Πέμπτη, Ιουλίου 17, 2025

ΤΕΤ Α ΤΕΤ ΜΕ ΕΝΔΥΜΑΣΙΑ ΛΕΥΚΗΣ ΠΕΡΙΣΤΕΡΑΣ

 data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMVFhUXGBoXFxgXGBgdGBcYGhgXHRoaFx8YHiggGB0lGxcdITEhJSkrLi4uGB8zODMtNygtLisBCgoKDg0OGxAQGi0lICUvLS8tLS0tLS0tLS0tLS0tLS0tLS0tKy0tLS0tLS4tLSstLS0tLS0tLS0tLS0tLS0tLf/AABEIAKgBLAMBIgACEQEDEQH/xAAcAAABBAMBAAAAAAAAAAAAAAAEAwUGBwABAgj/xABIEAACAQIDAwkEBQoEBwADAAABAgMAEQQSIQUxQQYHEyJRYXGBkTKhscFCUnKC0RQjM0NikqKy4fBTc8LSFRYkRGPD8TSDs//EABoBAAIDAQEAAAAAAAAAAAAAAAIDAAEEBQb/xAAyEQACAQMDAwIEBAYDAAAAAAAAAQIDESEEEjETQVEiMgVhgbEUcZGhBjNCwdHwI+Hx/9oADAMBAAIRAxEAPwBvxh3ULbSisZSIXSuTF5OqwCdaAlp1mTSmuYUdwbCuy0vIPL+ZfwrWJW7xj9qZvWZ/wpfYo/PJ3sPmflSK6tEe2In1lc/Orv6RX9ZmOFCZKNxQ3U/bI2Ceo2VXJBPWvlBuLCw9rj2edDCnKbwHOagsjFEtOGFHXX7Q+NPz51veBSAN6XJPjp2etA4ObDysCCUcHVbEHzB0PlamS0suzuDHULuh1hGnlUx5HfoF/wA2T4JUPU207vlUw5Ef/jj/ADZP9FDpf5n0ZNT7CTwb18/jR4oGAajw+dHCukc8ysrKyoWaNRjbu1suOgw5OjxSH72ZSvujcedSc1TfOXtBhtHOhs0IjC+IHSf666Hw3T9eq4/J/wCP7iK89sb/ADLA2lhelhki+ujL5lSAfWqb2Ri2ikjlXejBreeoPiNPOri2VjVljSVfZdQw7rjce8bvKqk2nhujxU0fASPb7JYlfcRXV+EP1TpS/T9mZtRwpIsDlpIGgikU3Um4Pc0bEVX7HrHxqSHF59m5Dvhe33WV8vxI+7UXdusa8t8QpdKvKD7HY0ct1NMIjNYTSKturotXMmboj1sxuofsn50Kg1P98BS+z/Yb7PyNCoTc+NKlwXHk5O81wzUjj8ckKmR72vYAbyewVxs7aeZDI+EmVPolsxv3nKFsPWjp0JzV0DOrGOB5G0QAt4wSoWzBiD1QANNRwpqm5U4kkhUQd9zf4UttPa8fRFkhTfqVJuAOLW3Dxpn2biklYgDKw1Kk39DbX041qaq0le+DOnSqO1guTbuMP0kHkfxoeTamLbfKBw0W3zo8wC1c9CLf330j8TPyO6EfA3PNiTb8+w8LVxNDKd8znzp26LdXTxi1LdefkvpR8DH+RNxkkP3m/GsGzhf6XqaeSlddHrVOrILpoZ22Un1aUj2atvZHpToV31tR3VSqNkcEJYo1yu6tYk61tTpTFyRg840prmp2n3U0zb6O4IdsLDM0gKqWym5sCfoSdnfahsHEQY1IIKwoCCLEE2Ot/GiNiPCJWM0buBG7DIVFgLXOpGvZSez1HSSEBgD1hm32Y3HE8DbfwqP2i17zeJXrL4/Ou8FtJ4uu7EqBoBe2YaHhw/vfXWMYK6m17WNu23CjcPh/ynDWuNMy7zcSKdNNyqRY+Zp2nnZMqrT3MmnJvb6mBCVFzrXONMEj5ggzHS4UXuajsGHkihURRgyWswJJF7akW3+FZsl8dIrh2WMqdOqAcubUjsOW5140x3eQ4pJWsEM2g/vhUz5Cn/px/mSf+uoQ/wBHwqacgT/0x/zZP/XWfSfzH+QOq9hMIN/kKMFCYf2vuj50WK6ZzjKysrKhZzVD8tizYzEMR+tYehyj3KKvgnfVO84eFyTlhumXN95bKw/lP3q7XwOSVdryjJql6Rx5r9oZopICdY2zL9h7nzswb94Ux8u4cmOLW0kRH89UP8g9aE5C43osbH9WQGI/e1X+NVHnUi5zML1IJh9FmjP3hmH8h9a6O3o/EflNf7+6E+6j+RH8NiLJKnB0B81dbe5mpsLdY+JrpHsR3gj1FIKdT4muF/ENPbqr+Yr7tHR+HO9L6i/Sbq2H1obNupaKvNT5OtEkOz/0Tn9n/TQce8+NE4M/mH8PlQatv8T86VLguPI87AwkDlpJwmWKzBn9lSb6m/hU1wuLw8yWjdHUiwtpp3X3+IqI8kMBHJ0zSkAFQi3YAEtcnQmxIsPWnfZeBggGbpGlbcCzscvCwBNh5VuoYpoXJXbIRyh2PNFijFGDKHF1TNYW3b+G/f8AjTUNkNBiEZrHONCt8o7VGZVJ0IN7cRa9WC00bSlm1upjueF9SRbXh7qhvOHjsjwPCDLFEpXOMxGa6k68RYAAnsNOb3enyIlTjFblyFsNKTUaCscnKK5toK45uOraise1q5FaYaVRDK74ikVBua7UG9QhtuNbNcuK1kvxqEG/FSG/st+6fwrtJxaupNpvfc3uNKJtN/qv6L+NakhVwOedcp1prklF6esRtFragjxUfjQDY0d3mlXYlweE/pLakxSgeJTT32o3CtldmbdZQO+wA+VNmL2kga1rG2tltfwpODaAbQEd2tdSjooTgt7OdPUSjN7RbbO0j0gCrpbed/gLVNcFhQcFhsTEB+jBkt/iLdXJ+8CO6q02opLAirF5nNoMyz4ZtykSoPtXDgd1wp8WNaFpKS9KVvmKeomnubNybdNrJ1XOgv20NgJcQjnM5VTqwuLOxsNLi+4cOygOUW0MIMcscd2jDWkZbFA9/ZH7PaRpvtuNofFtN5I0BYki1yT8O+s34V3auafxStexZsq+4f38amHN6f8ApnHZM4/hiNU9sjlE4kSN2zKSFud4vaxv3fCrf5ul/wCnk/z2/kjHxFZqenlRq2fgOrWVSndeSa4f2j4D50ZQcHtHwHzoythkMrKysqEEMS1lY1CeXGzumwjEDrRfnF8ADnH7pPmBUi5S7REIhudJJ0i/eVre8CtKvburZp5SouNVefsIqJSvEoeOQowdd6sHXxUgj3irb5QYYYnBSZNcyCSPvIs6+tredVlyiwHQTyRcFay/YOqePVI871YvIDF58FGL6xkxnuynq/wFa73xOV4068Oz++V9jNQXMGVnGb5T30gr7/OnjlDgOgxEkYHVD5k+y2qgeF8v3aZjgH+sPdXI/iBqdSnNcOJt+HXUZL5mkalo3+FBrgZPrL7vxpddnzfWXztf415icUdaMiT4X9A3l8V/GgIze/ifiaKhYiIjjp8VpvGAlJuHFjrbITv4b6S1cNM3OoYWsraghWNlJBBGYgEgdtuF6Pxe0XMXSuy5WsoyAgArYHLm1I3jy3Cgzs51GZpAAN5KafzVGdtYkySrH05dTZQAthfcAoHafDWtWmTaaFVpqJJ02trkXWwF9f7vT3j54o8BJLMAYxpl3dLIRdIlI4k6sR7KhjTXyK5LtOcxuIgeu3FiPoL39p4VH+czbglxX5PGAuHwl40VToZP1jHtObq8fZJ+ka1wp3dzPUq7Y2XIrsbbedFSU2cAdbg/efqn3dnZT3bqioNs+Lq3be3DsHAfPzpwXHvEOqwy/VY/A8PhSa/w+/qp/oSjrbYn+pKYre+uHNc7MhMyCWOVbHQgobhuIPW3j+tL/wDCpP8AET90/wC6uVKO12Z0FJNXRq4teuFbfXZ2XKP1ieh/GkzsuX66a/sn8dKqyLudtSd6UOy5/rpu7D+NYuy5R+sT91vxq7FXGeHBySyiOJC7ncqi5/oO86Cpzs/m4IQdPNZz9CPcu/exBv4AeZqTbM5IYfCT9LE8pYoUs7KVILKSdFBvdBxtrTypvXUhQS9xz6mob9pB35s1P/cMPIH5Cm3H814RGc4t8qKzH8ypsFBJ/XC+gqxZJbGmjlFtArhp9dehk/kamKlG/AvrT8nnzFKH893bfsPfTNiWym43jee3v8ac0Bv1tx48R2UPjIQQe0b+BPiPmK6cldYMt8nUOJLm28b/AANSzmtxapjiHvleGRSo3sbowUdpOUjzqEw4zKtlQZ24m/uFSXm6kK7Uw2YC+ZwRw1hk+ZqKXBGsMf8AGYBZNrNCyhbjKVX2Q3RFwFHYoYKPAnjUO2rgegxM0Q+hIwHcL3A8gbVJNq7QKbX6dgFy4lcwveyghGt92+tN3LuErtLFj/yk/vKrfOjlyDEjMjG57b2HpXofmrlL7Pjcm5ZnLHvDlT/LXnKRuufE1b/Mdt0KXwTmxb87Dc8QPziDvsM9h+2azTV8jU7Fzwe03lRlB4f2j4ii70oI3WVyDWE1Crld87cxIw0YNrtJJfsKBQD49c+lSLZONE0Eco+koJ7m3MPJgRUN5zZ74tE4LCD5tJJf+UUVze7QuskBOqnpE+y2jAdwax+/Xenp76CElys/Rv8A8Min/wArQ2c6uCs0U4HtXjY946ye7P6CluamT81OvY6t+8pB/kFSHllgOmwcy2uyjpF7bp1rDxAK/eqIc1uItNJH9ePMPFG/B/dRQn1dBKPeP+blWtVT8jnzmYHqRzrvB6Nj3E3Q+RzD7wqvfyk2/SfwD8KujlNgumwk0drkoSv2l6y/xKKoyReqK4uuqbqNNPtuX0w1/c36SPql9AmKdr/pE/do5Jm/xEt9kfjTMia0fEnbXGmdFIkESPkPWFyVF8ulr9l6GQgbpYz90/jTidFB/aHwNRyOPQUsuwDyoxzZgmZSAubq3AJNxxJ1AH8RqO4aUrJGw9rpEItvBDAi3pXe1J80r9gNh4Cl9hYLpZwL2Ecckx+6tlHm7KK7NGO2CicupK82yyeQvKCbDbMxckgzRw5+gJPWzkCysTvDSOLcbsd4ItVWHzE2uSx1LHf3sb7yT7zU05TbSy7KhgWw6fEyue9ICFN//wBpB+7UMw0oUFj/APez+++m29TF3wFYzFiMd/AU0Svm1bPfvAA8rkVtZGa7k2vx4nwJ3CsOY8NO0/iapu5ErD9yEx7x4johcpKD1SwtmUFgewaAjvuKsMzuP1Z8mFVRyeiJxeHVSAzSogN9AXYLw+1wq6RyIxZIHSx99jJfyDoL+tczU0m53SN1ColGzY1JiGGvRP8AvJ/urTY1v8KX+D/fT6eb/GX0mj8yR8Aa2nILG/4sXq3+2s/RqeB3Vh5GJcc3+HJ6J/ursY4n6D+g/GntuQuN/wAWL95v9lZ/yNjR+ti9W/2VXRn4J1YeSxSoYa+XcaEcWvffSuFl91LTRZh38K6ayc8aMQKhHL7aQiw8mbcVKDvLCw/HyNTjGG16pbnPx+ecRcIxcj9tu3wW3qaOnHdKwMnZEXiW+hvbuNj7qb9pRBRbOt9wBOtv2qKhl3A7jv1tu7+FYQj+wFUcNFux77qdPfW15QvuNOzYbnMdwp55GySHaMJivnzMVsATcRybgdDpQrYJgMoZbNe5JsbA8BUp5rdjxttKK92CpI51I1ylQQRqNX3ihUbJFtjTtVHd5WkPXZmLk+0zE9bdu1voK55R7R6fEmUizMkWa2tz0aC+vaLGnflDhsuJxCjhLLqTckZ2sSTqfGmHbev5O3B8Pl3W/RzTR+eig376ZJWBRHi9na/1j8TTvsrHtDLHPG2V4iHW+nWB3HuO49xNFctNoYfEMMRHZJjpKoFg/ZIOxtLHt0O+5LfsXD5tWHV939azU3fAyWD1Tyb2xFi4hPCysrWJsQcjZQSjW3ML2Ip5JqkOZbGiPGyQxteKaIsQCCBJGRY6buqzA+C1drHSglHa7EbubBrTmuQa5kbWqIVtzowZZIp7aEGJj3i7L8X9KiGwNqdBio5SbLfK/wBhtG9Pa+7Vocr9nflOGmjHtasn21N19bW8Cap2GLOBbW9eq+FzjV0zpS7Y+jMNdbZ7kXtVTbJQYTaaJuVZjGPsSXVL91mU+VWDySxnS4SO5uyfm27brYAnvK5T51AecOEpjSwuM6I4PYRddPDID51z9CnGtUoS7pofUzFSRbB3VQGNhyO6fUZl/dYj5VeWztprJh0nJCqyBiWIAUkagk6CzXHlVK7YcNPMym6tLIVPAgyEgjyNcHV3XpZv0vLA0XrU4QihIhrR+HHxHxrmSN6HuRuqPH5NQ3KTYn5Ns1MWZheRUCoVsS0gv1SWsbLdtw9k05R7Od4jISscKgl5pDljUWtvO/XSwub1XfLjlM2JlskrHDxqscKtcrljUJ0gUaKXILagmxAvpan6ejuleXBnr1dqtF5I4klz/fuqQ8k5QHnPExBB96RGPujqKxSdbxp85Nsekk7lB8wGA/mNdSnmSOfLgX5U47pPyaPcEw8Yt2NLeZz4npQD4UwzHgPCty4ku5YncAB5AD5e6uYbMwuCQNTYf3xoW7lhYQBRvGm8m3v3++hXIvvHj7R+dFmEjrALrxKkn0a1vSh5SeJ8tPeBVvgiDNizhcThyL6TRG536SKfKvWUTkyE8Bp615B2a/56Im/6RNALmwYaADee6vX2G+ke1j+HypL5CCS9aLUL0l768SPQkVoTGluqkFtDL1w5oc4qxtb38K4fGC+tV1oeS9jEpWynNw40VhsSCKSkW9N00TJqu74Vcm1kiVx3xuFWVSL2a2jdnZccR3VS/K7mz2jneWPJiQxuSrBJD4o9gPAMatWPHm1EDFkrvt223+AooVrcAyh5PLO28HNh2yTxSQt9WRSuYDfa+jC9tRcUlgEZtb6cW3D+vlXpTa+GjxcTYedS8b6WaxZTwZDYZWG+/wD8PnHFkozR3HUZk0FgcrFbgcBcX860Qq3yC4jtgIAfpE303DUf330fs3aZwUokhZQ+UqQ6ghgSDa+ltQPTfwMXTGEDQ0NiJmN71o6iSF7SRY1p8RJLOI3e7F5MqsVjDE2zZQbDvPZXO04DNDgIogXlZ8QgA4guhHgouxvuAuatHmx2tBhsD0hYXZelkPG4Hs+W7xv20TsR4VleYRqXdtXy2GdgrMoO5Q2psNCTSq1SysMo097/ACFdhcmFijGG6DDdAFBluCzTyZbFn6UNlF92p03AVAtow7Pgl/JB0sLBsolzCSMFgGXOuRWCEG2ZSSLbmqb8peWIw8L+yWFspIBGX6rftfRFuNU5trbxxc7YgpkLqoYXuOqO8Xt3G/bqaz0G92GaNQopIkPIfbS4DHHEyqCuSSNujsWe9rZbkC2ZQc2mgqW7R55JDpFBHGDuMjM5I8Fy299VE8x4nX1t499Jyyi2gux4nU/33Vqe3kyZLb2VzwyrKBiER4j7RQFXW/FQSQ1hwNvGrZwePjmRZYnDxsLhl3Ht8CNxB1FeT0FhroL+ZPeeJ7uFXRzDlzg8QTfKcQcvj0cea3uoKiVrhRJvsufpIYnBvnjRr/aUH51We19mfk+Jmj4E9In2H1sO4G6/dqdc3mJD4CG++NeiPdk0H8OU+dDcvNhvN0MkC55FbIRdR+bYE3JbSykfxnfXQ0lf8PqHF4WUxNSG+F0NHITG5JmhO6Rcw+0m/wBVJP3KznJw6O8HWGZVfMBvschW/ZuNM+2Nkz4KSCUyjpPaGQaIS0aWu3t3EjcBQ6vc5nu12u1zqwvrc1l+J66MK/UoPNufnx9jRpKG6Np8GouTONmRRFBK0YJKZiFUA63XpGAsSSbjfejYebfHMBfoU+3JqP3FarXjIAVl3G3mD/WkzOa5Thd3k22x/WawlYgMPNqsYMmIxiIgF2soAA73dgB5iuMYdnYaAS4VlxREiozkiQbibLYCPNoDoLjTtqQ7cxkUyyQTxBo7rnDAuOqQ65gjALqFazMCQRpY6s20Fw2K6OMLihFFokcMaJGo7vzZyjTt4VNkF2HQ6l7t4G7lxh8ZtGGOXCSJiMKAGEKWWRWAtcgm0hGugsRuC31NKbQFmI1DA2YEG4I4EHUEdlekeTv5Fgouiw8ZiBJZsxzuTYC7G54Aem6oxzkQYHEwvP0anFIFyvrdgCCQ6g2fq3AzA2rQqlvSIlRfuKx5IchMTjkfED83BGGJkYHrlQTljH0jcWJ3C/E6U37GDCOdrEMyBUGouTcaeF/dTnjOUM7qEaVyqiyrmORQNwVfZUDsApqbFM5yg3PYB8bU2C2u7ZmbuJQbLsQJGUDsU3Y9263xpY9Gn6Ma23mxJ92lJyYOY7wPUXoSeJx7SnxHztU47E5O2mDe2D4ga+YpCUjgKTz/AN9taAJoG7h2sK4dwrKxAYAglSSAbG9iVIIvuuCDXrDkptZMVg4Z03OgJF75WGjqTxIYEX42vXk1UNXbzDbSJw2JgJ/RyLIO4SKQQPvRk276EhZ8ROp0IJNrHv410Gprws/V3W8Abe+i45b/ANaxN5GoVkagp5daXkegpTrralSGIfK0BW62K6AgDnwAOo0NDHByA9o8ad7Vy2lLcFyEpMYMSSCO2+tec+U8mXGYgW/Wv7zc+816kMa5tQGv2qn+3fTNtHkxgWYu2FwxYm7HoIbk9pJTU1cHYFnmVe2uZKmPOdslMPjAIkVI3jVgFVVUEEhrBQANwO7jUPkFaFwCdwgAe3ludQGIva1r2308bK2pj4WIhMsgIsVMbSKdRbh3DUHhUs5iNsdFjJID7M8dwL/rIjcW8UZ/Sr7WYHgPSqk1xYtNrhnlHH7K2jiZDJJhcU7E30gmsO5Rl0pbDcjtot7OCxI+1GU/ntXqrpB2D0rk4m1CpW4I88nlnH8i8fDGZZoOjjW2YmSG4uQBYB8xJJAsBxodMOqDddjpYbz3DsHfV3c820iMEkfB5lv3hVdvcwU+VUnGyu+VmKgjUrbNbsBOgNaINKLkwGm3ZDfimJNt9tNNw/ZWvQXN60WD2bho3brlelcAG4aRi+U9hAIXX6tVhszAbOj16TGRv9Fs0ZCm2+wRCR3Bh40m7469sPjEkXg0jZS3Z1XuF/eal9ajLMmxjo1V7UWXyclGEWQXLmRy1tAiatbLpckgi5PYNNNXFuUrfUX1NVKNo7YTfEsg7QEYfwEGuDy5xUf6bCWtv0kT+a9bOtpqru3d/wC+DM6VeGLFhcop/wAqKlhlyhQLa7nVvflApqbAi1sx9KjMHONCfahcfZYN8ctOEHLnBNvZ0+0hP8l6J0NJU5t+rBVXUQ4+xPtjcouhgSExl8l+tmtcFywFrG1gbb+FO+ysTJOMyQtlv7RYWOutuJ8qrLE8qMKU/Nzrc6AnMMlxvIKk+VqBwvLCaOyrtOcgaBUS/kC4Nv3az6ilRj6acf3/AOxlKU5ZmwvZ3LlChGJaNJY3Is8ZNstszBSSrSNIWJJN/PWnna+LmDnO0xUKGLNIqxgkDRRGcx8rgcSKgm1dijEyPOPzfSMSA/Vznez3PVLNfMQLDXcKLHNzjMSoMLzOlhlEjxtYWGh/ODL3aelYZJXOgqklHKFsXysiXQyhj+xnYX8ba+tMuK5XkmyLcdr9ncB8b+VdY7m02nFq0HV1N8y8N+ik0w4bYWJkZljheQobMEGYqexgNQdNxHCrUYdxUqs2N07akC9rmwO+3C/lTjszELGm7UnWhpMNIpIMbgjQgqwtbeDcaa0gG0pyebiGh3faN9w8u3woRsXegb10W013/H+tRyZFEIspOorvoRvFBxNqaKjNRMhjR8eNTPmp22MNi+jf2MUoj32HSAkx38blfFx31FlhuK2q9YW0I1BG8EWsR2EVGropM9I4eN4xZZOkTgH0kUdmbc/nY95oxZT2HzqG8huVn5YjI4AmiC57CwYNezDs3EEfjUpzd9c+acXZmhZFJGoKQm+5vUUQfGkzH4elJYaH2ulpMGu1roCBSkcU1hrSwrmRbgjjUfBARiAL+n9KFmmvTbPsnH2N8ZGRwvApPhfS9CNgcYv/AHMflCo+BpOUGRPnh2dmgjmFs0T2PbkewP8AEFqpO6rt25s/EyROj4gFWUqR0a2sRY1S2KgaNyjizKbEf361opSurASQfyIxoh2hhZGIUCVVJOgAe6EnsFmr0eNrQj9cvkGP8oNeYcCY1niaYHos69Ja98oIuRbXQa+VehMNySw9gbFge13N/VqqpdPBI27j0+3YAP0hPgrfMCgZ+VOGXezjyQfF61/yphR+ojJ71B+NLDY0K+zEg8FFB6i8FUc6fKyPEmGOG5Eecm5U5mbKFtlJ3WN6r1ELNr51IOWOKE2NmcAKqsYk03KhKltOJa5HiKa44wuW3b8jW2EXZXEthW0IujWNlJBIvv8A2QfOl41mtcZG8QR71pLaEylFLfRAFiN4tbf5VN05u5xEjidVYrmKEZlF91mF76W1A9d9c6phu/lnQi0+PCInHiZF16N170e49DrR8PKd1FukYd0imjJ+TmOj3RrIO1SPgdfdTdiHkj0mgdPtKRel2vwHua7hv/Fo5dJIMPL3lUv5aA1o7JwEmrYZo+9Hf3Akimgrh33qAfQ/KulwcY9iSRfA6fOru13ZMPlIOTkng73jnYHgJlDAeITKfWu5OS0ugSaFl4gHIfJbWPrQWSUDqyq47GHzFZHiJk3x3+w341HOb7lbIeCR4aHFwIqFmeIaZJIw4A4Wy5j79OFqZ5cM7PfpEjJJstmFvC4Jt79K3Ft8pv6VO8j50dh+U9/1ikftDX+Kq3S7oJxi+4jidi4/2ulZ1IB9qTKfRQR59lASI+FYTLnR10BUspbW+QlSCVPZepFh9qx7+iUX+lH1WP3lINc7QEGIUI8soANx1sxB7y+tWqq7oF0cYAtlcpMCn6fZEBcalg28nfrZjf0rnbPKPZjqSuzHDcD08uXzBGQC/caz/lfS0WM0vezqGHvstAYrkxjLmxiluLELYeVguUetMU03yIdKa7ETnYEkiJAtzYEagX0F48ma3bauDkO+Mj7DkD+MMffTxjNkYpfawsl/2bP/ACXpkxedTZlMZ7CCD76feL4YlqS5RtYIwb53UdhVW94Zb+ldpGt9JUPjnHxWw9aBIrKvgon3J3knFiFHSbVwMBO5Awd/MFkAPcCam2z+Z3CEBjtGVz2xLGoPhfN8TVI4XDvK6xouZnIVR2k/Ad/CvSGx9krhcHHAtvzcViRoGaxLt3XYk+dRtksgnk7yCwODUiKSUs3tszrma17XsoAAvuFPJ2LF/iuPvp81pmixkgFw7juzkil02xON7X8QPlWZzg+UHZ9mOg2Ou4Sv55T8AK0djf8AkP7v9aZDj2zl2UMd3gO64NablVGujK4PdL/UfChvTfYK0h+hmBFwbiiVqlOcXESRGKaCR43AIzIxB0ddDbeOtuOlSzkPypnfBwyYgiR2DXPVU2DsF9kW9kDhUhqFsUpDJ0HutEsIVjcPH5Gm3Cbbhf6WU9jWHod3vpybh/fCnRkpK6YhxceTicdWm7EJTjiPZoJzUZEMuOj31TnORssxzCYezIAp+0t/iP5au3FrUS5W7KWeJo246g/VI3EVUXtdyPKKUkS4q/ua7aDS7Mw5bVkDRfdjcqv8IA8qofEwmIlJNGXQ/wBO0can3NRyuSMHByG2Zy8JO65AzIezUEi++5HZfTPKuAi5c/fSGJnCqzHcoJ9Bc02nai7xc9wufhUQ5xuUEkeDdMjr094gzKyixHWtff1L+opSyy2VR+Uo5zE7zc6Hjr2UnPjY8wsw0B7fwodmFiRwFXIOTsWy8AuMlw8bFEjzMqqZSz5Re7DTrN20+dZxWEBGNyATYXMkYAHWAPoNb+tW1yGgKbNgVtSA3HcvSvlAvuAWwtwqusROJZOk1GcNIAd4zsDb0NXJsTZLfkeHAK36GM2I3EqDa/ia5r3TujoNqNrge1CREco6x0BHC/Hcd3hQuzXAIjMk5IHWMkkrKx4kAXVRfcMo07KepcFILXRrdxBHvuaHhVFbrW87qb9uh1q4OUMWBmozzcb9pbIwMgJkSAtpmAOUk2Atewa283BFrbjrTXjebvBNEZYzJGejzgK4ZSct+IufG9THGiMRlryWLadZjcC19NeNQDlptOSNIzh5XS7lWANwVKnQg3HA8KKVT1WdgYxe26ZXkNpJUhUtndkRcwBXNIQq3I1Gp32qQ4rkRtGG98OWHbEwb0AN/dTJsKw2lAbXyyxt+4Mw+FXinKJfpAjw1oFOCxJjJb/6UUlO8sZtIjqex0N/eKRZo39pEJ9DV9ttiCQWYqR2OB8GqpueNFw8mHkw6RqkiurKI0yllKkHQaEhzu+rRqmpe1gda3uRGzs+LevSL9k3/GuUikHsT/vi9NUO3PrRj7jFfc2aik25Ed7Ov20uPVCfhUdOaCVSD7hy4jEDeqP9k2PvtSq7YdPaSRfUj8KIj2bM0ayrCzxsLh0BIIPHTd4GhDLlNjmU9hpbj5QxPwxww3Kv/wAunYdPhpTth+UlxY5WHZpb0FqjdlffkfxANIHZ6cEt9lj/APKppBXZKZ1wb/pMJFrvKrlPrHr76Bl5LbOfcJYj3PcfxZifWmPoCvsyuPtAH4VzLj5o7HMGvpcX8rg1ac+zBkod0SXYvJMYWcTwYgNYMuSQZAwYEWLDMbXsdF4VK5tuYnJkaPDR6WBMkslx22EafGq9g2jPa46O/YSyk+BGgrgbYkf6BBA1u2463ANtaNVJ9xbpQJrJtybXNiYx/k4e3vlkYe6gZNradafEv4vHH/8AyQEVDxtJm1UX4f3c0m80p+qPP8BV7SvSSWbHxHTos/8AnSzS/wA7WriLHoossMCjsEUYHwqOZHP0vQfia6TZ5/a91TavJL+ETPlnhXxUQSFWkdTuG/Uruv4Ci9kYTEx4eKP8nmJRAD1Da4Gu8W31cIw4AsoAHYBYe6k3w9CtN6drYL1GbpFO4gYob8OQP2ilc4PlFjMP7AAH1DqvpuHlarYn2crbxTHtHk2jbh6VaoKOUU6zlyMS85F4HaXDMGS18jAhrm30rFfU0yHnMdicmGsBxaTX0Caeta5YbKMELdjEe5h+NRvZmzy0ea29j7rf1o3wCkh7xPLzEt7McS+OY/6hQEvKTEv7TIPsqPnehzsxuw+lYmynO4GhTLsiM8sELusu+65WPeCSL+vupHkzgJnlV4VBaM9KATbMEOYgX3nS3nT3yo2c8ca5hbOT/DY/MV1yMxORrgMbW1GUBd29n0Hha5rTTysiJ4eCcbO5WKyCRT1bE31uLb7jtFqq/lTymmxspeVyUUt0S6WRCRppxIUXPdT7j8KI/wAqjUizI8sKg3vp149wGYL1rDgG7KgaEH/7UV0y27oethwJLIqPfI2hsRfduF+NWjt3bhn2JjcJK158N0a5rZTJGssbRyWPEqtj3gniKp1DlIYG1tRvvpxBqUYLaiSsGlJkLp0cqlinSj6uZQQCLAg2FrbqJu6BWGOECnqd0KetxXoiBcqqg+iAvoLfKqGwCqZ4x7KZol1N8qlxoTpew4916vuxrNRWWaa74Or1p4g28A+IrYrqnmcado7CSUWDulteqQRr3OD7rVEuVXIqd4vzUqvkOa0l1NgGvbQ62PcKsQUni7dG/wBlvgaW6UG72GKrJK1zzRslWOODIrNlu1lGtujIvuNt9SLGcoihsQ33gD77n4URzPR5tqysNyQyeuaFR8TVr8oNnYVo3knw6yhEZzZLyEKpJCW6xJtoBxpPRUkmOdba7FIy8qjwT0NNG2tpriFVZAbK2YC9tbEfA0jPtTCyDVDCSSeogZQDuAYvnIAHG+t916EefDC5Du/YMlidP2tBr41cdO07op101ZjVjujBKotj23OnrQJY8aKmkvwCjsHfxN9SdKQZa0rCMzyWJzZ8to8NGcNO2VQxaNj7IzalTbdrrc9tA85/Kbp8WvQy3jjjVQyNozN1mNxo2hUeRqDsTXctU3ktLuFrteQb8rfaUf6bVOOSuwXxmHM+fouuVUG7BgALsLnTrXG47qrfMeypfye5dy4WFITErxre1mKtqxY3OoJuewcKqUV4CjOXkks3JLHAdUpIO4i/o1qYtp7NxCC0sDKAb3KsB67vSpPsznQwpsJFlj7yoZf4CT7qmOyeVmEm0jxETE/RzAMfumx91L2IZ1X3Kt2fFcD4eZHypCI6N4j+UVLOcPB9DMMSpUJLYFdLq4W1wLeyQAfG/bQ3IPk/+VTBzl6CNlMl7HOQLhADvBtrfS16Vsdx/UW25GNn4QABcrMdd19bm9PuF5N4yT9HhGA7WU29W099XZh4I49I0RB2KoX4Cl707YZur4RUmE5vcc/ttHH4sP8ARmp0i5sGt1sVr3R3HrmHwqx65uavYgerId7VhWtVlMAOTHXBgFZWVCDLyk5LJi4xGzslje6gdluP96UNsjkVDBEsYZnAvq+W+pJ4ADjWVlVZF3Dhydi+qPdXX/A07K1WVLFEc5e8jfyjDEx5zJECyItuvewI1BN7bre/dVET4J42KsrqVOoZTcHwF7e6srKsgfs/bEkcsMqq2eKRHLbyVU6qF03rp599eisVycwWIs8uEgckXu8SFhftJF71usqEI1tzmm2fMD0Sfk7dsfs+atpUMxvMti1v0WJw8g4CRGX8RWVlQgFsbZjPixhTcMHVCUKggoGzFSwI0yk6jhV9XrKylUu42q8o1etFqyspoo5MtD4vEdR918rbzYbjvPDxrKyquWVHzGgLicWxN7RRLfvZmO48Tl/h8KuEzKeNZWUMXgKXJCtt82uz8Q7SFJo3Y3ZkkOp7bPmHuqPy8y2EO7FYgeIiPwUVqsogBKTmUwo/7uf92P8ACmjF8y7XPQ41COAkjIPmVY/CsrKhAJOZ7FamXE4VEGpYFzZRvJBVQPM1BNoYAKWyP0kYcqrgWzgH27XNgeFzcisrKJIpsQZerbhQ591ZWULCXJzatFa1WVVwiabIwrfkyPYlAouTuFzu14XPDdRMG05MEz4iDeNGBvka+5WsRffftFbrKzqbcmvmaXBbfoP+zueVdOnwzg9sbBgfJrW9TUo2Xzo7PlteYxseEqMtvFhdffWVlaLGQleD21FKAY5Y3B4o6sPcaMXEA1lZQbnewW1H/9k=

ΤΕΤ Α ΤΕΤ  ΜΕ ΕΝΔΥΜΑΣΙΑ ΛΕΥΚΗΣ ΠΕΡΙΣΤΕΡΑΣ

[Ενόψει της εξεταστικής για τη  διερεύνηση των σκανδάλων από την εποχή του Νώε

 

 Κλέφτες είναι οι δικοί μας, το δέχομαι αυτό, μα κλέψατε  παλιά  κι εσείς 

 Σκέψου λοιπόν: όψεις ενός νομίσματος είμαστε κι οι δυο, πρέπει να το παραδεχτείς.

Τσακάλια  σκέτα, Νίκο μου, που ξέρουμε να βάζουμε  φτερά περιστεράς λευκής 

Αν  μάθει ο Λαός όλες τις λαμογιές, χαθήκαμε ,υπάρχει ο  κίνδυνος αληθινής εξεταστικής. 

 

Πάψε να μου κουνάς το δάχτυλο στη Βουλή , του δρόμου είσαι κι εσύ με παρθενορραφή 

Στ΄αβγά σου κάτσε,  και άλειψέ τα με του Βελόπουλου τη  θαυματουργή    κηραλοιφή 

Αδέλφια δίδυμα  με κοινό σκοπό κλεψιάς οι  Γαλάζιοι μας  κι  οι Πρασινοφρουροί ,

Βαλίτσες με λεφτά βολτάριζαν στο κόμμα σας, βδέλλες στο Κράτος οι δικοί μας  κολλητοί.

 

Τα φέσια των κομμάτων μας ,  ηλίου φαεινότερο , τρανή είναι απόδειξη για το ποιόν μας

Η Ελλάδα της Μεταπολίτευσης  είναι χτισμένη από τα έργα των   κακοποιών μας.

Στις απατεωνιές, στα σκάνδαλα, στις μίζες , στη διαφθορά μοναδικό είχαμε  ταλέντο

Κοιτάζω εσέ και  βλέπω τον εαυτό μου, τα χρέη μας  στα χρέη σας φέραν το   Φαλιμέντο*.

 *Φαλιμέντο =η χρεοκοπία της Ελλάδας από το 2008 και πέρα

_____________


 Σημείωση: Η φωτογραφία είναι από μια παλιά συνάντηση των δύο πολιτικών. Ο ποιητικός όμως μονόλογος είναι φανταστικός. 

Ίσως κάποιος σκεφθεί ότι όσα θίγονται στους στίχους του ποιητικού σκαριφήματος βασίζονται στην πραγματικότητα, αλλά για μια τέτοια σκέψη  δεν ευθύνεται ο εκ του προχείρου ριμαδόρος.

-----------

ΕΠΙ ΤΗ ΕΥΚΑΙΡΙΑ , ΘΥΜΑΤΑΙ ΚΑΝΕΙΣ  ΤΙ ΕΛΕΓΕ ΑΥΤΟΣ Ο ΚΑΡΑΓΚΙΟΖΗΣ  ΓΙΑ ΤΑ ΓΑΛΑΖΟΠΡΑΣΙΝΑ ΣΚΑΝΔΑΛΑ ΠΡΙΝ ΑΠΟ ΧΡΟΝΙΑ;

 

Δεν υπάρχουν σχόλια:

ΟΙ ΝΕΕΣ ΤΑΙΝΙΕΣ ΠΟΥ ΕΡΧΟΝΤΑΙ ΣΤΟΥΣ ΕΛΛΗΝΙΚΟΥΣ ΚΙΝΗΜΑΤΟΓΡΑΦΟΥΣ ΑΠΟ ΤΑ ΧΡΙΣΤΟΥΓΕΝΝΑ ΤΟΥ 25 ΕΩΣ ΚΑΙ ΤΟ... ΝΟΕΜΒΡΙΟ ΤΟΥ 2026

  filmy.gr ΠΡΟΣΕΧΩΣ ΣΤΙΣ ΑΙΘΟΥΣΕΣ 25 ΔΕΚΕΜΒΡΙΟΥ 2025 Καποδίστριας Γιάννης Σμαραγδής 2025 Μπομπ Σφουγγαράκης: Η Αναζήτηση του Τετραγωνοπαντελ...