNzISpseA91AXSdIIBc5wFXNnLK4K5UWTll9l1bW2hBoC07cw4CkyAZm3YzBlOfeCKzAi68ZC621IoBtjaogUaZmLRjLr1XlSPMSAbAZ+2wNrXHMAQxO1wmHbEBS4ViCEzGwEu7ZjpmsoBZrKSArWvpcCeH2shgGIdowjEBWifeowZ8kbKyjXNdeztoDmH29h5Oq99UHVcEF5HiVWBHCd5E6EHUFSDagK06RYdsmVnbOY1Fo3v9oGKNYjqkRvxcrqRzFqAxnbcU7rEyI6hYJ2LByvG0m6MIKcbiSEGxykcxqpFAbj0gw2nGTfJqEcj7RgiAkCwLMbAc73HYaA7Ft7DsCQ50CmxRwbOWC2BF2N0YEDUFSDa1AWYjasYhWdGR1cKyEE2cEZhlygk3W50BoCOJ25h440laQZHXeKyhnDRgBi4KA8OUg35W15CgOPt3DjnJ2SHqtyjkSNyNNbNIo/WB5a0BVJ0hh+6SeF2uyOqjJKImVjlurB7i1r6a2oCOG6QIxdmsiK0iAtnDXikMUjMpWyoDbjzW11tagJt0kwoveQi28uTHJa0TiOU3y2sjMAx5DttY0BaduYcBSZMuZsgzKynNnEdmBF14mA1tzHfQHo0AoBQCgFAKAUAoBQCgFAKA83ZmyRBosszLmlfK2S2aV2kY8KgnVmsL219wsBnbo5GSx3k2rZ+aaH0gYnTh5Zxbw+dARHRiLXjm1dZOadZcW2MH3eW8Y/DT30BXL0YXR0kkLrvGQOVKZ3E9ywC3sfSHBA7AvaL0BVhujBaLJNI/JhwGMmzRrGbsIkzcKgC63FuZFgAPQj2GqyCRZZlOZ2YArZw7ZyjcPINqCLNqRexIoCW0tjJM+cvIhsqtkK2YJIJEzZgeTA8rdY0BbDs0JFuleQcbSZgVzXaUynsta5ItblpQGPF7EtAYYSAWmSYlrLdvSFmduFbAmx+7a/PtNAP+m4s2cPKpJVmsV42Sd8Qpa4P35H5WFmt2CwDDdG40KEPNdFgVSSmggMpX7utxM4PutaxF6AjB0YiQgh5rqsCKbpddw0rIRZef2zg30IPKgLF6OxAEBpAC8MhAK9aGXfA9X7z3LeOlqAh/wBNINVlnVgFyupTMpV5HDC62J+1dSCCLHl20Btx2zRKiLnkRo2DpIpGdWClSeIFTdWYG4IsxoCjaWy2laEBiEVZUc5uMh0C6XBvy1NwaAzy9F4ixYPMotIqqpTKoleGRwt1v1oFOpNrt2WsBN+jkZDDPMM2+vYp/fTCdua9jXt7ib30sAfo1CwZWaRg4nVwStnjxEm8kjYAdW97HrAE660BGbozEylTJNYpikOqXy4qRZZPu88yi3u76AvTYarJvVlnVizswBWzhypKMMvVBUEEWbnrYkUB6UKFVALMxAtma1z7zlAF/ACgJ0AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgP//Z[/img][br][br]In un'immagine virtuale convergono i prolungamenti dei raggi di luce che giungono ai nostri occhi dopo essersi riflessi sullo specchio.[br][br][br][/center][/b][left][b][/b][/left][center][b][br][/b][/center][br][br][center][/center][center][/center][br][br][b][br][br][/b][br][br][br][b][u][br][br][/u][/b]

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