humour Les images qui tordent (ou pas)
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oryjen
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Drogué·e à l’AFéine
Membre depuis 19 ans
Fichtre!
En vrai les calculs ne servent à rien. A la grande époque où les confréries ésotériques payaient les peintres pour produire des images "à clé", celles-ci étaient fabriquées grâce à une clé, justement, qui était un miroir de forme spécifique placé à un endroit convenu.
Le tableau était livré avec la clé.
Exemples:
Le principe:
Domenico Piola:
Hans Holbein. Celle-ci est particulièrement intéressante, car elle combine deux référentiels; quand l'un des deux est décodé, donc lisible, l'autre partie de l'image devient illisible:
data:image/jpeg;base64,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
Mais aussi:
data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMWFhUXGRcXGBcYFx8YGhoaGhcdFx4YGBgaHSggGBolHRgYITEhJSkrLi4uFyAzODMtNygtLisBCgoKDg0OGhAQGy0lHyUtLS4tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAOAA4QMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAEAgMFBgcBAAj/xABAEAABAgMFBQYDBwMEAQUAAAABAhEAAyEEBRIxQVFhcYGRBhMiocHwMrHRBxQjQlLh8WJykjOCorIVJENTc+L/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMABAX/xAAtEQACAgEEAQIEBQUAAAAAAAAAAQIRAxIhMUFRBCITFGGRQoGh0eEycaLB8P/aAAwDAQACEQMRAD8Ap4W0PImQGhdOELSYxiYu695slWOWspO7XcRkRxi+3H2zlzQEWgBCv1j4Dx/T8uEZYlZEECYx+kFNoDVm7oswLMzHJq845MsjRlvZvtZOsxZJxy9Zasv9p/KeHQxqlxX5JtaXQWUPiQfiG/eN4h/iMXQBzZLQ2gRPTbA4gI3e0VU0xHFoFliEqk1g9NlIjqrOXeGtApkUqS0dSiJVdnJgdUmNswA4EKSIeEkx7u4NGFJEK7oQkJMKBjGBrSUpBUosEgknYAHJjD+1V8GdMWs/nLAfpSMvJubxpf2h3oJcpMlyDNz3ITU9T5Axlly2UWi1AqDy0FzvbIczXgI5s0t68F8apWWfstdvdSQpQZS2U2oGg6Z7yYXbJZtE5MkVSCCvY2iefyBg287UEIpU5Ab9BEr2RuooRjVVaqk7z6RxSfZ0onrusoQkAQbHEiOxlGgNnnjiS4pHiY4kNQQwBExenTnEdbiAwIDnyGzrEirOIi1l50tAIYVPGh8/WAzBSVfDtJU3A1y5CH8GF297o4BXhCZq/EBx3+/3jBOd5uPvlHo995P6Fef0j0Yxh6dY7LVCwHMNJTWLkR+HlAM+UMAQ+gOINmFSjEhYLYuWoLQopUKggsREYihgjERBAax2X7eJmNLtLJXkJgolX9w/Id+XCLsFAx89ylOHEXbsj2sXJAlzHXKyb8yP7do/p6bIKAzUQgR1UsQmyzkLQFoUFJUHBGsPRrNQDMRDRRug2ZLgcyyIpGQjQkIhEySIfSkwxbLZLlB5kxCBtUoJ+Zg6gUN91CVpCQSSwAJJ2AVJiDt3bqwoymmZ/wDWMX/Isnzindq/tGlzpK5EiWsYwylKIfDqAEvmKZ5PBeQKgVftpfJtM1amoThl7QigpvLdVRK9nbu7iSAWxHxK48eg5RWLplGbPxFsKGYPmdBv29Is1vtB8MpFVLpQ5b8qtHHN9F4hdzyTaZxP/toLDedTyy6xoNnk4QAIjOzd1iTKSltImomlbHbONHFQowhRhqBZwmEEtHAqrQk+9d0ajHgddsCyrCkBVAXLgHIc4LhKjlvp6wphtCGoBHlKFWGVPWOk190pCX3QQjfSPQ+wj0YxiGFi8emJHeBIIqAX0c6UeunGONUv74wPbLNiYuRWLxq9yLvoIlJKnYGlCzepygr7pPEsrSjC1ampS2Zyp05xG2axgKBUCsVxJBLqo7Uq/wBIIveYFd2qQlaZSQZIJcDUlLkl6VIjpxxhykc2Rz4sKsokgBc0rBYqKB4gRkClWldC8O2MIxHvJyBLY4V4g5OgKKH3nEPJlJogF1H4cRYPsAyD6coXZZwJwqUlGniCksTqcORBzdhSLuEe0QUpfhkTUuYnFhSVLLgDCh30cMTqYOSVIckClVMQSkOzqSKgcqOIg7TekyyzWVLDjRQdKhuKQCRvBhc6aykqlzHIGIOfHLJFZa1fnQXwuNoO10eLH0OsuT8i+9lu1RkLwpUFJNVS3od6divnrF8tvbaxykJWqYfECQAkk0oQdAQdDGC3LapeJUlbpSsgIWR4kOXBNcqh+DwbKnGcFoJT94llSQTkvC4rvDHLfvBjPFStF4ZbdNGk2n7XLMC0uRNVvLJD7KFRiNnfaXaZn+nKlS8WWJ1kcaj5RkC7ZMSShRwEEYg2RGod33GLJdNjkTEBSlqX/cs/INSOdui9B169srbMKkrtRSAckqCBwZDP5xHzUrmqxIQtZo6kpLFsy6mBeJmyGzoPgSl/6E4j5AwXNvFsktl8agjOgcGue6E1jaSDRdtpZ8KEsCGUp6HckZ84ibR2dWS5mgU0Dcs4u6LNPmJBGEAgEEOqh30gK1dnApu+nZkAAqwgk0ADa7ngfEDpRQ5S5kvElCVFNXNcJ55RePsyucKJtKks9Byhq1dklIVhQSy3KtdiTnuA6Rd+yFj7uQlBHwv8zAk7Mtiwy0tCyY4I4DBSAdUYYmLcGET1kV4R6WXEEB4VhvH4uI+R/eOTFbISjME8OnzgMZDzbN8cU8dlGnX5w1PVnTT1/iFCdQKvt90jyjUb39+9keRl0+UNWmYQAYxjv3RH6Y9DGMbf+X7R6AHcyQs1dmf7+8oHwcac+cEBFG2l/bRwoLKbOvyi6JMVZZmGVMmJJSpIcEM4xHC1dGSepiKt82YjChZOWIpyAUoB6baeULmWxIlrlHEMTVADeHIF9CSTnrrESLUolPeEqAASH0Ayrm1Y64ySSRyyi220Xa5bykCV+KZaSXCVLAzozlnAoepiMvS+lictFplInJ0KhhWx1TMSX51dhECES1fEsp/2uPnEpPtplSkS0JTMIB8a0glL1GFJdmGsUk73JqCRYrfOmTLPLXLk95LLYAcOJIAyKCSVDKoiq27FiK1pUhZehBArTXZDFmvacJiVFajhahNGEG2i39/aEgjwFYoTo9XPXlCuSaseMNLqhFhmAgd45D+FaWxJPP4k0HhPIjU2fMKJ4mUwzGxlBoXP+ojVKnZTZhQYs4iQFosIUqXPlhCwT+LIKsJ1ypXkRSBbfcQUnvLLNE0CpTksctegjk+dgpaMkXH6tbP81t9y69NKW8Gn9O/sF3vcffUmDBOlliUj4k/qSNUnNtDSD+w/ZlBmTErSkkBJBIfpFYu++VIU6yThyJzH6knUhQ6FjtjQblvEoUgoIwTCMJOXiOVMn3ZHnByxvjgMJNbPksM+40iUtKR+VQ8tN8RF1XKolQEspQ4YkYXSBhZjWjPl+fdS3y5z01h0RFJIdtsrd82ZUqwTkgkKTKmMoEuGSWOLN2aMHsE9RnyVqUSe9llyXPxg5x9HXzKCpMxBIGJKkgqLB1JIrGU3Z9masSSu0OzFpcpSg4rRaiB5QypGNUNnBrvV5mCLKhg0dsyS1QRuLP5Ew4BC0axZMMieMWHU1halQMQkKxa7YJrEW0wuxHw9fSALdapaUqmTFBCUuSolgBSKxYftDspniX4wlRYTCGTiJADjMDectWzjU2ay7TBV/fusNqU+lATzjveO5HXN90eSaQAoWg1y38PbxyaXSecJKqA6lh5bIRMNauXpCDj2MMGb6Q0ty4LYfdIWFVhJDjn67RGMRv3JGxPSPQX3f9Z/yj0YxlyZfsQRKlUMMygXeCwBh31qPprFiRBXldOPxIz2aQ3argIQFAV1ieRQ+vvKH0qI97oOoBn0+zlJycbIWZyludgcuNKDPmIuVrsCFioYxVbZZDLWRx5ghjFIzaA4pgsl1EJBTUgVIA6nKJu09mZ8uUqeAFYWJSDi8OZUGoQNd3CK2oNFo7MdrlWcCXMGOVp+pH9u0bjCZ8mSONuCtoMMcXJXsitEwZd9sUhQKVFJGRFG/bdFwvK6LLak97IIS+qKV/qTkDyil3jYFyVYVciMjEfT+shm2ap9pl8vpZ41q68os4kotSXoJlchmXzG47Ij7BeEyzKVKWCUPVJ0P6k7IjrrvEy1BQzB198otl6WdFqld4geNuYPqN++H0/Cdfhf6fwMn8xHj3r/ACX7lk7P9omDM4URiU7nJni8WSeFBx1jBrivjuFlEx8J8J2je2sat2YtyZkrwrCgnUGn7cDDSVHN2Wox1oFs0xxDyVwoRyG1x5a6PCJysoxhK1UgKfMzh+aYEkglQOjxjGPfaBfcybaDKOJMuUSAg0c6rI1J03cTFRUY0T7W7CkTETgkpURhUpjhW2VcsQDcRwjOUqrFIu0ZqjVuzfb6VLssqXaBNM1IwkpAUCBQEkqBchni3Xbf8i0IJkrCgCMQyUl9oNRGDoXqYdu2812eambLLKT0I1SdoMZwQLPoYKDVru+kLCPECAPr79Ig7BfCJ0mXOQaKSCBmQXqDwLjlEnZLViLZbeURaHTHknTPfHFJYlxRs9u6HU/FCJoU4O7L37pCDjGBG1PWOR3Bxj0YxmSfdIWkw0l/fv20OJVsHvnFyQsn5Q6hTn384HQrWsOBVXgGHlaxD9oZFApsqcollboTPk4pZG14xikKUBUpcbINt9mlTZYmWdDKSPxEh6hviAJLNV674bt9kKS0M3PbTInBYyGY2iLQlezJzTXuQ1dt5TJKnllnzGh4xaLJbpVqGBQGI5pPzSYi7ys0m0EzbMfxPzyWYkmhXLfMOaiICoOwjkQfQxz5vTRk7Wz8nV6X1koKuu0yTvy512ZYeqVVSra2YOwiE3beipSgobnDM4FGcbiesWK4LUq3yJljnEY0p7yVNOhSQGV1z1BOyKpeNimSVmXMSyhvcEbQRmIbDrcNOVfsyc5wWS8e3a8lqtlgkWtHeIOFR1G1vzDpEdZbLaJBxoSQR+aWWVzp4huIMQVlt65RdJ4jQxKJ7TrwgYRTUkxzyx5oOobr69HoxzemyxvKtMvK7L5cH2geIS58tRUaApSyicqodn3huEW6Z2ikpbGoofaD4f7sL4eJpGQWa/FqIxzQioHhQHbeo5dRxiy9optjKUqsk4FTeJKlEhVWNVVBrwYRVRy1wvvZyS+Xt7v7V/tmkptiFIJQoLGhSoEcXesDWm8JctAMyYhA2qUEjqTGWXWwGJCiArR6AxE9pZwCwlSEqIyW5yI0I90hI5XLJpSLz9EoYVllLn/uf4NskWlM4PLWladqSFDqIdlgJDRivZa90S5yVy1qlrDAofwzB+k0Y86jSNukqC0pWnJQBHAh4opJyaOWeGUYqWzT8MAv26JdqkrkzXwqaoZ0kVCgSCxEY9237IosPdmXMWsLocQFDXJuBpG2zVsPfGM2+2KsuznQqV1Cf3MOnuSM3GUNzY6nKETTFAFw7B3sUFUkmh8SeNHHyPWNOu2aHBjCbvtHdzEr2EE8NfKNpuWY6A2ULJGLQqOrMMy5tAd0KxMMtsc7KoS+7yjsdpHoATKSgsG6R0TDCU57vSCTQYmcAVDedWH8R0EQcLY5aZQ/rHrWEpzBO9KXHF9n11jnfyyFKCkhIpXhRiNtD15KEcSfk8OyycIhmUARiBBTtFfOH0F2ArmzV+UYwBetjCkvrFStdm/eL1OCm+E7ctIrd6yGOWcGzIgpIKVBaSygXgu12pE0jvAy/wBQAD7ArbsfOFTrGoIC1JUAonDTPaRtG/KsEz7jUqzItAQqpUCGegLJUMnSa1isdXglPTy2PpvOVZ7OpNnSUzl0KyXVh13CuTcYamWo2myTAsPOkYZgVqqX8KnG4V5CJG45lmsoKrSoqmFvw0h8Ib8xGZL5ZROSO1F2zCUFBlk0C1JAFcw4JwjjSNlzPHF7N/RE8WJSe33ZlyUFRYBzujqZagWKS/CLtednRLdKQlviSpLMQdaZxCyVVMccPUuW9HrP0iST1EeqwzAnGUEJ2+8oRJlElgHOg1PCJCbehBZIJb3o8IF8DVHQ/sIop5K4JvFhulL9BqTbVS9C2oMSK72krl4VJIO05ftDBvGWoMUlt4eA7RIlFylWGJtKbuSafk6IyliVY5qS8MPlS7OoAMkbFAserxpvZftADZgAtJwLMsqUCRkFAOKD4mrsEZVdHZOfaT+EkqT+tsKB/uOfJ42Lsx2dTYrMJYOIglUwmgViYK5AAckxoYadqTFz+ruGlwiv7EmLUmYPCcqEbP2ikfa0n/0cokZTvmhX0iD7dXROmLE6yd5Nkpx1S/g+F8Jd1ppoCA2cUiVaFKSUFaikVwlRYHbhdgd8XjF9nDKr24GwqG1qrHZh5QhIhxR5Mal2BvDvLOEnNDp6ZeTRlgMW/wCzm1NOXL0UMXMU+nSMY1+xrcHhlvgoZQHYaJg3GzRB8jp7Df3hO7qI7HMA2Jj0AJkoVBn5a1fm4gAKqKD3wg2VMGUWJhDgpJ+Fgxr4W2EA6Z84hLXdyyQUqdFHOiSkM+pDiJGeauNKEbsnEesswoSQQSFM51LPv+sTbHRy22WeBQJWlaCl2CW8IZXRqjUtwhpd2zM0uFBRYaUZl7KlJ6CLRKq4V+kZM1Q2tfYhuaiqQC2eQ5t0jGFXXYJgGKcSDhwhOIGhbUUfz00gW/paUDvX+EO2hLeHzaJaYtwATUZ74ge0E8BKEqDhSwkhnprQ56RSC3Jyewi+b2krTZ0z0rMwypcwnEQPGHwKFSz1o2fGISZek5UxSsRwlOEJB8IToANGg/tbeKjalScKMKEpQDgD1QC+JnHxZAsGiKaLzyNOkRx41KNvsD+7KUampiQsvZ9aw4UnnSGZcxjWJ67JsRs6CAtNy2iUDhSSnN0F/IV8ojxJUCy3Sc2UCD0MX4zDFMv20YrQrcyRyFfN4ySNbDblsi5iihCiGGIvlmBkOPlFjldk8Wc0ngn1JiP7BpeZMVoEpf8A5H0i92ZYBapDbG2jKBKKTAskqqyDs3YuSljMUtW5wn5B/OJ6zdnbIhIKZKNPi8R6qeH50yg2g+3gddowgh3p04QKNqZaLNkBsguIq77Q9YkxBYEImJjOvtekpFnlLwjEZuEqYO2BRYnNnGUaQoRBdr7hFssq5RLKAxIUSzLSCQTTI5HcTATGPn+TIKsgTuFY8uWRRmi2JliXLSgDIB21Op6xGWhAOcXePYnrINIib7JTCi1SztJHUQFPkAB4d7PoPfJUSaF2hGqGTs3q7y6ffGDHDV0iLumdilht3WC2p11jmk9yqWwTjO6PQPzjsCw0ZQkbT796wUnM7q/zA0tQf35/SCAoa+9kdBFA1vcEqOrVemeXGkFEAJcZk4WGofeOMJnkYS4dw1fTSlPdIWRQBsiACw509d8THsMSvEC1ABl9POGpy6gsWct75iHLOkOeH806R6eg05bdNX2xjDs7Poeu71iudoVKVNlol/6jHDXVxlvixT1h3YlwKn3u8oq1plKm21BD4UFClK0AxYi5NHyDb4tj/qRLI1pdj98yZS7UGW81KAmYGYFSUMSNhfTdEXNlsSIKRKSLZMShySVHESK4zjpsoYTeaGV5HlBycgxVpSAimJm705CIYGD5VvwFKWFWrrQmnOnSESso3SJxdGihJHeTCSWBJJPEkxcbytaRJUt9C3E0A4xUJUslSUJzUcMGK8iye2xdexgopQSyVFkj+lNOrkxbpTkgiu3q8Qt1WcIAQnJKQBElZ7ZRmqI0nZkqDlL/AG5iI+3z0swpm/WC5kwBBTTbzbLhEMZmr6nyanmBzEKjFruK0AgdIsCMoo1wWrxFL6xcJE94Eh4BZiF7XW7urMutV+Ac8/J+oiZChGc/aJeJVOEoFghIzrVVSw1phg4lqkbJsinWxdXMBTlw9OHEjafdIHkWdc2YiVLDrUcI2cTuAcnhHVJkI8gloJNImezdkqDDt83WmUoIBcJo+06nmYkLiSzcY5pSsslRoVxS/wANny/mJNYFP4iPuxQYcQ8GpUCuppHPLkouB9k7I9Dncjb5iPRqCY1LFc4KxGtenCGUpqz+/pDydYuyKPT1DCab6itNI7KLsC3/AFDc9a/KHJmRLVoXNH68P4hJLCtTxz91pCDkhZRSr79n79Y7MDDSm70hFkLN1AHWHZmR+kFABJsyjZ74pl5LUZkwJJBcGhbL2OkXFSHB3bsorF7yMKwsbni2N0Tmtj16GYVImqbEoCu8DM749MSrBUu8BWdRwKDv48Y/xL9adIlCykDg8HLJti4opKiNSYJmgFDkgc26QOsQ3NJoQPbxNFWet3iCUuCznEAxOVCNWyeCLhs7rx6ApSH20f5+cR09JJJUS4D8KxP2MASUEbid6nr5xSTvcnFVsW2zq/M2Q9IDtFuCCcSwh3FaDg+yC7uqg7qbM/4itdsqyX2LHSsRb3KpEnIvmWsiUJuIl2AbY512PBEqUpWWvvOKB2bW1plHeR1QR6xoNgtwANWILA7GpBujVY5dswIXOL/DUbMv2HWJa6L3Jm4TkQKA7BUdYp9oWQpbGrB9uvpCbuteGaFDRqcw8I3YyVGtonOGeM87d2U/eRMcgTEJO50+EvyCesWS77e9TsDjpET27mYpUpVGxEdQ4+UbDKpoOSNwspM3CMx6A9YtvYS7U9yq0MMUwqSnUpQCzbnUHO5optpU4pB3Yu+DZ5vdk/hzDUbF5BXOgPLZHTmtrYhj5JbtCl5h6wiwjCwHurwu/VeMtrHbN8LUY4S+zSOeyjLfc1odJoXFTsannEklTF4rVw2tQJDu4bPMCjdBE1LnlSsIG09IlLkePAZ98O2OwJiH6h1jsKMZvInZZ7xlrBJWCNnluzgELD5wsWwAMH9/OOkkGz1jCXGbB9OG2G5KKcHy5Pw84ZWt01pD1nTQ8PQGu2EYQ2yqDJpTTbkzsfSDFoEBSFApSX2Z7hBCy2jQUAZlpqffsaRH3tJcEjhTyiRCg9X38xA1tqKANT2YZMxT0IKfE1Enyz6sfIxIWDIDNJfCW6j3shqYsoVjAfak5HMVHOGrHPICUHQ4geVYq5Jx3JaWpbC7QhjzhtEEWxbwIkxIqOXiz0GaB/3I9RBF1TvAQRkQfP6vAs9Ywl82Yci/1hySGIU9CG+VfKGlLYEY7lgN4YXbLfviIvVS5qClIxORT+YRaFlhnWnR/qIas1rKaOcLjOgOXusRciiXQxdlyWjGFpR8BBUQcg/SDJ89Uta0YgWOYyLgQzPmYjma0IBpz2wOUYQzcD790jKV8mlGhZvBTvuaHbBbPFXbEdMHlCJSqw1CmlXdbwUg7hHu1M8Gzh9Fp+Sh6xB3BaAAxOTecFX5aT3QZQHiDClaZVhca96Hm/YyDs1m72aiW4GMgYswAc1cAKwBapCpa1S1hlJJB+oOw5g74MuMkWlCirVThW9JHhI16RIdrJBUETRRgQqjuMwTQ5OesdMp+6jnjHYfm27vpaV60B/uGf15wXd5dLCKldtsIVhfwqzoQMtAdeUT12WmuF84jKNFEywWAsW3xNyV5VY7Yqkm1auXeu2LDLmlKUEj46pO3R/MRKY8SQwx6F/fd46R6EGMzly6Vh+TK9v8oeskxACipD5YeI8/4htc1I1bc+UWsmOLljCXqw2+84Gk2gAgPmGOjZ5e9YcVbJeGqn5vAC7RLp4jTZSFYyJ5E38MbQc8n0fdBMyoxMW6RXUXwAGw4v7j6QuZfyyAlgwq3KMGiYOfLbHFTA1atFfN9zAaMOX7whd6TDmptwAjWxqiF2pAO+AFSCDlCTaVfqPWGZ5LOX59Ia2LSHZquHWGSoDUQJC1WZbPhLHItQ8DDCi5k9JDFzwH1haLYAkAJcDJzXoIRJsCz+WJGy3QTmkxOUkUhCT4QKi3KOfw7h6e8o7ZkOo5kFgzPT0G6Juz3KkZo83iUs13Skj4E+vziEsi6OiOBvllXQhjk7q0GlNnKPWmQtS1YUltrfJhteLvLlyvzAhtjD0gyXPkDwjEAcySn0S5hFOV2kVeLHVORnRumYqoSTtasBT7EpDkpIYtvfhnGmWuZITUTcYceFOJNdtQz74FtVskKNE4d5JUeeVc4rHJPtEZYcXTKTZFKRqRtbOCLbeGJOEmuZfgwiXtygp2NMswkbiQKnXjTfFZnklas1E+lAByYR1Yk3uzky0tkesMwCaFFIGGoO2rcs9sTl8X+lUvAACS9NQCCKnp0iIu26JqluZK8LGqpagnqWgsXKldTOSlOmGUSTycRpSje4iTor65ygaACJeRPKSleVf3bhBE+5LOgsuZPJ2d2E/9o4mypmKSES5rB9QVqNPyigo8ZzTCotBMm2pxjE+Emo2B4Ol3wtJSMeJCCoJG5RiJRdiifjAZ2BzArmWzYQ+i61jXMFno43bYm2hkmWr/AMzL/WnoI9FR/wDHq2+cehaQwAqZz4mOY/OHkWBZDlgaBi7mmdAw5kQ5Lu1Zz6Cp+nnDWgUwNZ3wgCJhF0hnOLp6w5Lu1G8+90DUhtDIKrwsJUcq8Issu7EJrhHE/vBUmSkZAeQhXP6DrH5ZWEXbMV+RXMNBUq5VnNh5/KJ9c0DIOY4hZJr+0Lc2PWNc7kdK7Pg5rPRvnBqOzyCGxUpByJav1ADiPR4ISlvzE8P4hKn5G141xEEl3FIQXKUncx9GPnD6bLKTVKEDkFfNzDmIaB+NYSsuN/CDo8sDzeEJUkbBy9iG67Gh1LjME8mjqZ4SXwnq7cmgqKQjySfYJgVs+Y+eccGLSHJt5IcghQIoyUmu6u0wIbxluwExWlKDmMNIOpAakEqlLIcjdA6pZ/kwWichnNRsd67GAENmYgjIDgCfPEIDyRXLBTPWa7JswEoQ4FCcQAHUiGpl2zElKmDpKVDxILMXcsT5w1PnKoEKKUn4g7KOjJwudYTLkIRVIWThxFypRAyq+TNrAWVBomJluWv4kyir+wfSBLUmcjN0j+kACm8CsCC2DNQLAioofIljCxeS8QABOoBOLPPQ1fXhC614NpYozpjZlXGumwu8NrvW0AgBahs8RSS+wD0gE2peIKoMyKa5aZk8/obOvKYT4UMKavro+X8w2ugaRIRMW+LDSpdBJOviOsInlJ8AwBsyEJQcv1Ni6wcrFMOZAYO4xVLUKXpka7BlA80IQfw2LM5AKhqCAoZgUJrqNkK8r6RtKFTLJKUlJWo0GEMKkjNziAOebHOAxIw1lsxDeIZ6ENmH4xyUCpzi8IcPQgZEuCQQcqtC7TbUSwEFRKjkEvnlwfzrCRlPjk3tEuf/AIpf+H/6j0M4RsX/AJn6R2H9xrQYEiHEoOn09Ia7wR0ztsXFTOER5R2EilXOvLSEmZthSZaiCQ7CuVNtTGMcI1+ph0oU2XlCVJUkOCmlTiy8oJFrQ2MkkUOEHDThuhJTpGBpeLYd9WhC5hzp84etS5cyYXJCAPhDsXqCwqDWOo7h2MxQS2jkhqUAqaDbRuqxyX0NSo5Lthw5nkkAQuXb6uS2RD129fKH7N3SysCoCVEABy2VXyUpiyWDbawFMlKTNwgYjR6hvicpApQJFXr4shB1MNIcXb1E0Ka7fQBzD1otM2W4DEsPEctvhDPk2YZ3gWzFEiSZZlrUuYoAkfEEivhAHiNWIDB9co9aUJUtSu7mBClUcAKbJzvoflC7moblW9ZBJWVjJmyenzhBVNNciNQcgRkW47Iem2VKSMNU0INcWhqAGcbtIGXayFYUy1qq4AFN7Fi2ohHvwNVBMqWaY66EnRqknPhl+xS5QLjE1MXws5/Tkan+3TOGpE7vEvhASKkEZZ05ORC0W4pV8D0qc8xlSmzlCDD4sskP4SSBRSluf8RqN2zdA65kpaRglsR+ZSlEF/6SkAGhz2QNaECYtZUtKcKRhKSQoMQXQAxfTPXhBS71SmWkLIMwOEzJigJpTWisP5dpJ1GZeNoJzySexyRJBNamrNmC4257G3wq32nCTmpJABzq1a4dCa6QJP7SKlgYZOKtFFYAZ9UkZUoS/WBBbJ00hzMSjPDLSKk6KISyh9Iywye7EbYTIOLCyWc0BFfr84eXLSA+Fy9Qk7QSDSjZQqZa6pLBCqORXD4ci1APkOMM/c5s1KVYhLBcha2Skp2tQsN4PxQFCT5HTbW45Kl4mwpII/pcncwUa0hdmsU4yyVSikBziUQ7ZksS51roBBNjQizSQlUxE4lTDCsJIxliQM2fM74nU37JMpKEgs8vEC5IwAuoPRROTuXGbRVY12NqpUiFm2IjAkhKS1FNmGd3SHLjdHLRc0pBJmTfgdwkEMQDSrPQRL2e/wCcUh1r8JSXJHeKSFKUpCikskHEnU/CBV4AtVuK5ZllGLEPxRhxs6+8KklUwAqxNmmjZw0YRXYrk2ck9nsawRPQzYggmoADsUpdg3SAL5uWbKZYATLNBhOJjqylVq3ChgydfSRMUrFMlughKlDxg+EORi8QZJS7wm8L4SuWAuYVJ7tCAkkpFFha1FtSpIY7IzVcASRWf/G/1eY+sehz7/Z/0K/yj0DTk8jWj//Z
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
En vrai les calculs ne servent à rien. A la grande époque où les confréries ésotériques payaient les peintres pour produire des images "à clé", celles-ci étaient fabriquées grâce à une clé, justement, qui était un miroir de forme spécifique placé à un endroit convenu.
Le tableau était livré avec la clé.
Exemples:
Le principe:
Domenico Piola:
Hans Holbein. Celle-ci est particulièrement intéressante, car elle combine deux référentiels; quand l'un des deux est décodé, donc lisible, l'autre partie de l'image devient illisible:
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
Mais aussi:
data:image/jpeg;base64,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L'artiste entrouvre une fenêtre sur le réel; le "réaliste pragmatique" s'éclaire donc avec une vessie.
M.Low
1712
AFicionado·a
Membre depuis 21 ans
La fleur parfaite est chose rare. On pourrait passer sa vie à en chercher une, et ce ne serait pas une vie gâchée.
Poussin du Ciel
5022
Je poste, donc je suis
Membre depuis 21 ans
rica2synthé
4291
Squatteur·euse d’AF
Membre depuis 11 ans
Je suis naze en ortho et grammaire, je fais au mieux !
ont ne se quitte jamais vraiment, nous sommes ailleurs momentanément, pas aux mêmes endroits , puis un jour nous nous retrouvons
Mick Paraida
1882
AFicionado·a
Membre depuis 14 ans
Anonyme
65640
Lola Tance
12232
Drogué·e à l’AFéine
Membre depuis 12 ans
Dr Pouet
52037
Membre d’honneur
Membre depuis 20 ans
Anonyme
30851
Citation de youtou :
ca fait toujours plaisir de revoir ici des images envoyées par tonton Robert ou tata Ghislaine en 2001 via america on line !
Ca vaut pas les powerpoints humouristiques !
noSkillz
7473
Je poste, donc je suis
Membre depuis 19 ans
Citation :
De : tonton robert <mickp@aol.com>
Objet : FW: Tr: Tr: Fw: TR: Re: TR: TR: Tr: TU VA RIRE!!!!!!
Pièce jointe : UNE BONNE BLAGUE.pps (17 Mo)
MAIS
Oper-8 Downtempo, ambient | beMYsound Musique à l'image | Fake Luxury Shoegaze, dreampop, synthwave | SeizePads Chillhop, trap, drill
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