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O0pneT0AqFlkvrhmXPljq3atO1hSA/OgZewNCEaWlaHGs29WSRQMkbvmrRu5JABGY9qr0B9O1Z9ojLKZVfEfpnpV5rwEYk5I6H0qrgUmky+aPOAG0kbj0qG4kAnZgfvd6q7uT3brkmmtgND7QwBP8XeoJZA65HWnRTpPp0qDb50OHUj0qh5o+YDp2p3CxI0q4x7VLbRvfIFHSI/N7oaqxRGRwT0rcslNsodOcUbgjQtpLa2iSFAN2MGo2MJbfuKP055qOaazuj++HkzHpIvf61CR9nTk7gT/rB3qR2NO3ufsrBn+bcMgjtU8t7vAwfx9axzLuHA49KTftQjdSTEzQlvAAuewxWTqV3IiSOG+RSrfpzUN1cnZn2qhO7zRMyk7fLIIq+a6EQwXbzDyVB2AEhqZdwoLaZwuGYZY+4q/aRqtvC4XqgrO1S8SJZIFGXYE/7tQh2Kl1IxktQ5ywXOa1o8RXluHOGYKcVi48wWTv8A3Rn86v436pFcO5YlvlB/hFNh0O+1m326fCD/AB3kbCtV2+ce1Z2rSiZtLiXuwc/hV5uS3s1aQuTNK47dzSZptFWQOzRmm0UAOzRmm5ozQA7NJSUUALRSUUALS0lFAC0UlFADqUU0dKWgBaKSigBaKBRQMUdKKKKBFPNOzSUVQhc0tNophcdRSUuaQBRRRQMKKKKADNFFFABRSUuaBBRSZpM0gHUUzNOzTsO4tFJmjNAC02iigAooooAKKKKACiindqADtRRRSAT+KuK8Wf8AIYT2iB/Wu2/iH0rhfGTMmrxkAt+5AAH1qJ7FQ3OO1fKxsyjOAG/I1rMDeXDSEnY/Jx3rLktptSu1tVztDfOF7V3Gk+Go7O3QyvI+AANx6Vly3LI9L05pyqwYGB8o7D60XMD2srJMAHHYdCK2YtSigka0tYN0i5yfX61zmu6mZpPnbPlnaxHQE9qb0CxG98LdhszsbqKe19vUMO9YM05bbtbgEtxW14e08an5iyyMqQhThep/zipuNLoJPKpWNgQGH3qqyzb5I13D5uoFdle6DaW2kXBSFdwgPLctnBrgJcNBG6j95kl+fyqou4mmjVA8tfl+UH1pUGWGe1V7eXzyGydvTbV0rtYqOxpgTx/Kw960raYBWHT3rLjO4YqZZAvBOMcCmBanRXHIz3zVMTz2kuc74Dw8dT+axGByPWqsygEne2OvFAti2zrC0csbZhfp7UxpsYx3qpBMJI2hJ4YfKfftTI5CwAbsazkupT7k6RmZmUdM81KyrHZThCMhM4pPMWMY71mSyhY57gsTIcqo9BmiIiGS5uGgS3Q7VUYyPrUM6xxwtG6hnwMsfU003gjWPJyFHJqpK891M3lRttJByelCWoDxJgpGyldoxz3960tLZbueIb+QxqnBpc8xDM3ze2OKt2elSW9yJFn2+gYVTTA7PSP39yjl9wiUge1b4rJ0C3S2tPLEolkJ3OR61rng1pFWREtxKKKKokSiiimAUUUUDCikooEFFFFIBaKSloAKKKKYxR0paSikIdRSCigBaKSloAUUUCigCtRSUdqsQvzUVNNcJ5YzhcfnWZNdNncmVHvipc0tx2LuKXbWaL2bvsK/Q04X5P8AB+tJTTHys0MGlrNbVNoy0Tbf9mj+1o+8Uoz7VXMhWZo5FJxVP+0Yf4t6/VacNQgb+Ki6DUtcUnFV/t9t3lWj7bb/APPRPzo0DUs4oxUPnJ/eX86duoAfRRRTEFFFFIApMZoPAqGS4WL71K4JPoT5NFUDqkS/wtS/2irfcGR3pc0R2Zf5o5qmGnfonB+lIDcE87Aey76OZD5S7xTfNQd6p7pGyP3R9hk0ghc/e83/AIDxU84+UueaPQ/lUEl6U4EMrfhTI1QHAidsf3v/AK9PmuFjTJjz7bulHMPlQn2mdk3eQF+r1ExuZOQ4Ve+0ioW1NiNvkqM8KN2aBDLccS/KP9lsY/Cp5mFjMurzUorlvKsJLhFPDCVeT9M1zms6tdXMi23lT297Mu37qnI7jrxXXanOdOht0HCMx3E9+DXEz6hFJetLL8yqmQPWlqVex0fh7SItKthPJ8sjAEg9zS6zrskhMUC42jqax4NVkuiyRvmAoGUN97PcfSiWWGFlDEHPBP4mlcY60+0i1hu5FY+ZhCE7gnrT72H7QYbe2QnYWZvfkc1JpElzPpqQrEVVMgSOMBhnjFa1npEwuBOl0d3cYFKzDQ4lopX3Kkb5XuRwK3fDFwml291NIxU5Vd+zI385FdYmgQXczSzZkk6NubNaaaPCsRhEY2EY20ct1qC0Zx+o+NYpoWSC3ZsggO5x9eK5qLbt5HUV2Gp6B9i814oQ8e7O3HK//WrJtxDMZIJEXd8wB9aFaI3d7mJFMIbhkBxuNaEU4VlPY9frWXNC+5JAPnDcjNajWptNPkubpikSjICDLVdyEmXRkcing+vTFVkl3xJ8w2lQy4GOO1SBiRSAmR8KR2qKSQBT7Co3bC1TnmYKT6c0wEjl8qR+futuA/WrpkVJJPdjtFY7SH7RkdCtTtLiQ+4H8qlj6Fia5wpH8VZNxcOdsaDJY1JLLz164GPxqxDACw2oA4PLd6EhC2Vjlt83zOeR7VswWwJ6Db796W1siqKNvPtWpDZtnJosBWS0TOGGB7VagSMPsQlvUGrQsd4+bn0FOOmPGokQKCD0PeiyQN3HLpaS8xhEYckjNK9zcWRMf2mNsdmHNaFvfXMEI/0HC+qv1/CnylLqLdNZMV/3smjXoBnQa1uOJEJ91q6dRtAm6RxGP9vilSw0+RfliZT75qtdaRAy8byvcAZFUpNCsmaEMsc0KSROrxsMqynIIp2M1jwSJZp5ER2qp5XZitGKV36xsPer5kJosYpQKi37Tzke5p4fjg01ZktMeFFJtoDnFG7mmINpo2n0p6yADpTxMPTFAyDBFJkirPmo3BwfSlVI2NAWKoPFGattApfhsUz7Mc9RSCxBRT5YzG2KZimMWlFJRSELRSUooAWikzRQBWbpxVCeW/E+y3RBHtyXYjJPoBV/pRubtVNXBGP5NySWl+7+dMETjpxW3kUfLWbpX2Hzsy0Y/dz/AN9U/nun/fNWzbIw6VE1mnbiodN9CuZMEeJ/lOz8ql/s21mxltgPUr/hVZrF/vK/50ipcxcEIaFdPUd0aM/hmKJN8Vy5B77dy1ROhXbPiCVHx2Xr+VKNRniP/LRfar1vrsq9cZ9cU1JBYyW0ydThlUkdSODUUtpKG+ZM10BvFuHLZ57k1G00efWncRzjQHv+q0LG8f8ADW3JsYYV9pqozyRrnMTj15X/ABouPUz1iZvUfjUgtZGAIJx/EzVJHOrEs3zA8BV7UvmOq/N0/u7TQBEICrgrOygDHerCyuBiFdx/vMv/ANelVYym7OfUbDR5MZ+Zt4X/AHDRcBp1C5VgsiLyKhfyrkiR2RW/2c1ZCR9kc/8AbOpEs7aQZdZR/wAAIoAySP35JcbfX1p7SIFVYgynP3jitT7NbBwBFK3/AAGpRDD/AM+8v6f40rIDFeaac7N2NvfOakhlnjUOCowcZC1qyRgDP2Zwv1X/ABqiL2xniBDqMkjntg4osgLsL3J6yAf8BpJxdEZ+1YH/AFzqpFfWSHb5yD860Ipoph8hyPxoAig3v/y+F/ZcVZaAyJ702aa3tE3SMq+x6ms+TX4xxH8o/vNSsPUtx6baxkyTBS2c81I1yFXEC5A79qyG1izPzOzO3rtzTU1uEkKG6tj7tMRk+MhN9jTEzebMSgAOAoPf615gl1LFOQrsCPlfPeu81y6bVr6a1RlBxvEjHhFB6DHcmuT1ax1GCfbeQsjDBGe+az9pHm5bmvs5cvNbQdHqE1ugaFOgx0zx3+ldXomoaJd7DJmO4HAFwcgn2PT+tcKUuoCzqNpPGOtNgnkjkLOm7HB9aafUm1tz2URsx/2e30p4QoQRXmVj4vv9N8uKOPMSnBSQ5BHt6V22l+M9LvpVguGFtcEDKSfdJ9AfWrWpLXY6i0uhGQr9fUVsxXIMYIO4VhNGCoYHIYZBpodkOVODSsB0/DrtI+U1wvi/webxZLrS2EN4ckq33XP+Nb0OqPDxMNw7EdqvRXKXJymG/nSGfO93Y3q3rwGCWGaI4fe5LE+v/wCqtWyudZtSolCXNu/ymOQ8fn617Hqvh601cMWjHnL0cdc+lcTdaV9jvDb3ZK7Puk9CP8aAKlnPb3VksMUP2S5RiVic8NnqAehz2HrUiSkDkEEdiMYqT+y08wRKcxkb2JPTuBVaS7Evnq7f6Rb/AOsP/PROgb8Dx+VCYNXCeUYJJrLkuMnaKkup8ocd6zd7HntmqJLmeVx0A/pUkrgPx1IXH5VXMgVAT6VYsow7rcTHGSAgNKw+hctbDBV3GZDn8K37CzAw3XNV7OMFx/St6CLAHvSsIWOLmrkabaciYUH2pXcIMsygZphYTLBiduQOlOQyPL5kmVAHCjv70+JlPOc+9TFgadg6DkO4D+dTgVCAAoNQPeCNiArcU7CLrLjnNOEwVNvFYdzdSSMCgYfWq0tzNjAdj9FpAdE1zGCS3HvVaXUFQnYm/wD4FXOiB5F3u65PPLc1G0TA525x1IOam4zfbU0xhrIt6/NVd9Zt4TgWW0n1NZaTwqfnnk46ALt/WntKkjDa5J/6aHIpXA0Dra7crDj2zmnQ60jsEeNhnvmokWBYwzxwMO5Q81ctPsEwzHCc9+vFUpSFZE6TRvyG6+tTZyODUM89pDFjcCR61g3F0zSHyJWXJ7Zq+fuLlOkx6n9KT8f0rmo4rmVgTdSflVtNPZz88sjn6Glzhym3xjrzTklkX7r4/CstNJuHIEYdfQuR/U06XS5Y+ZbxV9lAp8wcpqm6Yt+8bLD2pftcZbLEZ+lYosrfgtIzkd2NObyEHBHHpS5w5UbZuLdmyWHNJJLagcPg+grn2uEDYTPI6gcVJZslyokikWTa2Dg8D60cz6Dsupq5Vvu/dPSimxR+VGEBJwScnryc/wBafVokKKKKYiClooqhBRRRQAlFLRQIKKKKYxDGKieBWqfNLmpsgTZUeD5dg4UdhVKe2kL5Xdj2rWo21LgilJmGiTOMtIqBf71Tbn8oiOZHLdDu4/OtjYKZsQcDilyIfMZkUhtST5nmSnrnGPwq7Dd+cmCduP8AaqwEDU8KFo5Q5iMShVzvBz2qN5ZG/jXHpmriqppsgHNLlC5RJgtmD7owOpIqc6jalcebHz/tVw/ibXmffbxH92Dh8dT7VweoapM7OkWIY5OCq9ce5qbpMrc9zW9thx9oj/MUx7q2fpcR/wDfQrwGBGLbcksTx1P5V2uiaDqE8O66/cR5yC+MkfSi6CxreJ/E0sjPp2mkDjbJODxn0WptM0mWOyt4WG0IgB+veo4l0nTrgQ2sXm3LfNvOTj8en5VPO9xKv7wnZn7o6UtQLsa6dZEl5PNkXnavJps+vTyZSACJfbr+dURExXCrgelN+zSb/u9KNQuN+ZyWc5YnOT3p2Nwp5SRe1A3A/d470ARiJetZGv3gtLVYUfEkpOCP4R3rcZWccVyOtxeZreyQZ2wjaPxqZu0bmlKPNJJGh4chX7fpcgXy1eUSSE/xBeQPpXr9/aWOvvbJcxpIIxwGUn9a880ax3eRNIuPLU7R7dq7nQXCzs79BXzOKqt1LxZ9JCglTu9ye7+HfhgW7SSWewhOdrv/AI14J4kns7bV5oNJL+SpIIdOh9M19QxyLcQMGbqpwfrXz14m8Ca//bl9JBYvNC8rMrqwORkmu7BVlzPnkeVWhLlslqcW7u4yWyOlPhTLBAFGeSamMG1dzAh1GGX0PcUIVx056/SvXucNtTW0/wARX+iL+5l3pnlJDuUj2Hau00Xxpaapbq13EbU79m48oT7GvLbiQsfXPFdBoel5itXk4XO4DueDUTqckbs1p0vazsj1byhIFMZyGGRTktXjOS23HNZOiSGG4eN1Ai3ALjGeeR/KuovNDvpLETW5DqRkqcbvzrGnj6UpcstH+BpXwNSklJaoxZNYmRzGE3Rqcbjxk+1ORBdqN/JOctjr/wDXqoMxs8U6lXHGGoW6a2YmI8Z5U112TV0ceqZm3tnPpRllQboSc5xyn1rjJp2jv4rljwWMZ+jf/XxXp8Wp29wVhnXYxGME8Gud8R+D2kX7XYqDh1LRD0znI/woFqcTNMZWDE8EdKZuJHH41GwYSFSCpBwQRgingEKxwDjt61QieFES1kvLg4gjGcep7AVHaXMl0TduCjPwqjjaK29J0ufXB5s8ax2VqhKqR8u4Dr9ayLfLyszHJJJ6YoGblm7FRlm/OtEuwK4lfceAN1Zdq20e1XUPBkP3sYFMRrRXdwiAec5wMVWu557sjftYLwM9aWFWEeC3J60518vp96gCvHNJA2F6j7xyauRapcIm4nPoDVRiHbZ+Jp5Ax/KgDQj1m64UBct2BrThhuJoxM8hRiOm0Vj2N3ZacslzdFjtUt04WtS78R6bYRQy3EuxZgGQEHJpgXEinCjEw3dxsqtci8ztUxtnrnis8+KdGuY5pIb1Ds+8SjYH6VXXxRojYP8AacAz6nrSCxeaG8f5DHHsxzg5qG2015ZCXGQD0B6Vagk+2qstvcgwt/GOhq/LceTGCCrBOpY4FKwFU6XHjkMfXNVnsfLcbIZH9MHgVYN6OslzCM9vMFH29TwHT8GFFkFiER3SsSIovxHSnM+onCq0aqR0XFXIrl5E+UDZ0JJ6/SoZrvAG5lx2z1pNDKaWUmN0yIW9zWhAGRRnZgelUXud3IJ5pouGVDsQZ9TTsI1xNhiOvPQdKuDUnVNqogHfiq0NqGjRmySRk4qwIY1H3R+NUloS3ZkL3TykgsfoKj2u3ATFXAFA4GBTgRinyoLlMWjFcsQCaDYI2N5zVzvRzT5UK7K62cSnIQZAzkjNPgtYbeNkhjWJCdxCjHJ5qTmjBNGwndjqSjpRQAlFLRTGQ0UUUyQooopoB1FFFABQKKKADFJS0UhiClpKXtQIdRRRSKClpKWgQqnmsvXb5bWykdm7YrSB5rnPEUMU6ATzBIl5IHU1MnZFLc4G833XyRAklugGaZb+ErmQ+ffSJaW46vKRuP4V0B1mO2XZptmkYHHmOMk1jXwnvpPMuZnkPYHoKyZZbt9R0XQ96abbSXE4GPtDDqfb2rNkv9T1O+UTzNszuWNeFFP+ynYFUYq1bWx+0KpBJAqbjsWdNTbcyOxJCrj8e9axdcU3TtGumYFSFQnJ3Vtf8I/kf64/981ok7EN2ZjEAnNPB961v7BP/PY0n9hMOkv6U+VhdGVSgFec1Q16/OhXKpLGzxsPvr2NZa+MIG+X7PJnODk8CpYzoVVjOD2PNVrjTGuNXWcLlWUAn6VFp2ux3VwUSJ9qnlu1dWZovs2cYwK4MZXjGLinqergMNJz52tCsMJEqLxgAVf0+72DbwAOtYklzuJx61Ztdx+ZuleJOGmp7qknojsU1NAi8jgD/PSmPrMYByeP8+1cXqF6wOxGA29crmuZv71ZpTHLcSugPMSAAH2FOlh5S1bMKkoQ6B43tdPN7cahYSjzCxa6jHTJOcj39a4twsmGH1rsbTQ7/XY2t1McFsF+ZxzhSeQPf1rn7rQLmz1qWwKu6q+0MF+8PevoaEZRprmPn8Q4zqvlM4WxmACjJ9vrXfaXbmGzj3DDBeay7bTFhlwq4weK347S4Nup2HyyetcmJm56I9DCUlT1e7LltKwu0lIzCpwy+vpXTx66BICx2rnCk/xfpXO7kgt0j64Az9aY9wko2qVUKc4bkGvKnBTdz1dEtTtZ7iHVEWO4AIAwDjkfpWbe6GsMLSW0+4ddrA5xXIz6vJAxdPLKj5VAcqufpWJq+sXZtWS4v8l1wY4CQWJzxn0+grqwqxFNpRloefiqVCSu0dayRyJ8vPOCD6ipbW9ltG2kl4x27iub8K6ffXdx50b+RaRL5a7fuNjggDuPU+tddc6a6gYJY+9e9C8o3aPBnyxly3MzWtCsddj+0W58u6YZ3r3PoaydJ8FSOyy308flg/6uLv8AU1rSRTQuSjFHB/OpbXUGhdjOxjccEdmoWj1J6FrXnTTfCt4sahFWLYij/a4rza2RMcetdt42nabw9EtuhkWSVc7RnAArireGZAD5UuM9Nhq2yUrGjHG20bSPxq2kbEgDGarxCQY+R/8Avk1dj3Dkq35UiieNGVMHG7tTD5wGDHuOeoNSqxNO3UCIFzuyI3Hr05qyp9VamqeanjIJxTGUr2NJ41gJKiVwpz2HU/oK4LV5HvbyW6MpmBcqhxjCjpiux8StzZ26yFfNZiwHUiuTTfqt4ttCoit4iSwX+dQ30GkbHhu1eWyktRGrPImGQjgk+tdlongfTNMCyyRi4nHO6TkA+w6VU8MWKQaiZVGFCdD29K7IgnkdKqMerJkxktwttE8jHCIMsfQV5H4j8XTatqOUcpZxuNqDq4Heus+IeptbaStlGfnuPvf7orzGG3d+T931ok9bBFWJp7ubUZWySkJOdvc/WpILKR2URuy89u1WLWxJIVep5HvW3aQBGC7R5g54/WoHcvaSXji8uZF3gY3DvWrGxIKCqcEJWQFvlBFXGuVgQiP72ME07jLSukK5lbB9PWm2nmX18kaDEect9KistLutTcSE7Iv757/SuosrGGxhMUSncerHqapK+5Ldi5gL8o6DgUUAYGKKsgUUUlFMBaKSigBaKSlFABRRmkoAWikooAioooqhC0UlFAC0maKKBC5pc0lFMY6im5ozUjuFO7U2igB1FFFADqjcsF+Vcn0qSmk0gIY0duXOPYVk6zpP2ldycHvW2DSEg0nG+47tM4CTTmi48omo/sxX/lkR+FehEBuqfrTDEp/h/Wo9nfqUpnDwaRd3EqnZsX+81dNYaLbWiZZQznqxrTVQtKcGnGCQnJsOgwO1FFJVki5pDRRQBQ1bT49Ws2hlGRjAryTU9Gl0e9MTrmJz8jV7TjniqOr6LDq8ASRfmXoaia0NKduZX2PP/D0ARMnsc100t2DHsBqpqWlto6AL90jANUYWO3e56V4Nem3O8j6WhNKC5TZ0+3W5udjcCtq50qa3gzEN3HTgf1rlRqi2g3IfmHNdXomuNqNiWzjacGtcPhlWdpoxxOKlQV4nFXtpq01xsWyY8nkkY/nVzT/B80jK95KIxkkpGOT7E5rtmYntSYr1KeGpwPGq4yrU3IYIkhgjhjXakahVA9AMVDLodjdzNLKnztjnJq5irEG0da2aVjCLd7menh2zSZZNuWHPU9fzrbQQmDYwyO/WmKxU9OO1Dv8ALwKy5Fsjo529WzmNW0K5jeSa1+ZHJYLnHB/GuTuUvLfcJYZFx7V6YXI71G7bh8y5/GsXgqb20N1mFRKz1PJLp5rhvLhimMmMYUZ5zWxpPg6e5nD3QMEAZSFBzI3Hc54HtXe7UzhV5+tKAB1Na08NGJz1cVKfkJBEkEMcMa7URQqr6ADAqWmfSlFdJy3GywJKvzLn3qg2mxhyWjEi9gT0rRBOcUpFJpME2jDEVxZySTRsWUt/qlHStS3vBcfKAwYdQe1SOiyKQfTFJDEsCgDsMVKi0ym00TDoKWkznn1ozVkXHZ4pM00mmHrj1pDRFd3UVlby3M7hYkUlifSvG/Eniq6125ZELRWYPyRp1b3NbHjrxGb+7Ol27n7PA2JCP42/+tXEhSSoxyTgCs5MtLqTPdmREKlknTjcD94HvjtXZaFp6RQRxRrvdwCT/fbt+Fc7p9osM37wBrgHAXstel+GNPYIL2YYbGEU9vepSuxtm9p1mLKySLO5urn1NWxR1GR3o7VqZ7nn/j23ae+jxj7oAJPasWxsoW+UsDgYzXpOraTFqlsUfAcDhiOlcTL4S1W1LCFVdOxUjNRJO5asxhS3hjTHLKaZFMpug8a4ZQfmpU0PXpGCm1YKOhJX/Gt7TPDN0ObtwgPULyamzY7pGbaxXN7e+XGCwUZY9q6vT9BihAeciRuoH8Iq/a2kFnCIYkCY6nufrVjkC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The Hellenic Air Force retired its McDonnell Douglas RF-4 Phantom IIs on 5 May, but not before the service opened its doors to photographers and reporters to visit the type’s home base at Larissa for a final look at recce Phantoms in Greek colours.
Lt Col Dimitris Papadimitriou, with over 2,000 flight hours on the Phantom, is evidently proud of the squadron he commands, and keen to explain its history: “348 Tactical Reconnaissance Squadron is one of the oldest and most historic squadrons in the Hellenic Air Force. It was set up initially as 348 Tactical Reconnaissance Fligh under the 112 Combat Wing in 1953.”
Back then, it was operating with F-84G aircraft which had been altered to perform tactical recce missions. Two years later 348 Flight became a Squadron, called 348 Mira Taktikis Anagnoriseos (MTA, Tactical Reconnaissance Squadron) ‘Mátia’ (‘Eyes’), and was provided with RT-33 and later RF-84F aircraft.
Lt Col Papadimitriou also explains why there are two visually distinct sets of RF-4E Phantoms operating in the squadron. “In 1979 The RF-4E aircraft entered the inventory of the 348 Tactical Reconnaissance Squadron. They were new aircraft supplied by the USAF, and served with the same [brown and green] camouflage pattern they were delivered in. In the summer of 1993, the Hellenic Air Force received 27 more RF-4E aircraft from the German Air Force, which had a much more dark green camouflage pattern, and these were not repainted.”
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)
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)
An ex-German RF-4E in the darker camouflage takes to the sky
Analog aircraft in a digital world
The RF-4E Phantom II is designed for tactical reconnaissance. One of the squadron’s instructor pilots, Captain Nik Sofologis, call sign So’ph’os (meaning ‘wise man,’ with special emphasis on the ‘ph’ for Phantom!) talks about the cameras: “The RF-4 is an old aircraft which uses analog cameras that record frames on black and white film. When you see the aircraft, you’ll notice three glass panes near the nose, two on each side and one on the bottom. Those are the three camera stations.” Combinations of photographic equipment can be equipped, depending on the mission. Two of the camera types are built by CAI, the KS-87B classic camera, and the KS- 127A Long Range Oblique Photography (LOROP) camera. For panoramic views, KA-56E cameras are used for low altitude, and KA-91B for high altitude. For specific day or night missions, near-infrared AAD-5 cameras can be used.
The 66-inch (1676-mm) LOROP camera in particular impresses Captain Sofologis. “It’s a big camera, it takes all the stations. It was used to take strategic pictures from a great altitude… I can remember 35,000ft (10,668m). We can get great pictures with good ground resolution. We are able to zoom in very far, and find in the frame what we need.”
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)
An RF-4E is marshalled out of its shelter at Larissa
The digital successor
After retirement of the RF-4, reconnaissance tasks will be performed by F-16s equipped with recce pods. Captain Sofologis tries to make a comparison between the RF-4, and the Goodrich DB-110 digital reconnaissance pod under the F-16: “It is fully autonomous with the ability to take long range photos. Images are recorded on a solid-state hard drive. It is great because it can take pictures in the infrared spectrum using electro-optical sensor technology during night or day operations to see extra details on targets that we need.”
But still, explains So’ph’os, the RF-4 has an advantage over the F-16: “In the F-16 you must plan the exact route on the ground and you have to follow that specific route. When I get to a specific waypoint on my route, the camera opens automatically and shoots photos from these areas, like a box with overlaps.” This means the F-16 does not have flexibility with the cameras the way the RF-4 does.
In the RF-4, the co-pilot is primary user of the camera, and he can operate the camera to take the pictures at the point he wants. “The backseater is the main operator of the cameras. The pilot in front has two means of detecting where he’s taking pictures. In front there is a viewfinder, and on the sides you had circles. If the target you wanted was inside the circle, that is the frame. In the Phantom, we can take a photo of anything we want.”
With the F-16 and the DB-110 recce pod there is a possibility to send low-resolution images via data link to a ground station. For full resolution pictures, however, the aircraft must land and download the files, as these are too large to transfer wirelessly.
The RF-4 has been in service for a very long time, and it is getting harder to operate in a modern environment. Captain Sofologis states: “Generally speaking, it is a great aircraft, but the big disadvantage is that it lacks electronics. Nowadays, we are trying very hard to follow new tactics with the 2nd generation Phantom, while a large part of the Air Force uses 4th generation aircraft. If you want to use the RF-4 to the limits, you must try very hard.”
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACeAUgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0FulR5qQ1F3rUQZptFFMB1G6mZpN1ICbNGajBpc0WAXNG6mZooAWiiigAooooYDaKKKQxKKWigBp6Uw08000CEpCaXtTSaYCAg59qj+2QLP5XnIJD/Du5qnrV+NO0ma4DYcEKv+8a4KZbiWa2hgjSSWaTkMvU9c1MnYD1ENxS5qtbeYLSETHMojXf9cc1LmqAmB4pKizS5oAc1MJpxPy1Czc0CFLVGz80xmpm6gCUHIzS80wNxS5oEO5pymoweaeDQFiXfxTS9RlqYWpgThqXNQq3FPzQBIDxRUW+igDTY0w05qaaRQUHrSmomNMBKKTNLSAcKdUWaWgB1ApKTNAElJmmZpKAF3Uuaj3Um6hgSbqN1MzSbqQEm6jdUe6jdQA7dSZptIaAFz3ph5OaQ9DVLVLoWelT3BJGwcYOOaBHM+K74XepJZofltxtPu5qvpF0U1yxhCbiqfKT75rMihmupvtJIbzGLNmur0VI2u7aZUUM0b5I9M1F7spI6VmyM0zNDHPNM71oSSg8CnBqizxTGagCZnqu5yaM8U09aYhmaM0Y5opDFBo3U2igB4NLmo6M0wH7u1IWpuM81IsZNADQ+KcZKa64NMXJNOwD91FPWP5RRRoI12qNqcajpDH7qQ0zOKXNAWEooopALmm5ozSUDHE0lJTc0CHmmUZphNADwy+nNIc9zxTOcgHqeBjqa0rfRXh/0i/k2RY4jB5P1pNjRnmRQemPxo3EsNvNXZ9WsIUZYLdFI/iGTXD634l1CK/hkhCPaqfmCxjcT/te1F7BY63OOtJkVTe9QRRybDkj50U7tvrUH9qQbI5QSYnYrvPHI9aV0FmafNJis6PVI/Mb50aPomPXvmr6Sh+m4ex607oGmPxk4/GuJ8a6l5k8emx8+Xy3+8en6V1GqXp0/TLq8SNpZIVJSIDlj2H515m0z3V8bu5V1aU78MOhPOKmTSQJXNqwVYrLZ0/hra8Nt+/aA8eUjY9xkVgJJshkIP8AH+ldH4ZdJbiba2SIxn8TWNN+8dFRaG43SmE1M44qs5610nMG7BoLetc3f65Il40duF2RNsbcOSR6Vm3d7c6nfCDayjywwUHjPrn6965p4qEXZas2jQk9WdoT7UYx1rkJtS1ZIoLVXUbhgyZUlRViy1eawhIv98ibtscgwST6EihYqLeqaB0WtmdOGJ6dKDWdpmsw6izqisrL1DVojhsmt4zjJXRk4tOzHqowM0pUCm7+aQvTEIQM0YFNL800vTAnVgBin+ZxVPeaeGNAEjncxoUYpvFOBpgO8zbx6UUnBNFAjWNMPSntTCaVxiEUuKM0lABRRmjNMBlFFJSYDDTd1K1QsaAHbj3NAY5wDVW6vrawCtdTxQq3QyPtqPT9UsdRv44LW5SVWGdy8g464pOSWjKUW1sXzJLbqGjKrMRuBP8ACPWsLVLmVOsshc5Y5NW7i/BmlmP3QcD6Cueu7nfM95Ljyo+T7ntRcQkmpzqBbTECTG7cfT/Gs9ZLrUiFtkITcQXbgc+9Ri2uNR/0twVgEplb1YY6CtFb07UijhEcIXhc84qXLoOxLpk01rK1rKoO1fvHu3tV+fUUCtEUBVh82fesS51mGCby5Fl3ADccVTfxDpkVyDPHM8K8ytjbx9B1qeZBY1EgtAjRkYCtlSOMqe1NWOGK6kG9li6qBU+h+KPCl9dMhyGA3bTGQSB9a1bqbwzeRD7PLbqm3IKSnAFK2o0UrYKT/wAfLgjhCORj0q2sUfml3lRoWAGxl6H1psGlaXOv+j3QJ6/K5OaBoqMT5V0dpOMHrmq0CzEvrSFYnH2VHJ7hsA/WodJvrLS4ZLvyHj8zaJELE+WAOuadLp97ADtlWRMYwRXNarKkenXEM0nlEso5OF681LVndDu7WO/t9Vg1Jplt1k2JhtxjYKc+hIwfrXHX1295e3O5m/1rKsROAFB4/Gn2Ulza+Hhbpt2SSli+4EbAB09qgt4RJ/pJ/dzxtiMHox/umubEVOZ8iNqULe8xJIEsmW9lJl80YkiY/cb+8fb2qa6SV1jmuZPLii5jB7qf9kf54pYpGRTNOg+0yMSit0f1aohlpGL7pCxO0fxMT1WuZu2n9fM1WokkNoXhdzIwEuVOAA2RTHEU15AYZnjZSXwV4A+opWQLtM88cbKwGzqRjp09qaYZGjmeEpMq4XCDkfUH3o5ZLW39fmO67irdy6fqEcg2yM6lmkH3ce5Heul0rUxqSSN5ZRo2CkE5z7iuVjkW0XZKfO87mSNeS59vQCrWkX/9m3P2ZiNsvzK3UEeme1a0avK79DOcG/U7IsMVCx5oycUw16RyByakXgc1H2ppJpiLO5QOKbv5qqWNAbtQDLHnYNOUtJ0qFF3MP1rRgjWMCmIg8twBkUVo70br+FFFwsWWNRNTmaos1JQ+kzTN1NJoESbqbuqHdRuoGTbqN1Q76N9AEkh5FZuq6fBqlobeZ5FVjnMbFTV7d60sNr9sLLnaoHzN6UAjw3+ytT8W+KJbLTIJLjym8lWY/LGg6EntXuvhLwtYeCtLjSSf7RflfmYKcL7elUTqFp4dsmtdHjSCJmy5Ucse+c1lS+IZHf8Ae/d7sKhQdi29dDoLu4ty7mOJBuJzxWDcyxbyvlpu6gbetMkvkIyH681mXdysg6/MvI+tJkhc3bM8Yb5MnCg96xtXMgkOwFH4DAenrVu7vlktRkYYHO70rEvbhnJG7d5hHJqHuO+hm2e6TTJt7bmjnZM0t+o3/wC8op9mcx6gvpcA/mtJfEbY/wDcAqb6iOajlayvIrmPh4Zd31APNd/YWVvDHOllaxlnbcMDlwef0rz27BEkvqHOPzr0PwtcstvazLywtQyj1KritnugN1WNvBBcoqB3Qcgd/wD9e2mandXIjl3xuvy5BXvzx+tVdUneIbEXCidwBnou/P8ASrmoz+baFGGCY+ue/WspOzNYq6aJLDxIJYUMikBjtbdwc1R8XWsGo6etxEdyA4kGM4yayre+VysbwlSwLZHtWrby+XLF5bbcuODVt6Gau2ZlrphsbSL7PJJbybdsiqeMkcAg8dKv/wClxwW0EwjuYsLIDCdkgz6qeCfoan1SZZM3CMMykOyhc89KdC0v26xcwoqtFHn69K4pSkpNSOpJWVhLm6trkyTJJ9xMGFlO4AdODyDUUkvkW0e1yXljy5z8yr2AJplxbRyTSiREzGWCkdQc9qinEyEB5fODRgjzOoH+8P61m7O7joylfRMpgyySFYIASeThwxpYGnWf53CyRHgsw+U/SrNnNbpaTW4kMMsjhg7LyQO3/wCqop5EuNRaREJ2qFJ3bS2O+DSceWNxp3di5Km+L7QjDdKcTHplv8+nFVI4WknhV3Tybd95wNo57fSruUGmSczLvlGATnoOazDbtdGREl2225Q7eYck9cUNu9/IEuh39vKJ7eOVRgOMgVJVezeNrKFogRGUG0VLmvVi9Fc4ZJXFI5pOAKTNFWSNPJpAKfQPTGaAHRfKc1Y85ccVVcGJQzjCnuaz4dYsbp2EFzGxU7Tg07gkzYMuDRVZfmUEEHPcUU7Em+M5x1rMW6ujq4tfsf8Ao5TP2gygAH+darKSdo4NRFQW2h8N9Khl3HPayj/VOkufQ4/nVaRHX/WIV/GlRTCd0TeWauw61LCoWWFZgP7h2n/CkrjduhmZ3c/xU0uD14apfEuu2Vtp+dNs5bm8f7sYUjHu2a5uw122srQy6wbwTSHJzGdoPoMDpS5x2N/J9aTeO4rPi8ZaE8bPBYzyqhwzZOM1E3xK0KElRpbgjruajnQWNdCS6FugNZNzq7LYCJFyzOx/Ws6/+Icct/GGszFEYsxq7jr64AzXM6kRqxk+xXjogO7ylGMUe0QkmX7vU0Une4NZE+sDnZWTLZTxscybiOvemohwAUyx6AU/aIOVm/p+pytZSc8BuOlZ2o6ndQhcEBmcIOPWrEUK29oEIKux3HINVb1llhHOGTnpz+FYc92FrIvrFPcZIJbauGIHArQWyjgizNYxXIKhgwuAOfpWRpdxeNpsY+0NsOSF7dajl8xmAZAfcipkk9GNO2pBauJL3Utq7VZUYLnOACeKS8H7lPpS6eMa1eRngG3X+dSXsRC7VGQuSMUPcDlr1c3Eg9SDXW+HpprfSrV4JAlwke6Mt6hs/wAq5+XTb2edWigJzjAPp61vxWNzZ+V9piMcMKBUXdgsce1aOS0BI1ts91DGibpZmLO2wdzyfwrXk0rUpxhbRs4IHIrm7e4v7EsIbZpFcAnax61ZOs6oDg2Mntyah2e5cbxL0fhLW/s4H2U785++OlW7TwzrUU6vJbAKAcfOtc+3ie9jlMTxmKRT0ZyOtTv4l1OzQt5KODgYMoOP1pu1girM15vDesfZpQY1Dq+6P94varP2C6eO3R8QSRfeDsCMDkEY96wm8Vakq4aNEHQHdnNVU8S3UoctcxouTksgODUSjzI0i1E6640mSS5kka4izJ8xBHGTS/2M0ts1u9zDhfmQjqD6fSuNm164uYfOj1ODKHaI1h5cVVbxDMVeWK9LPGvOYlpKlHdidSWyOluPDt66naIGP/XQAGls/Dl+iAOyLgc5lU4/WuctNa1K6LqL1I5VI2oYRhgffFWbnUNXilRYrlGVlyXMa8H0xikqUE7B7SbV7G7e6dqIi2xWqtsXbGFkX8+tVbDw/eS3lsbuF9mSZdzqBn86xLe+1i5ljDSqhZ8E7RxXRW+haqZWFxqJ8vPURqSar2Mb3QvaStY6yG1ld1ighLADAKsMD8adcxx2PN7cRwe7HP8AKsWbSr24jWJtVk8tRhUEYUD8qii8MwBt1w5l9CxJ/rXReXRGNl1NQ6noaDP9qJIf7sUbHNQnX7MPi2025uPdn2A0sel2kQ+SIce9XI4gijaoH0otJ7h7qKJvtVuPmtbK3tB2Dt5hH509hrMq4m1ExL38mNU/lV4rnrwaAuB979KfJ3FzdjOGkxSP5k8slw56tK2c1aisbeNdqRIB7LVkdaeACatRSE5MYkYVQqjAHSipwvFFXoSS6XqTz26tdr5c56oetXflb50PNcwboLElwmWtj8siH+H6VL9s+zSK3m/uX+43pXnRxbv7yOp0V0ZvOnNQOuBUsMwlXimyV2JqSujBpp2ZAcjvUM9pFfxtDcQiSM9VIzV3NnaKJLxvmP3YxnJ9zVO718svlogSP0FN9gRnahNBYaRLEkaYWNhHEqd8cDFeL3L3SyE3AnLZ53cV61e3CSK3P3q4fUbRDdB1BwWw6+tSx3MWDXJUZJm8154h+7LHvVrdqgm/ti4mJvJ1Dxqew9T2x7VZnNjaHMWmRlgersTVn7Xb3M91DNHulRN7Bmwg44Hvis35FInthZX1y11bSrFdy/6+JnwM46rWlp6y2Ny7OIdpXgr1qLTPBVpew29xPIkfnLkIkXQ+vOa238KWukWl1e+fNL5cWURugNS6bsUpK5Bqt1BPBHBexYB5Qs2Dn2rGlttF8tw7TthSWUHditu78KiDwYniA3MbSufuOuBge+c1lWWljUNEllO0R+SZGMff0FZQ1di5LqZMWraHHEY4LW6YRjoXxU9jqVjfapbW/wBkaOOWQIzvITtB9queH/CseqQTTTb4YmGAwGdxrW/4QGBHWSO+k3Ag8p/9etlTuZORZ1Pwvpel2kt/dScoOqrjJ7DrWR4f0+fXLh/MbZbhs7igO0dl+vY13ksUFzD5dxGkwx/GM0W6RWkPlQxLHHnO1elX7NC52ZH/AAijRptS8kCjgKp2gD864TUtC1Tw9rJvXD3tk+VR3ckxE/j0r1kzY61FdTBoGBAORjB6U+RC52cPY6XMsST6hfmWOVQ6KrfdyM/e71rwaDYzjKXE+cZxu65rJ1q9eOQwLgJGAAirge/1rT8Ozs0LMxyM4UYxxTdNWBVHc4PxNp1uniWWBiSkWxeeScKG610FrounXoeWSOF40RcAfMQ3Ug/TrWxLpf23xPdi5jLWTxK5XGAzdMZHPam39nDpsLw2KCFSclEGPxrOUW9i4ySd2c3qtr5IKwQsMA7NwwP1rloba5jDG6X5/wCHpXajTbO7lE9wJXlLbmLSHOa1LXQdHYlpLZpGbu0jH+tQ5xiiuWUmcDsxgAUrWqXGIwh8xuB5f3jXfXGlaZEfksouPXJq3ox020unuHghRoUDLgYxShJSdkEo2Ry+mfDbUJ7ZpLy5WORsFOMso9Tz1rdm8LXcWd94ZXZAu/ywDgV0iaylw5lU5JOae14rnp79a35Ve5nd2PN9Q0HULKWOY3bSIpypIA5966XQ9Xlux9nuUCzqOCBwwrZ1KSGa12Y6Vz9nGkepqVP3OTQ7IWrOlA46UuKj80UecoGaoRIF5qQAAVSl1CKCPeecdfaoF1qEsMsMHpTQjSwC5p+wYrOuNRihh84uq55+tRaXrkN/KYxjPYimBrLwfrTTcRRSiMuAT2pt1MscLMrdATXmGoa/Jcz5VgNjnae/WqRDa3PVJpYrSB5pW2Iu0bvqcCiuBTxA+qWAtWd1kiAb5QDvGe/pRQK5raVdB4mic4Eke3n1HFLanzYprSQ5KfMv+yRUieEyX6TIu7/nuv8AhTIfC9zE0jxrMrk/eM68/pXkuO53JytqhTe3NvoUtxasBNF1zzxUNj41mQ7b+Dev95OtSr4duYY2CwSNv4YLcABqdF4a3p+8tsDsPMFa05SgZ1ISk9DntU1jU/trSuyy2zD926cce/vVQ667D5gRXXp4enVsfZ12D5cecORUUnhfcMvaQE+zVr7V9gVNvc5L+2STySR2x3NRtcTS/MLeT6sdo/Ou5i8M7EXbAikf3SopZNFuCoIt1Zh2dhR7S/QPZs4uLTbu9O8m3WNQTy+79K5c6gYLm6VYFfe5Byx+b8K9UvNMngsZ3WwCFU+UJICc15QbYxtIsy7JA2GHoauDuRJNLU9C8Ha201hbrOq7oTsz0wO1dPqOqx3lrJaFQd47GuE8GWst1eX8Udv5yhUx82NtdPPoN8rbordlP97zQaU6jWiQJMZHCWtzEq5x91S3y/lVyxvU0x8TIgBGBt6Csu/v49MMGn3KMbmQ5HzflzWeurR3MqxBSNvyhwOMk9KmzjqkXKTaO5sr+G5B2eXGB2Y4ps8lxndC0BQHk+YKwDo+qkkG0DDr99f8aQaVqRUI9gu3OcCRR/WqVWXYjlN7/TNodnt1V/uneKUMynmWM49GFYi6PducPZuqDp++FTf8I6+APsx56/vv/r03WfYFBmq5JaFjJEAT03VPcnMWBImR2BrGPh18L+6CkDA/eVCNEuUBCxEZ5OHHNHtX2H7NlDxJAJZYXO3k4LDqMVp6XstLAEncWAJ9h2qSPSLh4wHjyVGBlxxTZNJuyoXy8Y4++KTqu1rD9lqD6oqlsuV29B61kXOpuwK/eDDHNag0WXBDx59TuqQaGmzBjUn1JqHUfYpU2c9FMxCtjitD7YPL4BBxwa0YtKaEkLGGx64oksJcn/RUJ9d1ZS1LV0Zi6qI0KyIzNiuW1zXFh1K3EkBKGMsSp+Yc8V3IsZQCDbJkjnmvPfGMBi1+NWTZmBeB+NbU7X2InzG3Yayk8Ye2LMGOBkHqPWtA6nd54VMerNj9AKwvCcTSLb2sUIZgWlZmbAHtXZCxu+T9jiOf0om2nZEpX1MwiWcB7i92KTkpEoH6nJ/KmPPaQQH7MeB15yTWqNMugSzQRnd2yOKRdIuY0KQ2ylj3Zhis/evdmmttDKtL5p8s0jDA71Ddai4XMUjfQd62odO1dJAGhg2DqPlq1JY3ZxiyhH4jiqcpXJUXY44alK6bJIpmXHPFX7dbaWIOQy+xrdbT9Q3YEURX03ipUsbocNbRH/toKmXMwUbHKapcyzxCCIEKvHHWqdjHPaMHUESA8ZrvVsJiDiCJWP8AtimLpM5Y+akf+yQ4zVKpNK1ifZXe5zaX9xlnkbLEYIxWZLpNpcF7jLqxznDd/pXfDTGZNmIQB0DKCfzxUq6bCsXlOIcH7x8sUe0qA6N+p5zb6JaxIZHmuGyOi4G3/GivQbnS4jtVXgXHQGFaKftZi9iX/tTn5icf8BpRextwZU/LNSf2dcdxIfxqI6Z825oSze5pmwxtWiQczH8Iif6Uw6tB/wA9ZP8Avyf8Kn+wyf8APE08ac5+9bZ/KgCg2twjq8n/AH6/+tUDeIoB/wAtH4/6Z1qHTQelmB9SKjbSQ3W1B/CgRlHxPZDrNJ/37NR/8JdYDrPJ/wB+zWz/AGTKOiD/AL5pf7Gnb+H+VAGL/wAJfp275TJ/36b/AArzjX7O4u9dubmxtZpoJm8xSEIxntzXsX9iy4zt/Wom0hm/5Zj/AL7pxdhNX3OE8HXqaLBPJeR3EdxKQCghZuB7iulXxdbl/wDl5H/bu3+Fao0djxtX/vqlbw8WGSifnQ97glZWPLfFN9HPrj3Tb1RmVl3qVPTilsJo5IXTzQuJAzepXHb1r0q48J2tyqmaxhlK9Nyg/wBajTwnaxOrJYwIw6EIP8arm0sTy63MhfFywwxqLG/JVAp/degph8at/Dpt+f8AgAro/wCwT/zzX8hSjRNv/LMfkKkrU5r/AITW47aTqDfgBSHxpe4+XQ74/XFdR/Yx7Ww/OnDR3/59V/76ouOzOSHjHVW4XQ7n8SKP+Er1w8DQpvxda6/+zJRx5Cce4pf7OlA/1C/nRdBY48eJfEhbC6NJz/tLUn9v+KD00c/9/FrrRp797dT+NOFhJ/z7L/31RcLeZyH9reK25GkAZ/6ar/hSrqPiv/oFoP8AtsP8K677HN2tx/31R9kn/wCfcf8AfVAW8zlVvPFrdNMh/GYf4VILjxaeun24/wC24/wrpfss/wDzyA/Gj7PP/wA8h+dFwsc4Z/FjYU2tqMdjN/8AWrD1zwrr+u3UVzPFbwyIm3Kvu3Cu9NtPnOzH40eTKRyvT3oTFY4rQ/CmvaMXeH7NJI4xuc4wK2/sfibd1s/1/wAa2Ps8w5Vad5V0OdtFxpWMoWPiTHNxbL9I/wD69OFh4gx/x+Q/hEP8a1RHdY6H9KPKuvQ/pSuFjPWx1zAzeJ/37WlNlrIP/H4f+AxLV7y7kfwZ/Kkxdf8APP8ASgLFNbbVsYa9f6GJKd9i1M/8vcn4ItWdl118o/pS7rpOPL/lQBAun6hjJupT+C0/7Bff8/Ev5Cn+bdDgxHH0o8+fptxj2oAQWd1jmZyffFL9kuf+ejGmm5nz9w0n2m5/ukUBqPFndf3n/Simb53+YiijQDa+3kUfb2PepPsS/wDPST/vqmfY0/vyf99n/GgY03jN/wAtT/3zR57f89D+VS/2db/3WP1dv8aT+zrY/wDLPP1Y/wCNAroi+b1P40fOP4jT/wCyrX/nkPzP+NOGm24HESfrQF0Vt5P/AC3P5Cmk5/5ef0FX/sVv/wA8lpRBCOkS0AZ3nf8AT1+go8/0uf0FaKqvZQKXAoAzRN/08N+C1KHz/wAtm/74q8VAwRTDOE/hz+NMRU2N/wA9X/74pojfvLJ/3xUpvUz/AKj/AMfNH22PvB+T0WAj8pvWT/vmnCB/VvypRexn/lkf++qeLhP7jfnRZhcaLaT+6fzpTaSY+7/49T/tMYP+rP50fao+6N+BosA0Wrgfd/X/AOvR9nc/wj8//r0G8jHSNv8AvqmnUEH/ACzb/vqpuhjvszjuKcsEnqKrPq5GQEbjjlqiOuMDjyzn1zRzILMumCfJwuRmniCbAzVIXtzINwcAHkVIt5cADLA0nUguo7MlMcoYjI603bJ/epv9oSZwVB/GlGov/c/8epe1h3Dll2HbZCOtLsk9BThdsyg4YZ/2qBcSHoT+dNVIvYTixvly9lGPrSiOUdlH404zTEYD4/Coy1x2nx/wGncBSJc8Ffzo/feqn8aRRfHpeADsPKFKftw4+3n/AL9LRd9g07jgJ9oxs+maaRc/3Ij9WqNo7lzl71jnr+7WnLb/AN6Z2/DFF32Cw7y7sjIESj6ineVcnqU/DFKIYR/f/OnCGL/b/Oi7AZ5Nx6r+lHlXGPvD8CKsKqhQBnA96Plz3pgVfstweQw96cLWXHLj8v8A69SlIyckGk2RZ5XP4Ua9BEX2ST/nuF9tg/xoqcJFj/Vj8qKWo9D/2Q==)
An RF-4E in the original brown-and-green camouflage seen trailing a brake parachute
Missions
The primary role of 348 Squadron is to perform tactical reconnaissance according to the needs of all three branches of the Hellenic military. “The experience from recent combat situations has shown that the success of modern operations does not depend on the amount of armed forces, but on the effective combination of methodical and efficient reconnaissance,” says Squadron Commander Lt Col Papadimitriou. “The ability to perform reconnaissance missions gives substantial strategic advantage to a country by providing invaluable information for mission planning and target recognition. The planning of combat attack missions largely depends on the amount of information collected by aircraft during recce missions.”
Recce missions can also be flown to provide battle damage assessment after strike aircraft have released their weapons to a target. “After a specific time we take photos for further analysis about the functionality of the attack and destruction of the target,” says Captain Sofologis. “The purpose of the photos is for our staff to see if an extra group of forces has to re-attack this specific target or if we achieved the desired effect on the target.” Lt Col Papadimitriou adds: “During critical periods the 348 TRS is the first Squadron to depart and the last to land.”
The unit also carries out missions to the benefit of social services such as photographing fires. Captain Sofologis recalls one of those missions: “There was a wide spread fire the civil officers wanted to see where the border line of the fire was, so with our cameras we were taking pictures, making a mosaic of the area. In two hours after the landing they had a clear image of the interest area.”
Another use for the RF-4 was finding water: “The IR camera had the opportunity to help in finding water in some areas that didn’t have enough water. In one city, it was very helpful.”
But the RF-4 had an electronic warfare task too. Making use of the ASTAC pod, an airborne electronic reconnaissance system, emissions from land-based radars and weapon systems could be intercepted and analysed. With the ASTAC pod, targeted radar emitters could be located and identified precisely and quickly in order to prepare future strikes. Captain Sofologis clarifies: “We were using trigonometry to find the geographic position of the emitters. It was a useful tool to extract the electronic order of battle of the enemy.” Another non-recce assignment of the RF-4 Phantom was the dispensing of aluminum chaff via the ALE-40 dispensers. “We would make corridors to jam enemy radars to produce false targets, or to damage or obscure the enemy’s radar picture in order to blind or distract the enemy.”
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nAK/cLe/wCFZd9NAbaVZkeO5wVKDBycj5h6ZFdbrEd1rcz3E4KAksAG5/KsM6JJfvG4k2+WSN2Bz7fpWbeoznZZ4p5mdn3x8yBD0bjGCPrXTeGJbSZns7pGw+cbOn446VPb6TCqiQgOUODH92tJ9RgsYUEMG3JwVUAfnTukBmv4evLBnhsrphZyPu2lclfX8DVuy0O0jBN801yQeFmc7B9FHFRnXUdcNHMg9ODSHVrRkBeV9y9QsdHMNJWZuLfLAoSIKqrwFUYH5VF/bkoPyJ19eKwItW06a4CzT/ZYcH97I2ef0q/DL4cuZdi63GXPZRyKdybF26uo763McpBf+FvSoLSKB4T+8aKVeHUNkVsQeG9Jnj3R6vIT6qlSHwjaFPMh1Vue5gJ/rTtfUWpkCW+KkiaORT8pyvUe9akHjC7s28u4jyRj5gRz+lRr4evYtwjmilU9P4T+tYupWV3auDNC2BnHHapTkmU0mrnaQeM4JeJYZFPvx/StO31jTrtcrJtP905zXmcd+R8mM4GeaetzG7Ant61opMhpHpmUI/dyB/wxUE7LDE0kj7FUbmZu1catxCF3W8zRsedpGRVq7nk1DTHt5tsoYYIB25q+fyFypmF4g15NWlCwENbDBRh0f3rPtYyzqxHrir0PhuJIBHAskRTgBzu/WlXTbq3k5AcfrWFRyeprT5R8DBVIBxg0lyoljKH9KUqyk/KRVYTASkZ4xWCumdGjRUureWSWJCxOExkjgAV2nhpf+JEinqrMv61yF1dqsit94FcgDr1rr/Ccol0PdjrI/wDOuug25HLVSS0NRhmo9oqyVBpmxR3rsuctiHaKQgVNsB6UeXx1ouFmVWXNRNF71YfioS1UL1K7RH1phjNWCaYTT1DQrGOozHVo0wmgRuc0ZIqdYqd5NZ3RaRXElLvNSGAdaQREnFF0GozzzR55qz9gY8037FzjNK6CzIRMaDNT2tSvQ5pI7YyHGcUXQairNirKzrTDp7hSRziq0kMsfUGlox2aLvng00tms4SMKmR29KLWFcvrHnmpVT0qskpFTrLUu5SsSYamM7VMswNOARuq1Nyii8pFRmU1pNHGe1Qywp2p3E4sp76XdTxbselWUsGK5b5R6mhtISTexUVs9OKnWNj/AA5qNtSsrE8r5p92IH8qjk8X2ifKsfkj+9kn+lS5eRoo9zTWycckbR78U7MUX3n/ACrCn14SLu8zIrOm1QvUNseiOjm1e3UbYkLn3biqD6tcn7sojHoi/wBTXPPff7VV3vN38dTdDNS71qKJt+3e/ZmOTWdNql7cfdbYtVZJImXBFUYbgQTGKTDKeUY9ahsZYdoTKBNLuc9Ae9Ks6JwqhRTUeKZ9rELjkfLnpVHU43TY6vjJwStJgWA5QNubdk5HqKguZFZd0JwScMA1NsrsKWjnOSMfN61FftGpEkLY5GT60nsXGVk01uVJ7xoN+B1/nWbFqj3N8beQAYBYVduQoYq45NYA/c+IYPR1K/pS8iDalYqOKp3JJjz681cl71Sl5tyfSpYzKul3xYNY80eyVscFTwRW1NyDWXdf63PqAf0qosDpEa81bTLe5tp/LnUGOU54JHetTTodUtIdqakck5Py4FYHhO42Pc256HDgV10boB7VWuwhU1TxDF929jb65q/b+KtdtlHn2izp3KMKqf2XeWtjHqcp3Wc7YBIpw2+XyeD7VT0Ebtlrmja7IyXel7JU5YvwfzGKs3PhzRpBvt3eD2DEj9a5P7SylT5mQW2GtiG+kFuAQcgYNTKVjSC5tGST+G3T5rW9jlH+0Nv+NZ72t/bSfNFuI/utmrT6id2YXw/dfWoo9euBeKspV4WXlXGcGqjJNClFxZENQngcAllHXDCri6qJflkINW4rm1lG11yjfwtzimXGj2043RDYezD7v/1qoi2uhUurmRod3nbRn5WwMqagt5YLpQL2JN5yBJHwc9wajmsZoAQDVWCWL7TGsrMFLjJ9OahopSaehVvLHFyTBIXUKMBuuK7HwccaM6g4PmnrXC6pLapq8lk195M6Y2mb7rg/7Q6H61r6XHdz3S2Vxc3cKAbo2ikADY9+9aUnZiqJtanoZzUbYqHzjTDKTXYkctyQv6Uwuaj3GmFjTsIGY0A1Hmk5qrCuOJphanbSabsNIYw5pmDUuDTSSKBHV/KOQcVG5ftirLwDtUTwbOh59KxujWxSZ5AeakjZ+tSPA5G4H8DTEWXoBTuI0YpjjD1bQxuvY1mI0i8PirAljT5ycAcms2i0y8Ioyfuiqd7bS8mLv6VS03X4NREhhz+7faVbr/k1qLeY60tUO6epStTLA+2VflNagiSRfUGq73Eb9VoS4I6Ch6giQ2UfoKT7IncCpBKcU3cam7KI2skPaq72QHSrm80E5p3ZNjNMZFGwir3lijygf4adxWKYc44qdfm5dgAOpPSqeq6lb6XAWcc+g9K881jxpNeHy7YFEHQCle5SVjvL3xRZ2A2wnew/iP8AhiuS1Hxa9y3LH/P4Vxrzzzcsx5qMo/c0aIZty64zdDVKTUWas5sL1NQmZB1NFwNi11iS3fbn5T2PatX7TM4znGfQVxclxHn71bNrfwSWsTGdy23kCs5sDRknkjxuBGelRG7ftVGW/wADhS47ZNVTqcv8KoBWXMVY1vPkNRzeYVLHqvIrJbUrkAtuAA5OBUK6pcThvnxile4WOghMm5XHbmpr2aR7NojtCjkeuawzcXBhUjcuABnjFR/aZujvkUXAvRTxM6MWAIGHGas3DwmBiGy2DisizgScqWGcnqa2rLQzfTyxxSFAsZYHBIPPSplJRXM9iopvRGTqEgeSKRDn5QKxb1gt9aSekgz+PFdZJ4SvFRX8yHLKGILVy3iC2ewJSTHmxOpODkdqmFSE3aLuOUJLdGzMODVM/wCpYVcc7lz6jNUTnDAU2SZ02OazLrqh9v6mtSYdazrn7qH0JH8jVRAfoUvlazH6OpX9P/rV2W/IfnoK4Wzfy9Utm9JMf0rsY2zKwqtpCO2+3tPCmg8fZpNNDr/vhd2f0rl4rkPEpJ6ituzms28ODX2lPnWFs9s8fqx4X+dcqrLsQDjAFayaETPOPIeM9S5IrqNMvbKW3G61ZCMA7XJyce9ca3zBuec5/StbSpP9HY5PJrCexpS3N6WO237kDf8AAq57ULfNw3lyMjeg6VoGZhwDn61k6jNIG3pj0OamD1Naq0J7ZpVhwz7nHccVoW2pTQjrmudjv2XG8deuKuR3igAc47VujmOsi1CK5j2sNvqDWHr1u0UW+Ps3Xoc1ClwpVj0OOfwq+v8ApNqiS871wD6+1F77lW0uefa2HnnWWV98zLhzgdqseHtS1C0n8m3u2g4JCsNyfl2q1qNtcvdJb+SzSDhdi5yPWuj8K6dFpyyz3MEjSyDBGw/KPT3qU1ezdhydtSzZ+LZ4QF1S3zH/AM/Nv8y/iOorqLS9ttQgE1pKk0Z/jWsu50TTbr96ivbSn+OMHP5Vz17ol7ps/wBotmLkniWD5H/EdD+VdCqyh8TujFwjLbQ7sMe4pwz2rjbXxXc2x2alAWUdZUGCPqv+FdBBq9ndQiWCTzUPBMYzj8K2VaDV7mcqco6WL+fek3UiXFsybixX/ezTvPsz/wAtB+tV7SHcXJLsM8wim7mJqJbu3bdnKYOPm704TwH7sgpKrBrcfs5diQpmmeX61Gt/bvGro25W5BApDfRnsx/Cl7WHcapy7Hd4FGBnNR5pN1Zl6Dn+RcPy1Y51iwe4+yrcwiZcfKGqDxVeXFtoMklqgkkLKmCMggnBry5oTcR3j3UqxPHcrnZjK5xkccYxis5VOV2J95vlW57D5bl9r/d7VleIdSg0bTmknG93+VVHenS63a6ZoMNxctglMIo6tjjjNeY6lqeoeJdYhtiqtNIdkarjCL/9YVopX1K5bOzPQvAomvPDwuZ9ql5X2hPQHH58V1AtwPl3HmqWlWcemadFYwcJGuBV4sVIPpQ229RJJaIeiKKmUgVXBNKWxSYy1uo3VCGGKXetIZKnzGieWK2iLyuERfvMxwKjWULSO6yDaeaNQurlf+29Jxuju1lP+wjN/KsSbxizSslnouo3G043LHsU/wDfVXtY1p7JfKtFR5e+eAtc9LrmpbyHuQnuqA1jKpyuxpGF0cH4u8U3NzrDpfWlzEVxiF8AAfUdawW8Q8fLbhPTnNejavpUGuQn7UN0w+4/cV5/e+G54GcoN6KcHH8P4UvaMfIUjrly/oPpUD6nO/8Ay0I+lKbFh1QimG0Ip87FyjPtUx6yE0Gd26uaf5H+zTShH8NLmCw1nYjBNb1nG8VpEuw5C5rDt4TLLz9xTz/hW7GYyRulB+hPArOcr6DWhYD7cZGGpHUHkdajGM8HPpT91ZrQG7kE7iCPcy5z0HrUcbqyM5jSMEcY4zVmaNZ8ZYjacjFU72LyohtYkkECtVKPLYnUv28F1dKGiiOzoGPArTi0U7A00wJ/ujFc3pceYlbJA+Y4z/tGtVZCnIaoejA19ObT7e4aK8jcRoCA0fJHPFX5W8PO25b66Q/9czXK+a2X+b73P3agJcdJD+NVe40zqriXThF/o/iKVSq/IhjZfwrhtYmluI5nldpJGHLHrVoySE8nNU75SYJMjtSSSdxt3Ni1fzNPgf1jFR4xIR60zRj5mjQewK/qanlTD5pSEjKnXk1m3P8AqmHo39K17lfmNZdwMLKPYH9f/r04gUof+PyH/rov867CNlDsW7jjFcnZpvvoc9Adx/Ct17lMn5sVUtwRPLZhrgvu+Q8lfeppRJtGRgHoKz2umC/64VPZ3KyTIsrjYW+ZhnpQ5N7gkThS4J2k4weKv2BkEJUq45P8JrYt9VsYlAS5t0A6AQ//AFqvp4khQYGo23/fk/4UNJqxUbxdzDIfsjflWdqayeWuEfgjsa7IeLmX/mKWjfW3/wDrUv8AwmUg6X9l/wB+j/hUxgk9y5VHJWscHaxOUlLxkYGBkH0qASuTna34A16H/wAJm5IzdWhAPZD/AIVK3iu1bkXKZ/3KpuxKjzI8/hnm3oNrEE4PymtqW4MVoDnGwg811I8T2G35rhD/AMBNQ3HiqwEY/eK+T8wWIk4qXLW5agkrGBb6oVPmQkbjwQav2OprexlhNscHbIhPKmlHiXSM5NsufX7Pk1Pba3aT+Y1hpInlA+cLbgH8afMpAoOK3IZLpYWz5vPfvUi3Mcrxksd2ccHsRVM+MrAyFJNF2yKcFTHyKj/4TCz8zDaUpi/u+XRyk85euIIpFJlAlA/z1rGfSrdW8+0nMEnUFTitGHxXpMsiW8WgEyPwqKWyaR/Euj20zwXHh94n3fMrO3f8afLbqLmXYoR6ndQti4Tzl/vRYB/KrA1WFxujZsg84HIqR/EHh7q2gso9TK3+NV5tY8OzAMuiuHHQidgR+Rp2DmJG1CIxFHJGQQc1It+kQUJKPmA46mq0Wr6Q84VdIkbdgBfOOas3epadYXAjuNDuImIPBm5waVh8w2K62WaAMSRwNvbBqUahBk7ZAxXhuRxWZNqWyMC20OQx5wpkuM/jxioY21HDNbQ2FtnjaF38fU0vULs9rPIzTM5NR2khk02KVupjDN+VRJcQvA8qyq0aZDNu4GK7b6HKZviPU7az01oJkWV5lKCI/wAQP9K8jmFrDK2YgSPlBJPQVteKb+U+IrpZpDhG2rj0wMfzrmmYyyZcgDpyelFky1pqPutRluX3zOdsQ+UE9TXoHw+8Oi2tm1q75uLhf3YP8Cf/AF682EaXVxCnISRhnHZc4/M19BRxpGiogxHGNoFBLZLGDUmM1DJMsa1XGoqZAq8+9Ai1K3lDf1ApUkDk4Ocdap6hNvtMjhWGfrS2Jk+yb2YKT2/qaALpY+uaOvOcVxniLVvENjcRJYXFtKsqlizRgFf51gXPijxJCf8ASb+3i7YWEMfbtWMq8YuzK5Ha56qmcZB4rF1XXEtyYYPmkH3mHauWs73WJQGnvH+blYyAMD1Ip0/yLuG7HT5u9S63MtNC4w6sHlkcBM+WW/P3qpKwWcxjn5RwOae7sPlf16Y6+1RPjz9uMZXP61makouDuAOfQVYYOT5sBH2gJhWPQ+xrNbARWIyT6VZE58pV6FTj2oAxr63bVLSSGV0iuyhIMa7cNXJ2Gi63JKwSAqVPJmb5T/j+FeiXUDXMazQDMo6j+/8A/XqkJthMe8Bh97Hr9KL2C1zm3hhhfyriNknHDbVOM/4VXeKz/wCWnn7QedoHIrrZoYbtTG64KDiQ9aypNAB63DlegwOKXMuoNPoa2nW+mCCM28MXlY4OK1xYafcRbTbRYP8As1gabo89kG8ppnU/wsBj61o77iDqhWsmi1qtTM1LwxsJazl2/wCw/wDjWC1nqUL7WtZD7qMiunkupPMJDlnb+HsKia8nj53Ybrz6fShLsS4o54R3Q628g/4Aahu7a6mhG2CTgjsa66PXf3ZLAEqcE9B/hUL+JrcHb5e8+i09RciOXs4Z7eFI3hkJUdh3z/8AXq6IpzyLWXH0zV2TxiyOVTTZSR7iq0ni65cqBp4Rm6cjP8qdmxcsSAwTjLmCQD/cNRPDMekUhP8AuGrK+JL47goAAJFVT4mvzc+XlNpYLkt0/Ci0gskPW2uccWsp+qGorqxu5YHJt5Bx2Sumntbxot1tfl3H8L4G78R0qqLfVW4aIHHrdKB/6DST8wsjntJeSztjBJbzcEkELnj0q4bnzDhYJBnjLcfpUkjamkNyTDAnlDcczkn6gYwawhqlzIf9Yo+gq7NisjXNs0pAxz7nAqtNpRhffcoQDwueh9a0dPn06Pw9NeXoeWZSRtViCTngCsXTNTRtUhSaNo4mYAEys+w/QnmhRB8tyUWYWTMdv5q4+6Plz+Na1lZ2TAK+mbZO5dC361rXqnay213Zu3pMrLj8q5VdUv1uX3SwhFOB5PIb3ye1NK5WiOlXQLeU/u7cD/gW2o5vDkyAhLd9p9HpNHvdXv8AeEu1SNO7InJ9OatX+m+Jbi3dItRdTjjy41GfYkHpRYZzFzYx2zbTJs9s1Nb6RNcrmNgQehPFc1LBdxakbe93rOGwwkOP19+xruLK3aaBXtriZ4wcFJFViD6cYwabVhLVlE+Hr7uB9crTToVwPvSKPqRW3cW0dtbPcTF9qKSyiPJx/wB9VmDUtMb713LGB/egb+fNLUehzdyklpdyW8jruTuD1FOs0FzcLhyxUglcMdwzzWxY6SNZ8TTRhy0G0b5CMYXA9e/YV3cWkadpcaxRRJEnQL6n+tKT6IcY9WcLLpi2sKSqSQxOcEjvVCSZhkLEPqztXdarHbfZiQw4G7gdv8K4fUo5wP3ELsp/ix/SqitCZblNL3ErGQIoA46gVtaJ4vl0Zpms42LuMEKu4H+Vc7bC5iyJWdRtOAf5V1WlWk9g3nyxgSMvCvnj2yO9U9CVqUruW/1NjePp0wPUtINv5Ac1BBOhfy71vs5PKlwQrD64/nXTy3V24GI1Uj37UkUUmpKYXgjlkPGCmai5RzlyZ9M1Kzu7KRFfDOrD5gcf/rqeO/8A7YuEl1ryv3+RHIvQkcEH0rpbf4WPPteS7e0YZJji+YD9avR/C2xRJonu7iVJcEqQoAPqPQ1ootoi9jnZ/D9vMylB9xSdo6HpWPd6cqTIVRFyQAOg56ZFeh22gLpke1JJZVAC7nOTx71UuvCSXbNKk9wjnkYI61XI7CctbnANA8MgZQoeNu3qDXTB5NSaOeQh2YDDNgkVQu/C1zbzSM07ls5yTyf8asWHnQBYJ9/lr0KnFQ4spSRYiMrEjjaCV9DwaVQxcht/Hbio3gjSGUK7/wCubaS5Y01U/dho3kJxyBnk1Ni7nWX/AI7tE00W+lyeTIF2iSZC4H4d65Y6kypKzazOyz8yg24/eMRg9O2KpIrlDmPheTyKsWzOk6TrHG2zJCvnHStHKVtDGKXMk3ZFHxTqVvqOsm9gUqkij5D/AHlGP6VjqwlQmQ4XkE/7I6mtHULS4vGe7MKmOOUmRY+o3Z4HtVL7LKyh3jwGwSuOmOg9hW0LyQpWT0ZE7MqLIRh5G346YA6CvfdLu/7Q0i1u1O7fEGz+FeCxWdzfXyQHeJJWChtoKgfT0r3bTb+2gt1s0ieNYUCDePaqem5G+xm6xqBS1l+cDbyR7Vh6bflZYSfmJGGPp8tN168UX0yPkxlSB1HP9ax7a7QTxlVxiTle49awlP3tzWMND0p33abDGTjfIFH/ANaoNYung0iWOIgSRLkemazLTXIjGJ2DbIMhc9yRzXOahqV1rE7rGfKsujSP1f6DvTnVSTs9SFF32K3/AAkt5eymCOEzTjgOAFVP8+9MGmXFy/n3FwzynG4oMZNWrO2jgh8m3j8pCefV/cmrTyCMIgYKzZHFcnIm7s2UdNSK3t3t2eRZZW3EcluvtV9bqVbcu0sgRRyqk1UEISEbtysc4Xv71XCzzziJWZY+rDGMVolpYo00KJufqzf3uSc/WqMsMj3iBZUxsPUYINTXc6xKEXGD3xz9appKvnhmba5UqvfPNArln7PO+5Rcp8o5JGKcun3TJzPGcjIXFKkR8sESZz0LdPf8KkiLtGQoG4dh/jQMS2sb1HBMkRIHY4qpqcVxu837Mc/8tGTG36/hWvaSGI7WLZ6+wqe2Et3cbIV3h/vA+lD1FY5hrTUIUkUeSVI4YEn/ADxS2dlfqpTMbM3TGWx7V2ttoun2SbZpnmUHcsS5AT2z6VfXUYLRdlpDHCPRf8aapu2onNbHHxeE/EUp5KQoR96Q4P5damXwXqRbMmriNuwUZAroJtYYfx/pVObUhKuC+D2q1SiiFNlJ/CsscQE2pI2R8+I8n8Oa5jV9Jjt/Kje435OBiPBz2/OtrUrs3cLRC5mgOeWiIBI+tZ1habZLaISvImWZmflsdOtTKEVsOLbZzUGirbxPLukeIEnc3ITHarunWNvczlYmEjIASB2zXs+papoV34bW1ijBDjaRtbjFebaHp0Vra3bC28vbI2WOcuMdfpXPCpzPU6Jw5VdHMvbsbqYsm1Q5C+/vULWq/aGkb+FdoPpnrW3cyp5MYkTy51BErH+M561kbyTMzOEAfC7/AJQR61skZsrmJY1JA4Azmsi2kWZwPKYKzAl/xrbupVRPLOGaTCgKR3/+tS2enW/mDdEAo9yBRotyWdXaadbhyyRqzDnL5yRj1qb7NbxyhI7ZSzchcZxVa0YCAlmO1ep549s1ZExGxsAEg49qzSVikkZ2sRBbJ2C7WUdh2PbHpXnM0Zjd8r8oJH616ddMbixmDD5th+prgr6znnt5J4oyYo3LMegx7euK1gTJFVNVuF0ySxCJ5LsHyc5H0pNJZTfq09wtusfzFzycY6D3qBRiPPWoSwDYNaOKM+tzsrnzNVj22Tott90HJLScevYfXmqUej3PnBW24zgkMOKy9B1BrG98ouwgl6/7LdjXbrIx+YLnHqBzWbVtDRaq5VitokCosvlkdsc49fStOFgmwyPlfuqUTqPQ1UheSMbW2hickD+E+lWluZoANoxuwAQMgVIytrmi2uoW4lMGyUfdH3iOfXuMdqqQ6Xf6ZIHtboOu3azrwSv+0Pb1rdhuoZLf7NI4dQdxdUI/yaiighvLWSLeWVehfrmpTadhuxk3csc5YzH7QyDcUBxn+YqK4s4pgDp9tHbSIoZix3f0xmpljVT5YwxBG4Nx+GO1XZfLSHavVcHrkVaYrXKHh7UY9BubwXxeaZ5QCypkkY/qTWvqd5qeppH9g2W+X3BnALrxzj0P4Vz8cMn9o/apyowc7T2bFb0dwSo2A5AIBP05NG2qHrazMK8stX8wC5uZflA3Hzc5H04qCa1SJfK+0Qs5OCXjOfzrpBZxQm1aRjIxJBL5KgkZB9ulQXanO4qmd4+/xipU5N2YuVHOxaE8t1ma6Rxtyqqnb0zW2lwJJfLdxz09QR/SpHIhPRMdBxwTVb93G+VGePvEc1e4WsallaNqN7FaQdXHLH0r0C2gstFj+zW+C54d/WvPNI11NJkNzIrSrgp8vBxV6DXlvJBIOMjp71pCxE2ztln3NkHA9KfLKrKD3XkVztvfZSriXf41pdGepotjzN6/dcYb39DS+UtUfPAZQO3NL9sApcxXKyvqNqsvHc9Kx7jT1/u1sT30eevTrWRf61bICqnew4Cj1qXJDUWY97ZhiF4x1PrVZYSmEGOmc09yZ3kml+bp07cVG77iAHI7+9ZPU0WxR+3QA4Ric9cKx/pVu3lglwwJkRWw6L1/XpWaniKEoq+dCvHJI4H45qJdSabUibfa7sAh2DGT+PFaO1tTGOjub/2hYNJ1QwoVSTYVQ9gD3rm21MsjJIMMuMgdga6DR3kvLTU3nUKsWYiCRncOo4rm1jh/tFgUAAQkH3/zmuvBSfLJR6P9EY12pTuy9o05j1m1duBvyfyNdrJfeYxw461wVplNThONuJFyfT/P9K6+UxLGpL4PThetcWaSaqRt2KoT5YtFLWHSc4jOfX06VSgh3neeM9MjlquzedM4SCJd5PJkYYUev/1qIbm2iBS2b7TPna8h4APsO1ccJSaOhTvsKSIY0ikQyyHO2PsB6mrIJkfnbwOnQf8A6qhB2AhvmLn5vVv/AK1PijYJu+8x9OhrojGxaLTyBVGMHioUDHLN1Hc96qsxkYRK+Nv+sapt2MKcv0z9KYXHNdyK5ZW+fPXHSlS4AVnY7t2ASx9+tVSfnKPwM4YHpj0p3tkAj7o9BTEaTwvLbO628ZjXkM7c/hVFEHmxOEIJ3Lg9hTbB5d+47jjP8fSrNzcmC+haNAN+eeu2kPcmwIQUk3EDrTBKIkUgde1RzTtOzyMMZzkY5qo13NKAVRIivDr97AH9aANs28hKtt2g8qf881U1HxFLpCJaJG6ORl3I4f8AGoFvp5Asil8n7uf4aZJNJOjQ3I8xGfhXHfHrTTadxNXViEeIXYZ83HtTTrRP8X61GdEgmkMcReOQYJHUVBN4cuo13CRCO2epq+cjkZM2rSDkNmq76uw71TfTblC4O35PvYPSo1s3Y4JUduTRzi5S+b8suc9a7nTLONNPtpGVfN8oHd9ea85XTm80K82B657V38fiSxAjjVH2gfKfpUt3LSsX7rZFCskY3yMdvzZqpPcZtmV15bC7dvrSHxVbSDb5Lke9VLy8TULeON7JvLdg2fMwevHSpt2Hc5PxuqnWUxG5AjCnCnG4da5PUG82+Qsu8JEu1SeM4A5r0XXLNbZFJPmxqhYBzlkx2rzyZQ19ckdn2/kKqJMhk1+0u1nB+0KQUI6LjpXoGkXEFzpyHyDGHHzA9T+PpXnJx5ruewrpPCl9IIJ4uqxnIBPY9vzoktAi9Tqhc+Tdrl857Gp7m5UxjcgGTxnqDWdcxqximdWQDGQD+lSzxyRgliPK4xg5NZLexdxi3cqSEcE54GOo+tV71hcQTQrsCshVQnTpUezzPl4z/dzkEA/zqTOyMxFMlzgnHTmqA4UACPOeT2qrJhT6+1X9UhW21GVGXZk7gAOMGqW1nPyIzAdcKTXVbQwvrY6pdO0iTT3S2SJZpo+CZw5B/pzV6ye6/smFZrd4pVUBmb29veuNGmXrxsy2U21VJJKYAGK1PCssq6i8OWaNoidpbIB7cVk4aXRalrY6MrcTKRshz25wfY0h89esBcDjOevH+P0qywEZAxhQecEH8qkLA5Ud+vP9azNCjYzzRSFYbfYhJJDHjp6VrRK0ImVmZzwV255B6GqUUmXxk7egC8c+uatXTozqJGSIbCjKeuOxqJJbsVl1KN2sm4uELckcYBXn61B53znekwLDkYrYaCxZcB9xzn94eQcVVJhjm3bx8wHTk4qgIlO4/wCpIbuSOelKUdokw5Rk64x+VWFkh8x8EgbTz2JoE8aKoJTc3Jye3rQMljkklgUMxyuGJ9MdqqX7t5gVP3ikAgsevtV1DCFO3LZ9qpwPG8aIwfOzGNoIHXvU3SlcLkaoSCzLkhuM0vLPIVUDB+8ehHpirKQSujBInbBydnQenFOS2upI8Jbzhm7nAqk7gZstnuQ4JyDkD0qtODYwPcOdqR43Dr3rbGn30yhVtp1HfI4rP8TWF1b+HJnkTbkpu7kciqQmiO18RWrD/j4T8eDWkuvxKo+fJPKgd68zmT92fpXeLaRx2UWSA+wYHerasQtS5/b10wJWIfMcDnNVJtQ1WYgPcmIE8LGi/wAzVs6DqjLHss5QvXKgf41M3h7WG3D7LI3Ochhg1BdjFkSTeTNNNIVHG5jj60xYWL/60njP1rd/4R7WzlGsZCvY7gP606Lw1rfzK1iQOmd68/Si6CzM1ZGSKdPN3H5TnGMcVUgaVnJZiB244NdGvhbWyXP2YZbbnLLjjNKvhTW8BPIUAdTvXNFwszygRxGWISSKqZ5PPrWgIok1CRXm86RVfDRnIZiPlI/rms6FWLiP+H1NepfDrQ7W7iuLyVQ7x4hRWHCD739apkJXZiaFKostRCu24ylm49fWsuIhtZVSCVwwwfatLSrae0s9UEiOqmVR86kbsFqh0y0knmvL1V+S2jXLf7THAr0sLCMKV+7OOonzv0IEhMl/DGDy0gBI+tdLPpVzIzuiSg8hQwUDH51R8L2puPFtkpHyAsx/BTXrQs7fcMqK48fDmqLyNaEIyjdnl0emaksZjWFwOmA4yeKlsNIvYU2/ZFjUd/MBJr037NbA/cP5VMbe2A+6f1rjVO2x0qEUebtYXTDbsCD86gmt7hI/IitZCOhc9/8A61eneRB/c/8AHjSfZbYj7g/76NXZl6HlUdpcxIQLaZv7zMOTTJpHtTmWObn/AGK9X8iIdIF/76NP8lD/AMsF/M0WYjyETxNb/OwEh5IP3hQk0MsZQOwyMElDxXrf2KHO7yIt3rtp4gUdlH4U7SJseUxjygmxH5GOhxUszJM0IV2O3O8lGGOOOa9VKbR1A/4CKcoz1I/75osxnk/y+UwWFmboOpFH2efAXaVQAjCxn+lesbkHU/lmk8yHux/M0BY8u+xXSuAltKynuM8ipYrO8Dq32SViM9Vr0zz7f+9+pphuLbu36mlqB54thqAk3rayj1Hl9aufZb14/Leyn+oAruftFn/eB/A0farPqcfkadh3ODm8P3U6Ye0lDDhXBXP4+tZ7eEbx2wbab5SCCCoz+telNfWXoP1ph1K09vyNFgPOz4PvgciylfdwcyqMe/WnJ4U1UHiwAx0LTp/jXoH9s2o/iX8qiOu2i/xD8qLCPMta+0+H8JeRq7ycqA2cqO5qlc+IpX0ZJ42EUbqVSOMc5GO/pT/iBf8A27xA5PKrCoX9TXMhnFhDFvDIo3qvcFuSfzqraEtmsNVn1CAQyRxRLIyguM5AyOtZWsaNcaHfyW1yQXcebuHTnJrZ0zY0VpESds0zLKqj7w28A+wJzUfiCa9142rmMBooxHvCN83vSuosdro5I9ZB/Een86674e6JPq9zeLFJ5YCLksM9/qKxptEnjCPBFNJJj5gU4z61r+GNW1vw1cSlbTMcv+sXK5bGcc9qL3WgkrM9Hh8CSBdrX4Yf7cX/ANenjwHIkaoupNgesYP9azLT4kkptn02aM45/eqeamb4kQ/8+sv03D/ClylXRoD4e26fevpCM5Pydf1qra+DdHukMtvqbzKGI3Rndz6ZzVKf4hJcQSw/ZZPnUr98f4V5RFHfxPLLaPPCysPkRiCx/lxTSFex3HxA8K2um6dBfQFnZJNjlhzg9P1pvw10a11ezvvMlkSaKRc+WccEf/WrjLifXbuMpcm9kR+SrsSPyrd8H6rc6A95JJHsEoUBT1OM8/rWrtyWIXxXPTn8H6aLaUl5x8rZLSn0+tea+AtF/tHxOUKpPbJGyyskn3c9PzxXSSePZXQgR5yDxurhNG1DVdD1FrqxhDGT5WRscis46JpFNK6Pch4G0TO77Nz/ANdm/wAafF4K0KI5WzUEf9NXP9a88Txrq7QhnsyrHquQQPxqJ/G+pr/yy/UUrFXR6YfCfh7dlrVM/wC+/wDjTD4V8Ngl/sVsSe7bjXl58casekf6Cm/8Jdrb9IW/795osGh6t/YGghcfZrcAc42mpF0rQ4vuw24+kdeQ/wBv+IZDxGR9UP8AhSf2h4ib+8v/AAE0rDuj2Ipo6cZix/uVG0+ip18ofhXkBfxC/V2H0SmeTrjfelc+2KWoXR7B/bOjR9JohR/wkmloMiRSPr/9avIFsdW7IuT/ANM81Mlnrh/hf/vimriueqnxVpg6N+p/wqM+LtP/ALv8/wDCvNBp3iBhwzL77M/1qO38O6/DK0ovLli2SVkHy8+2aYHpJ8X2pJKxn9f8K5nxfrkOp+Gr2zHEjR7lU4zwc1lDRPEkgwbhlz/dVM/1qJfBOpSOxkBkYnJZ2BJ/Gk79B+p57HvkOI1Zm6jC5roPD0yQ65a3M6t9qWQ8OvJzz/M4rq4PAs4U4Kx564C/41IngNIZxcee4kGACr4o5pPdCUUtjo/+Eh1Nvu2n5uP8KadZ1p+kIX/totUF8PMTl7uTP1q2nhmE/euZaWhQ7+0Naf8AhT/v4tAk1dvvOB/wMU9PDkWcCST86tR+F42+9K/4t/8AXppIdyltvT966X/vqhYZj969T/vqtQeGrVetwfzqQaDZr1kJ/A0cqC588hREzmU7ZQdrIeoPpivZPh6IdM0HfdsElnfzNrdQMYFdQuk6Yhz5aDHolDLp8fyjH4Kau5mkzmfHl9b3OmW4jkJYS5AUda4/w9e2dpZ63BIWM00K7Ixnkhq67xn5MmiKltC7SGQAbAxPQ+lcLoy6xb2l7YS6VcOlyQwmKncmOw710wrRjTUfMxnTfO2aPha9j0nxNb3F4CdwZTgZ2lh8or15b5VbG0gGvELTQtXtbuO8j0+fzI33qcgkH8a9D0bWtdvJ5f7R08W8SqNhDgsT+FZ1pqcroqlFxVmdb9uycc0faT2Umslbi67bqeJbsjrj8qxNTWMsx7EVG0sw6KSayyLg9Z1H1phEnQ3ePoKANXdMeT+tM3sOv86zTHD/ABXQP/AaZ5UA6T/+O0XGav20dOKQ3qY7Vkbol6O5pMx/3j+dK4WNP7SW7j/vmn43clqy9qgcE03G7u5p3A0i0H978qZ/o/8AeNUvsrt2f8zUos8dj+VJtLcLEh3dm/OlLH+9+RpogQdW/NaTyk9Rj6VKnHuPlfYTdno4/E0hCHq6/gaZ5I9I6XyQf4fyFLnQ+UhaGNv+Xrb+ApPssWP+PtvyFWfs8X8MP/j1J5CD/lgp/wCB0cwcpTaygb/lr/49VeTT7c/8tV/E1p+VjoYx/wAAoaA/3l/74FHM+39feFl3PNPGth9muIbiHDxsmxyn8J/+uDXIQfaXyot3bZH94KegP/1690+yBvvvn8Kf5MKdAPzNNSl2E4I8i0e9njzEtq7s5+TIYbGx1/Cu0Sy02OFEZy2FC5GeeK6cEHkKP++amWbdwF/JaTk7go2OP+yad/zwZj9DTDZ2P8Onls/7JNdv5x/55P8AnSiVscRgf8Cpcz6sdvI4j+zG6JpjfkP8ab/Y90emnOPrtrt8y9sfnTttwehH6Ucy7hbyOD/sC/PSyx9ZAKB4c1E8fZ4h/vTf4V3n2efOOtH2aY9RijQLHBjwtcnqlr/30f8ACnjwkTjeIMd9qk13v2MDqaXyVXvz9BRZXA4xPCVoP4h+C1aTwrp69cH8CK6van939RR8o/5Zj86qwjml8K6X3jU/gf8AGpk8O6Uh+6v/AHzXQbk/uLTPMA/u0WYGVFo1gPux/wDjpqylhar92E/981fV8dKlF0o/hH5inZhdFFbRcZ+yfmwqT7Og/wCXRf8AvoVbN2nTIP8AwEU37YP74H/AR/hRqGhV2qP+XcfTik+bPywIPare9exFN3gfxfrRqPQgAnPSP9aXFwOsZ/OpfM5/+ypN/r+WaLMV0QiOfoYz/wB9U7y5h/yz4/3qX56ULJ6/yp2AYY2/uH86Z5bdoT+dXfLf+/8AoKNr93/JRQGhT2N3UD8qd83TafpV7aO+aUImc7jQ031BNdikA56I5/4DS+VcHpC5/EVobxj/AFxNJ5x/vk0uV9/yHzLoiqtsx+9ayH/gdWBZ/wDTo34yUGVf+eh/I0eZ/wBNCRT5RXEFl/07/nJSiyGP9WB/wOmmXj1/Go/PPanYVz//2Q==)
Pre-flight checks underway on an RF-4E, with two of the three camera apertures clearly visible on the nose
“Beautiful Experience”
When pilots are asked about the experiences they have had in the recce Phantoms, they smile. “We are famous for low level flying. Low level navigation is the only way for the RF-4 to avoid detection by enemy radar, so the ground is our friend. Personally speaking, we have a lot of beautiful experience from low level navigation.” They all love the Phantom very much, and are sad to see them go. Lt Col Sofologis remembers: “When I was younger, I was very impressed by what our cameras could do, and how much the Air Force was based on this aircraft. So much intel about enemy forces could be gathered. I was also impressed, because it’s great to think that an aircraft that was designed in the 1950s has all these opportunities. It can take pictures traveling up to 600 miles an hour from altitudes up to 30,000 feet. Captain Sofologis is not alone: the RF-4s will be missed by pilots and enthusiasts alike!
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)
F-16s equipped with DB-110 pods (not pictured here) will replace the RF-4E in the recce role
Text: Jeroen van Veenendaal Photos: Roelof-Jan Gort and Jeroenvan Veenendaal