Basicamente es una camisola BDU Modified
Basicamente es una camisola BDU Modified
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Ks8b4xC4PtgjD9r5EoLlypS+6SBkNA5AsRoDua3pHvCuITJyVLngPnOUMGSGTZ3O9TWBfCez8wfGQnMz1el7DVy0MWG4eEBsxNf6W//URyyxrSNtrsiZg/BHmUHQV5CNCsMN/+n945GGD39v3jn5IFAbHgOmWB4lmga9vLX0eKjNBDJsPfmfS3SDGLwCVoKVl9iEsx3HiNYSVKnyJplgGaAMzEVy7pao6e0dcGp9MGJ8FtDDJwuZmLc9X+sFFYJOW3Uxn4bi0mZLlzAJLpBBmFIBKnygEFqtfV7QWWKmh5xLJJx0aXKXfQPKWoAzQR4bxDLQ1SaEfmsZMRK1EVBG0SMtDRJxAJFQWbSw9Det6u8XtU0f2GmjO7+bPC3IWoMoEOm4P6hcjrRx05wdlzArKX+JmOleviD2i8XaKqVkytr0Oo8R8+UdEFtmYzOjt5sXrXWOhwglJy5rkPR/Lkw1NtosSquw15gUZxS3KKhLOUksx2Y2LEqGg0jPjcSEyyWDtQuXFWAoNyzc6wwC/uEzEqc3JZjaFftHlkgJWy1L+FDX3fYD39YyjEFzlUQ9CxZ+sZThTMmBKR4tLfMs0CKp2wTxpm7huJLBMxQRXwBmatqUY0+cMEnikmUgKpMmaBPiB6Wbr6QpS+GTUkrnAgAgJejnkHqAHraNuGw8vKl5gCnCSkg3dkkHVLfmsacYvYIQrZn7TzcVNKzMRkQkZgK0pz10fm3KPOD4mWUIQFZFAOpTC9SwcHMeQgqcegTTJWvvEP4FKAOZJehYMr02i9Xdy+8TJSmWCQQpOrAW2rRxblqVLXGhZcbuyyVLnoNcStUkpLomSwKMzCxSbaAQp8SV304qJYKoHsAKD7+cF5+LWopC1Kc0rcJ1+kCsQkApLMQSxJLFjQ2p0hseuwTi+RtHZtg7k00Ii/sqJSJSpi051EkBKvhGj8zeMaeOFyFlQ2YDL+eUZlcVSAwCyAX/S3o/0gtSapmV/hDsvtLNAYCW2lFU/6oH4nic1eoH/xSB58/OF3HLUog5ZiWAZqj/p19Inh+JLByllcrH7f5hFhVWivNdM0f7pPKlSic+bw0ABOalGI3hs7K8QlpWnBJSHlIUuYtJdJmOlJCf6qzDXkwEI2ZQK5jEMCQXqDZPm7Qyf6XoBXPLAjJLFtyr/xhskEoMnF+QW7dcYmyZCTJOTOvIV0dsqicux8N/SErg/GZksKCyqbJIyzJa1KIyl3Z3ynmIPf6g8aKlfwoQUpQQpRI+KlMv8AaHNdSCNC6cJ+VJIuxHsR9YOGHhtGnLyPqGJxeFw7JnzBmOgKiRa6UDw+cYpvarBgtLlTJhr8KG/7lAn0hcGGQoUSGWApwOV94twaQDlCMu9bxH4oIokwn/6gKpoKcMEyf1ZyrOejKYVbeGXAzJakmYqXkSDeYGBG48VRChJnqlqzJoRuAfmDFuJx02axWsqarUAB6BhCygn0h1FIz4tazMV3c9ZS5Z0pFH2ApygHxkTJapU8qKilQtQ6m46NB1C8uZykC5JOkC+Nz0mV4VoV4h8Kgee8Vh2JOMaZi4vjkGamahWYKAISasWYgjS4pDRheOOJYmhSJhDEmiVtY3os6g3vq0fPO9CaZQ4VmB8rerGPpOBMrEYcMxSR5g6vzhssFVNHNzpBFM4G9IzY2clAd/LUwCxUybJTkCXyj4nJYaNfa3KBmH4mc4CgsuasfEelHGlw/SIR/wDO+ymgtNxExc1KbCvoLgVY3D8vZq4HxHvCqWVJKkBCgMo+FTg16pNWPxCFfESkYuXklPLVKGa9WAqGy7Qd4Hw2VIyLlk5lFSFrJJKn3BeykNbfcxR8VoKUuV+hhneIVY6gkafh2EdFgnACoYbtfyo2seQCoAKSLVS3RhX7GvWAPHcQFEJBs56XA66+ghgmTAl2I23qNPzcwu8Tk1zmYglTAoHxJ2/KXhrAuwXLUHbVniU2QpwoONim/tEBiUUNCUq9jvBpLEAhm0aM9E55WvQsqxJSR3hJJepqabvXWOlYwKOUpJH9TCnWNPaDDOUkXDn1b7RLBTwtNQxsRDaoaDctkDhvFL/tU46M5HsIL4udkyJCCs/0pG1STyct5xhRlC0ZiwBJF70Z2tePMDiQqYqapRGYiXLTuCdr8/XaMlZHKvIKYZHeDvJicpIoHsHp52eLkcAmKSFJAY2BIcg1etNd4uIYNFkriQCq2FPCSLe0Sk36DhnTByuzc9fhSO7P9RysPm/lE5vYKWjxLmzFH9TMATroSByfzhnwWLRM+Au1940Youhtz84T5JLR0NKWxTTwicDlCCoaKcVGkZcXgXDTJZZ/1J184bznH6SzU/BF8jEhYKFhwaV/eN8jGPmPFJKUBGVIHiNAGGmlocOwSy80ZQklEss1AxX6XEZcR2WmTQUEAK/SoFwGZyWNjatY0Y4zMNNosA5ADRwa6uN4rKSlGl2TX8YwcQ4OmaxnJSrLZ0uRvzYxkl9k8IVFfd5v7X8A/wCUUFrGnKBB7R4i+ZHTL++sOGFn50JmM2ZKS30iD5xXY7SYhYDgMnEqmHDzVBIPhGZYS1QSGNBmB023hgk9lZBlBMxHjIclK1v5FRdopGKk4I91LlEklySQKKdTA1JZ2AaKMb2kmKohpYtZ1ep+gh25N66MkizGcBk4ZGdKZsxL5SkzVMnV6dG84zqxsoIUUYTT4lywUjRyo1P1gfO4vOsJq3O6n+biDHH+IJMhEsKBVMCSpiLM5dudG6xqfsOhflYskgEkSn8SE+ELBoaJYAN66x2K4RIkTpM3DkFC1FJDklLpNC9fWIEtGvhswEglI8K0EPzJT9Ye66EyRUlQF7RcIQS6UhJF8oA9RrDD/pRMCZc9Bai3c6OBv0gzx3hUtTn4Sa0sfKFzspw4JxU+WtTBkrBFquC7843PlBohGEoMZO0C0zSkZs2V6ijO1j5abQDThkJmOQKCpNfywjRjp+QlND5/jisYkTlVJatqaecBKkZLJN36LjxJEhRmgOMrMKVJF6Wgbw7jExSUspkhThIADeLo+p1jzird0rNQU9XpADhE8omAE+F6itR9HpFIwTVlm+LSPtCMQcqSSWIcEPrX8aPIxcEW8pPhUDsoMWcs9Q9G9Y6EHAPE8QEDxEE6kqLsW669NInL4LImAqSV1vWx8xATtXimlhKSQSu9qVNw220V9nOPqCkoUhSnISSkP0J6PXk8NKDcbRLlUqJ9pOywEqZMlrLpBUQRcC9Ry5QO4Jh8SqUmYhOdFR4VeOhbzgx2v4yoA4eV8ah4z/SnQA7nfbrQT2c4hMkApFrkeTPyNo0XLhsNeWjsbMUog/qGnT6xXh0AkLFCbiNc3IouksWertWMmEUHUOZMEaLTIY2WtRVkSVUy0qz3Ps0CRmSvUKSdLgg8ucNOHKxKUqWHWVEJe12foKmJcI4KJZC1nNMd3Fg/zuaw6kkjmnLyYIwvEJ65iEGYb1DC1zo9ngn3C0hyaeUa8VgEd8mdQEAhQJYKcFI86/KM+KWkgpS3NoWTT6GxSd0ghh+OTwkATPUJP0iudxWcqhmK8qf9rQJlLpE0Tj5wnFHVZvIWq+Yjm5jNMwi01llaC+jj5Rqw80m7xrzXjdHNLNJOmizgvaXuH/ilqLtkASoktfzqLmMfEOLjFKUsJKAGSxYvZTlhQ+K1YoTw4T8SiUQVeBSgkHmBUvQftGri2EEpRQCkMBQCgp86RuMV+o8JuTMHcn+ow84HECVhELVZMtO7uB9TCpwTCd5OQlZDVN2zNVh+WeDnaniCUyxIQ1SMwH6QGYctOgHOEntpFhdx+MXNUJhCQpg46C8SGLSR40t8oihqOoJGpqW8hX0i04SVmGeeG2QhR9yAIbSFlBS7PMPh0kFTX6084pVhS7pDj3jfkwlhNmpHNI+iY2YXAYdTAYlRcsBRJ9CIHImscovTAAlk/pPvGfH4lcuUop8NQ9Ls6m5Whww3ZySX8S73zB/+2AnbjhQkYYlCpiiVpBBKSAKuaD3jRkm6KO6NY7QkoAUAaa39beogQmR/E4koSsoUZSlA7KQUkO1xU/ghckY2awFywoRp5RZwTGpTNUtZCQE87VJHO3sIp8XHaIuSoOJVNw82arEZJqglISl3SCSKsAAS241ghO42udKSFM1x4QDRw1KN0gFhpC8StU0+GXZL6h9N7VPlWJ4RPeTAHPcyyKp/WQ3hfUUqYMop99mx5FFGxGAm4jwoBCSWKyl0ga8oLSOyWHlLSTmmE/1kUtbKw11e0GOF8Tl/DRNGAJa3s3pF+OLLGw+oJ+kc7yS66LeMtmfg2IKpTKWcyVqSS+xpysfblHRm4WsKVOShVAt6EMcz20NhUR0VSBYrdoFoK0hZDMSSbE2DPdh+WjNImhKkqQUnKQQBamhagiriaSZilzpKyh2EwA2G/wC0BMXkCz3SiU6HUffrFVGyXyU+hgxc5S6qJJ3+2wivDYyWglKxUinJ9K2LfOBWBnqWSCoktd9/eNGK4eCSQW61gcUtMdtyWgkUoAcZnZmjJIPjOxMUSStAYgrTyuIqRjRnIAc287RuLMml2fQcHg0IwqTleZlS9z8V2A6mpjJnNjSDuExclQDeEt+php1iybiZChlUUn19iI5uTT2hJwjLaYAT1vHIwz2Q/RP7QcRipCPhvyB+Zjv94lv+r0H3g8n6Qixx9yM+CkTUEDu0kbKag11cQU/2+Wr4pcs8sqftWMZ4zLDUV6D7x6rjKaMlTc2hWpMrGUIqrPeM4JEuStcvD51AOEpFzQWAqBc6sI+ZYnET01WpaQ5T/SXFw3Jw+ziHniXbOXKOUSytXJQAHUsatyhYxmLVxHES0EplBsqXLtWt2zKNKUsOsdGFSS8kLPjLoPf6ch88wqKlk5K3SEjMPUqPoI7tIod8qu3yP2jX2Q4IvCqnlakqSQnKQC5y5iS2l2YPaMicYme83IpOZRYEVYEgPSln84R7m2hnPhFAVVOYPKJpWGFPl84L0GhMZMWlayAwSPoIYWOa3swqBZiXFfnHBW8bP4HdQjHNwq3pUcoxT5YfZU2qb76RwllnUpy21Pd41fwi0ICikhLs+j/gPpGeYH+sax+9liOJYk1VPVl0Ap5kgAv5xDEYha0qC1qUK0Uon5mIKVptEpCCokARgaQP4cM0pSRQgFL8i7fOBGJkKQFpKXcAkj9IBv5wdw+BMtZdVLENGTjyQh2W4Wkex94pF7ISlGSr2HFFczCShKoVJDgFqNUP6CMmDwq0JyOxe+1KDpe25i3szPKsOkbU8nL/AEg1MDDzhJOtEk+D2rBWGmmUoLypWf7wSBzAfeNHFOLzZ7JJAFHCaA11ufeLOJLDAQIkK8bb/QwlXs7IO42MXZeUP5mbXLoTo2heOjX2cBAWRm0s+j7DnHQTA2RPCZUxFC6iG2JAP/aQesInEsMULJSPBtDvhMzzQkBlPnUo6sMpPlAfF8OKXE0E7EEMSbgMfvDwdNnNku7APBk/zDszwbgID3MyjpB321gzKWFAEa/n3hp92WxPxOZq+0Y8JLSZhsTmHzjcsQLwEvLikgVD7+Z+/lAj7NkdIcULizLzaB3eEGopBCWoKAMTOM8WdHGn510j1CYrxeJRLqtQHLU9BcwExPG1LVkkpZyzm9aWFhDKLYUrCuKxmUsGLa6CBmO4qGorMfYfSBasNOWfE/n9h9o2YbgSlhvEo7JBpz6ekNxiu2dEY10jHJlKWprk1JMHuH8HUhYWkkKFUk6HdoEcMxH8PPKZo+EqSrkRt5j3jfN4+ssQnKlwSaElIIcAkMDu3SHlyfXQnKukMuDxk1CvEvPyIprtWM+JWuY6hQuaOdH35NHvCVfxAUZZDC5LUPMXEUTp/dkoWFOFKcpSprltGZm1iFKxJObWyciaQod4glLh8qq+7QYkrw6qJSBoyiQfUn5GF6djQtJTLmJCzRJXQA89qe7Rh41wKYEBZnCcsM6RShDnLU5mJG1PSNxTe3Qcd1dDVxHhzD+W55ajpBHhfDEy0uQFK3p7feE7A9tDLlFMyW8xAGTQKfVWzD15RZw3tzO71KcQhAQSAWSoKQ9j4iXG/L0IeOdUVioJ2M87hpmkKnEZUvllodh1NCo9AIXOJcVK3QgBEp6JAZ23+0auN9qaNLOQf1G56DTTn0hSxHFk/pBUdSdT84GODZZyS7NizeNWCxqQtMqWM+sxQsKe9WEBsJg5mINTlRu1PIa9YZMBhEyklKRdnJqSQD94s0kc2XJeiGJQM/WAvGOFzJygUgCUlklZIADmpLnYgwZnn+YOVfmIHcSxpUV4ZH68qip6BqNQasIEbT0TgrZf2dloQlaErCilahmsCHZxyNILTZpOn7VeErC4pKJiFOGTMU45Et8nhon4hKQVqV4RX889I0ls01s0BAfMplDmSB7XjXw3BYOcugUoigTmUQFbuGoBoTCVg88+YpRSQgkup9rDn9I+gdnuHGSklXhSbJbU61O1PPlCZFxXeyuOUm6fRtk4XLnyJDZgOXwg/qO70rrHRKSVAeL4iSS5LeRIILBucdGXRcRcZjMkxGoUtKSkuxD3JPxN6QT4jhRPQUpchLKBr4TbVIOWpDuYF9o5XeXLZbE0IPPTQVjP2f4spJVKmuQojxVen6SRdN257vDyjatCJ0xl7PcPMuV4gFFd3IoLsL0HvAXHYoLWpWUM5ZqU0sz7waxuPbDqy3yhP/2o4OtHhXSos28ShbtsqWFiNR+8U8Hw6RPLFwHAf+rX6+sWNWKsBQE/1EqHmXHs0VT0xJx5aDU1TFiKGLsK4cDm3WB8zFOAFAK52MY5XEFJLMw9YFHP8MrNM7hyfimKMyYb1YDo35yiciWlJoAAK7Wr5xEF67xxSdNo1tnTGHFGzhmAM2YEhL6mrBqa6bQ7SJMuSMqcqAbBw5LvrVUJa+0U8JypShCbeAfeN/DeMS5SUliqYfjUp7nY1p8/lKUZMZug9xDgeHmqzzJKVK1UaW3s4beKzwrDTZXdhCShL5QHGV7szFJrekC8TxZc0D4cuw+tYpkz1pLpLHf8v0jKMq7OeWVX0YJXZrEyCsomqQhR+KW7sC6bVpWNMqWQkAkqVqo3VzLm5gzK40oJqgEj8s0LB4jOmhS5eHKmVorQlQ+FsxsKxROUuyckpfwsIgPFKZYzEPArCccXKm5cVJZBv4VpUnmK+ID5e7QrConyxNkLABdixL+SiCNYz8ewLG30Ap2BlCYpagFEkGooGDAAa2eAfH5qVLBF2r9Pr7Rt7SSZuHmBLlQIBz5aE1cB3tT1gJh5ZmLCRVSj/knlFYL3Y3FRLMPhlTNaBg5+QgxwzhAJchxufpBLC8JYBIBVsGMF5fC5jURQcxCSyBvXirMQQAwFhHoP0/PeCX+0zD/SOp+wj08HvmXpYD6n7RNyRNY5v0L5PiJ2ELMjFH+JNmNH+XvD9Nw8lKFEAKI0JcjyMJuNkgYhOYO4IrZ2f5w8JJlFBw2Yxw0ZlIUCxqk/R4hxKVMZysrCf+nqLeYhzwyUDKe7QQNCkekFP47CMy5UtBNACEh9PnB+RpjJwl+BZ4XNT3KcqgpQAoAfJhe5vBvD9oVTAJcxAIJALEg6MbmusB+M4CVh5oUJeVJYp8RAB2LGgNwaNRzVwQ7OYQrmrWpJBS5IN3NBpolvUGFklLYccatMZpk4ZUgOOb09cvTWsdHsmdlLAJsNac6MSDHRioscQwmdNQbbA/I069KQFlYJOfPMRMKj+qvUZSmzeUNktiCzuHtoBy6ekXAVDAilwxf6iu0NYjjexNHEFSgUKlGbLNGV4VAfVt784kcThFj4pspWneJdN90g05vDYrDhVnDOC/LzNKwOncPC/DlBN7E0e348akZckKmKnju1FJB5gg9Iyqx5CUs2b5Qa43weWhPhyBZ2L0vvR2HrC8cCtnYDz+0PFRBJyCmGmFSAVc67xWs0tpA+aiZRwqlqH2akezsauxDHpX3jcPoKyV2E5GJCU1LARtw88LS4cA7iFZyS58X5yggjETlUt5AfvAcDLJYbDbj88om1oE4aTkOY+JW+31841fxMI19FE/s1NFmc7n1jD/FPaJpnnaBQdG+UkM5Pk7e8bMFwvEhpksBFNSxZ3qGNOvpAoLcMaOWv5fWPoZp0tp9IScqBWwbjeFyp6UJxHjUmrpzJr/y1blyjD2lwxRgliSSkS8pZJIISk6a0FfKGJO0CO1HEEyMPMVTMQUJfUqcWOwctyhISdoDSo+eDEqxM+X/ELJSKKJYMhLrV8LaBVbx9B7P4/DLBTh8oIAJSE5S1quA9fmN4+Vj2h6/09mycqw6u9cFTpApoAQS4vdr2jpzRXEjjexxA/KRDEY9EuijvQR732gjDxHGS0hPfFPiLJBuTyrQxyRVlpdaK5/G/6U+aj9vvA3EcRWtwSwOievrFU9Sc3hzN/dp6GsA+JcXMqYlJSCkh38yDyp9YvGC9HI5yfs0Y/RO1TALGry5C9c7+VNYNzwySpRFakwrYvEGYSRRKWbeKxVixHbCl0sDpQ7OIo4p2UQmQFpnlc2juXCqVCWDitQT01gRhOPBICRKUql3A30Y77xpTx+YRTDEv/eP/AB6QEpJ6Gja9EZnGVzU91OBUrMB8PiyAF3DMWIT1BEEex/EHmLloC1yglwoJZtk9LMORalg68XMUoH+HWFlVRV6BtRa/7Q59m8H3UpOdICjmJ6kkgHLYgMHrBkkkVhybCSVZt35KD+uukdEpc0P4mHRZHyEdEywLcB2ytzr6aAWv6mLQgWBAJ+Y9m+8UoZRbO5ezOTTnr7RJsr2Na0T5P9/3ggJqWHrpyD0bbz10j2dMDCpSa1yNzBJbr6mKcz1sDyFPLSp2NzE5qWBejctnBYOdhtBAXcIlhWZVCymFLbtTV4r45wvvHUACTffqIF4fEXUCR4t+ZH0g1hcelXhJY+x/NohJNStCqcZeIozuHrTp6hjGCYNI+kTEOKsRsawNx/BJUwfAEndNP29RBWX7KJP2IIIBooNqI2SlJIjRxTgZlmodOiw48jsYF9wRUXF6xa0whEoESCRGOTUV+ced4UuWpAoNhGRIKyyUknYA7RBoM9h8alaJgT8QUHHJqeT5olxfgq1TCtBDKUHFiHuRodTp5wnKpUzWbOz/AAwCWZigCVA5beEb9T+XgzOlPUODuIxzQUSkpSKDKm9WKgNq+e8XzcUUmoLHVoi23sBVjcYqUBUKJsKjz5CEftTxgThlJzKB0snpu7kQwcewCp2ZMtQGZNzYMbHUAilOcVYPsdISgKmkrULlyEhqM21NYtjcIq32RkpSf4E7hXFUyStK5SZiFhlBvFyY+7fKH7g3DpKZYXJSGUBVOo5m/rGHtJw2SqSUSwkLBzII3cO5GhBPmx0juE4lUqUiWMvhToBfU13LmGm+atA5KDpjHKmsA4bq0DuP4aTPl5JiwKuki4NfUMSCIFzppUS7k7mMGOx6JIdVVaJFz9hCRg70K816oxzuBFJJRiFMBQkEdR8VvKAGInrXRas2UkAkv1rqKRvafiiSTlljrl6AfqP5SCsjgUpIqkqPMkfKOlPj2TsXJmOWUd2S6ed2uA+0ZcxALG94bp3CZRcBABahrAbGcMEqSSsgrKgAzsBq3OhgqSZrQW4BISpKHIDgAnrp10hnlSEhNgRZgKkNu31eEvs7hyUKIUR47dACOh5x9Bk4kkVJdhVzUnQ632ETlplcddHSc5qGINvF7fF+NFpLFxrQAUPLRtjeIqklgWd7VFvLT6xJQozGlb0fW1RbXRoUsSStb7kgnTetQ+vzjoqmulsvi0r7bvHQDAlc8sPEToWHt5j80i0rLAk02apvsbesZwhku5v9P2i84tQrdtwL22hgF0qbonwjo1Olj5RGcoF7VqTSpYaUtveKM5ChZjmLVannHScRqUguBQ20jUYC4nBzCoqTNUH0H2ciKhJxQpmCnsFpDnTRiTDHLmeJq1dq0FzZq2FzpFSC1U0DO0GxXBMwyMZi06IVamYj5gt6xrHHJgoqQXe6VBn8y8a+4HiOx0Adna7Uo/rFq5RATXb5A784Vxi/Qaa6YMxfGlsQZa0g0+BR92aBC58rVDeRENHdMbkuGbQPT2ePFoo/5eMkl0BxvtiXmQ/hK6ixIO3N45RFXJb85w44uUmgKQSQKqANyd+m8ZpOAkKf+SBcX38uVII91oTsFOXhZmdBBTRxuNAaUh17PccTPQxKe9A8SWIF2BDiot0eMR4VKaqH/wCZVfeLMHwOSjLNlhSSCW8T7jWh8xGnFSW+xFp66C/Gkr7lQS1Mu9QlQO12BgEV1qVA++350gjKSpSQ8xfiBf4WPkQw8oxYnhgEwIzrrq+0JGNAyRcujZI4hLIGcFxQmjHyeMvE+PSwDKByhgokl6OzBuceTODBz/MW9dRoD+esZsb2YQpiqYskgtajOdb6+sFQjewNTqmC53FFzfBJDPdR0B+XWDGHGUJSD+nX85RiVwwoBQiZlAb9Ka8zuY9GGmD/AIvqhP2h2vok8bNSwCCHve+vMRhlcJkO5BJfUq994kjDLP8AxSL2QjQttGgcLU9Zy/JKBy2jJNezfHIvSAwFhsBRhWPac9dozjhxt3q7tflyi5HBUkFRWs0dion5mBQfiZFfM78oBY7GZyqWBLSB+pSnfZm1+UGpvB5SVA5QakVA+sXnh0tKR4A97DWCqQViAHBz3asoKVBQfwhVFB2uK9YecPLUUpBNMtvr84HSZKUEZUhyQPxoIYdXekaClD4hY7xpO9lIwpmnOADfkzG7V63F9ub1iY4AYc7crDRrVvSPFqoDYkrH/wBSBrvHqHYAsXym1vSFKHi5zH4ko9vK3LSPYko5bU6ef2joxj//2Q==
Las tropas comando: boina verdeAmigos, ¿alguien podría desburrarme en el color de las boinas en el Ejército de Argentina?
En el Ejército de Chile, que yo sepa, hay de tres colores: negra para comandos y paracaidistas, verde para infantería de montaña y roja para caballería blindada. El resto, sólo quepis.
Amigos, ¿alguien podría desburrarme en el color de las boinas en el Ejército de Argentina?
En el Ejército de Chile, que yo sepa, hay de tres colores: negra para comandos y paracaidistas, verde para infantería de montaña y roja para caballería blindada. El resto, sólo quepis.
Las tropas comando: boina verde
Los paracaidístas: roja
Los montañeses: beige
Los de aviación: azul
Los mecanizados y blindados: negra
Los de asalto aéreo: bordó
Los buzos de ejército: marrón