Pai nu stiu. avand in vedere ca te duci la o plimbare, in parc presupun incearca sa adopti o tinuta lejera si nu pune atat de mult accent pe bijuterii. poti lua niste pantaloni scurti, albi sau o culoare neutra cum ar fi nude, crem sau bej si un tricou in aceeasi nuanta sau ca sa fii in contrast ceva cu roz fucsia, albastru sau un roz bombon sau pal..sau daca nu ia o rochita si cu ocazia asta ai doar o singura piesa..baftaa:X:X!
Daca imi iau pantaloni mov si tricou negru? primesti funda, apropo!
E ok si asa. oricum sa te simti tu bine in pielea ta si sa te bucuri de compania cu care mergi la plimbare.:* mersi pentru fundita! pupiiciii
:X:* cu placere
Pantaloni scurti albi cu tricoul negru sau cu cel in carouri, o pereche de cercei ca acesita:
https://encrypted-tbn3.google.com/......ps?/images
si o pereche de balerini albi sau negri simpli:
data:image/jpeg; base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERQUEhQVFRQVFBUUFRQUFBQWFhQVFRUVFBQXGBcXHScfFxkkGhQVHy8gJCcpLCwsFR4xNTAqNSYrLCkBCQoKDgwOFQ8PGCklHBwpLCksKSkpLCkpKSksLCkpLCkpKSksKSksLCwsKSkpLCksKS0qKSkpKSwsKSwpLCkpLP/AABEIAMMBAwMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQIDBAUGBwj/xABDEAABAwEEBgYHBwMDBAMAAAABAAIDEQQFITEGEkFRYXEiMoGRofAHE0JSscHRFCMzYnKCkkNT4aLC8RYkY7IVNJP/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBAX/xAAlEQEBAAICAgICAQUAAAAAAAAAAQIRITESQQNRE3HwMmGRseH/2gAMAwEAAhEDEQA/AOhhiWGpYCUArpkjUXArNEZ7ylMhx15nO/kRThn4L0DReetLXPsl52jU6JEz3DcWPOvQ7wQ4KWLj21D6BuFKDAVyoMMAmWOaMTq91VXWe9fXt1mga2QZmG7yUtgDesa88BXkuL2yyzhOdbhs89gTLrceP/5uTP2/8ppyS228bj3IdER2ypxLXcqAjsKnR2pnEKFK9jusyvNuPeo+u0f0/ifmiXlcGZtMz3FVltuOGfHBr/eZg7tG1NRyNr0HFvA4jxxUkO1us0HiMCrtNTqpN16VXjYeiaWuAbHVL2jg7rDkdYLZXD6VrHaCGyONnk2tmoG14SZd9FjYZ6DrHk8E07Qo9tZHJhIIncTUHsOa1MnK/HPVdrY8OAIIIORBBB5EZoyFwixWeaznWsdoli/KHa7Dzbt7QVorB6UrZFhabOycD24j6t/8cQe4LUrnfjyjqmqj1Vj7v9LNgkoHufA7dNG4D+TajvotLYr7s834U8Un6ZGE91aq7Z0lFqTqp0tRURDZaklqeoklqBgtRFqf1UktRUctSC1SS1NlqIjlqQWKQWJJaiozmJBapBakFqCM5iQWKUWptzUEXUQT+oghtoA1KDUrVR6q2zsmi5R6b7hwhtTR/wCGQjtdGT/rHcutAKt0juRtrsssDv6jaA+68Ysd2OA8VKbeXrPbHRu1mOII2j58FoLBpM0/ijHYRlXlsKz1tsjo5HMeKOY4tcDsc0kEd4UclYs2645WdN0avx6VDkG0y5jNOQ2JvEH8w+oWauG/vUuAeC5m0A0I4t+i3lht8MgGrKBXISCnjh8Vys09GOcsVzbtrkGnwS/sNNhHiPBaaO5K46lfzRn5KTFcxya8E+68UKarXkx7rBrbjyzTf2d7cseeB71uZLn/ALkRw9puPwxQhuBjz0X04O/zj4on5MWKZaT7TSE90XZkHgaLaSaHu2AEbwaHxw8VBOiZJOVK5OGPeFdMW4/bLG6xmwlp4Go7iklkzcwHjhn3H6rSO0YoaYg44NcDlmaZ7Rs2pbdF5SKtJIyxbkiceqyRkjdg5uqdxHycmZLjidiA2vCrT4LWWjRuYjFjXcwqi1aOytyjI/S40/iVWt29q6ATQ/hWi0xU92Qub3VCtbJp7eEX9eKcDZNHqnvbQ+Kq5IpWYEEcHAj/AAm3Sk9ZleIoU2XCX02lk9Lj2/8A2bG4Da+B4eP4n6rSXR6QbDaaBk4Y8+xL926u7pdE9hXIXNbsLmnjXBR7RZtbrBr+Iz7xirK534p6r0RREQuA3PpHarIf+2mdq/2Zekw8gcB2UK6Jo76WoJiGWpv2eTKpqYieebO3DitbcrjZ23BCSWpUcgc0OaQ5pxDmkEHkRgUZaqyZLUgtT5akFqBgtSC1SC1NlqBgtSHNUgtSC1AxqIJ3VQVFfP6UbuaafaA79LJHDvok2X0pXe92r68NFK6z2vaK1pTLtXM7Lo9CwUDGuO1zsfijfccJOMba8qfDJY8nT8VdtsF7QzgmGVkgGZY4Opt2c1JJXA/+nQ12tC+SF4ycx5w+fireyaaXnZeu5trjGYeOnTmOl/7LUyjN+Owj006LiOZtqjb0ZujLTISgYH9zfFh3rljl3H/r+xXlZ5LNaKwOkbq0lI1Q/wBlzZNhDqHGi4velhfDI5kjdVzSQ4ctoO0HYRmiRFqr/RjSL7O+kjRJC7B8Zof3Nrk4eKz1UYciu/XVcUMzGzWOV7A7EFjjSu0OYciNoViG2uLrsjtLBuox/ccCuJ6IaazWGSrDVjuvGeq7jwdxXcNH9NorVHrtBoKa1MSwnY5uY55FYs064y5Civ2EYP8AW2d26RpLew4j4K4sobrahatMUw3toD8/knYrRDJhVprsP0KYn0TgcdZgMbveiJYfDDwQts7Lks7Wg6vrGOOA2ivZUKqktdJJMehCyrwM3PONMc8N20qWLPLDr68z52tbVjHAa2tQ4VGLtneq5sBMccT8JJXetmwzaT0q4YYACmB6KOdSrDZwGmQ6xcS41O4kEAAbMG7Fc2ZrAAA9wPE7duDhRQbReMUT2NkkEeGsKiuWA2ED/CtrPO2QdB8Uo4EV8K/BFk+qDoD+Vw7j34hNmJu1hHGgcPCqcdA0e/HyqW+FUtmvSrXNkHYD3hF3Z3EJ92xv2Mcq22aHWd4NYwOIH0V3LK09eMg79UHxRt1D1XlvCvycizJibR6Po6HVc4dp+ayN4aHSsdg3WG8dE+Ga7KYXUwLXDiKeIw8FBtcAp0mkcRiPD6Jpvzv7cLt92uaaOa7ngfgquaz7HDW3EZj5rrV73OH1LaO5LM2649UGra9ijW5Zpjrs0gtNjd9zK5gzoDVjubDh4LomjvpjY6jLYzUP8AdjBLDxczMdleSwF6XaNVxGBGI7FSOw7RVbnLz5Y6r09Y7ZHMwPie17Dk5hBB7RtThC823FpHPY369nkLfebmx3BzTgV1/RL0oQWukc1IZsqE/dvP5XHI8D3lVhsS1ILU8QkkKoZLUgtTxCQWoGtVBOaqCDkNotuwYbMseQG0qKYjmQ4cnivbVIdaanX5hg38Sjc0k9PLcNq876M3rZ0DjQcXE+AREjie4fFVtut+sfVxHpbdwH1TMdhJFA4tI4nFVjyt6WFquyOTrMNfeaWg+Gaz16XG5vVq9gGHvNG4t3clcQ2fY4uB/U7HxTksD2+26m+te+qsy0zcJkw77ORliE0tnaLvbIemNR39xg/9m+0PFU96aPyRCrgCw5SMxae32TwK6S7ccsLFKHKzuS/pbNKJIXljht2EbQ4ZObwKr32chI1DuVYehNDtMbineDQ1wbHaNsZNA/jG72v0nEcc1qhZJGdR5pudiF5VgtDmkEEgjHtGRXbND/TTFIBHbgI30p65gJY79TRiw8qjks2Ok+Szito28RXpmjttRTHhVM2eImZ8jhhgI8sqHWI87eCuI7RDMwEOje05GoINckxJcERxbVvFjqKM6lSLtMcjcS12sThUHAYAUPLxRWrROzvNQzUd70ZLD/pTUNyxtaABkM8a9+1Otsr2dR7hwPSCOnjheqYN0WqL8G0lwHsTtDx/IYhIlvp0Z/wC6s7m/+WGr29tMQp7Lxkb12Bw3t+ikxXlG/bQ7nYFDxynP+ldDf0D+paWcn0B8dUqbq6wrqxvG9p8jxRWi54JMXRxu46rT4qsl0SjB1oXPhdvjeQO4oztOdGwbXxnjWnfl4pEpkAqC2Qdx7xgoDo7dF1ZI527pG6jj+4YKK/SJjTS0RSWd3vgEsP7m55biialOzCNxJe0tdvIIPeM1UXlY2EHVkP8AIH4rQw29jx0JonjiW18D8lBvazDVJdG0jEktIwG/Gmzii8z25ZpRZvVscSQQcBhQ1OHasPMaq30tvts0xbFX1TThU5na6nwVEHrUjGV2UjqkoFVG+0L9KMlm1YrSXSwZB1ayRjgfabwPYdi7JYrdHNG2SJ4exwqHNNQf88F5cqtHodprLYJKtq+Jx+8iJwcN7fdfx7CjNj0KQkkJi6r1jtMLJoXazHioO0bwRsIOBCk0VZN6qCXRBBxm13VqFrhkXZbia/RQp7S0YbXYD6rU3rFWU+63Wf2nAeJWctF3F0lDsaKduZ71wr6GPM5QX3I0jo4OGIcM6/NKs02Ijm6LvZfsPbsKsrO0xmj+rsO5T57mbK2hFQcj9FNtZY+PMVr4K4PHJ2z/AAUCwswdi3eleoks2EgMkPvUq5vPgrCKGrdZnTjO7EjzuzTScZftWSWTa3EbtnYhZZXMrq5HBzCMDwIVgbG5vSj6TTmPoj+zNkFW4HzgQib9VS224oJgS0epdtDcWV4tOXYQqG16MzR4gB43sNT/ABz8FsX2bGhGq7ZuPLemQ50ZoR0d2YHKq1Mkvx439sF6ppwIIPFKN2jMGi3892RTipaK7x8jn4qstGh9BWOTV4Pxb/JuI7Qtbcr8f0rdHtKbZYT9xLVlamJ/Sjdvqx2APEUPFdIuL0wWaSjbVF9nk99mt6s91S3tBHFc2tN1Tx4ujLm+/H0297cu0BRGuY7aORVc9aeibineD5Gess745mb6gjtfFWna0JTNIWsP3zTFs1jRzP5ty7aLz1ZDJA8PgkfE/Y5ji34LVWH0uWyMatqijtTMi5w1ZKfrZ8wUa3Pcdxgla8Aggg5EEEHtGaEtja7MA8wuOWb0iWKutCbTZHnNvRki7ga/6StbdenbpKaktmm4Bzo3/AMTj/pUTeuq1r7qHs1ad7SUTRMz2g4bnDHvUOz6T/wByKRvFo9Y3/T0vBWVnveKTqSMdwriOYOI7ka/JffP7MOvjV/EYW8RiEqOeOUYFpG0fUFQr00lscNfW2iFnAyNJ/i2p8FhNIvS1YWAizxmd/vEGNnOvWd3DmnJvC+tNxedxWQNdJJHG1rRVzyA0AbyRRcQ0w0qjc90VjMjYcWuJe6knJpybwOJ4ZKnv/TC0Ws/ePIZWojaSGDdhv4nFUtVpzv8AYqqMIqoVVQuqNI1krWQHRBCqCI6N6HtJDHO6yvPQm6TK+zK0ZD9TRTm0LshC8wXXajHLHI00LHteDxa4H5L1BWqsZpKCVRBVHOWyxzRCaN2s1z68QKg6rhsI2jgmLbZwyVlcA6rQdlcx80zpNo6+7ZHWizNL7I8gyw1P3Z3j8uOB2VocKFWbPVW6x1YakUPGo2EbDRcso9OOe4UboDhkmGXe+E1aKt2t3cQn7qtz4aNmBdHkH5uaPze8OOYWsis7XtBFCDiCMQeIKzI6T5bOL0prNZmTMwxGRG0cCqS16NSWZxksw1mnrwnI79XjwWqmuZzHa8WDt2x3NWN3ziTouGq8ZtPyV0ZSa3j0yF2QR2gF0J1XjrxOw7x/uHalTXEHmsfQkGbT8944haK+dEQ93rYHGOYYh7cjwcNvP4qNYrxBcIra31UvsyDBjuLXbDwyTTPlvtnnWCvQlbqnjkeIKh2263RirxVm85j6rpM9gFNWUBzdjwO6oGR4jBVrrqB6NSRiWg0wGXnmninncXPBdZHSiNRu+m4qRZ5AcDg7aCtZJcYjcPVuDXONA05OO0CuBO2nwT3/AMLFKKSNo4ZuxFPm3tw4qaauUy5jFyXa5p14TQ+5Xonl7vwUG1XXBaqiRgZKMyBqOrxI+dQt3NorIzFh127Aet2HIqttlxteKSNLSMjk4ciP+FdM7c6tuh08VfUu9aPccNV9OArR/YexU4tYBLZGljhgQQRQ8QcQukzXfPEOj98zdhrD9uR7KclDeYJqtmjDqYdMHWbswdg5vam/tLJ6YGe62PFRhxb81VWm73x8RvHnBbm8tCQ2r7JKd/q3n4OyPI96pvtDmENnY6M7CQQCtbYsZyO85W4NkeOT3D4FJkt8jus9zubifitFa7gzictwJyLcj2Khtt1vj6ww94Yj/Cu0RtZBJR1VQpGk1RgoDqhVCqNAEYRBGgMOS9ZNo2oLG5rIZZo4xm+RjP5OA+a9PgLjXoh0ZL5vtT2/dxVEZPtSHAkfpBPaRuXZWqxihREjQVQxO0EEEVBwIOIIOYI2hcwvq4JbslNqsVXQ/wBWA1IaNvNnHNvJdPkChTtSrLpQXBesNuYXwkA4a8Ts2niB4PH+FLhY+zOJjFWZuiOHa3ceOR20WTv3Q18Uv2mwOMcoOt6sGgO/V2CvunAq30Z06+1H1M5bFaGmmpI0tDnD3XbHflI71zuP0648t3YLWyVusw1GRBwLTucNhR2q6w7EYEZEZhU7rue13rIjquA2EFrhuIyI4d1Fa3VfjZDqPGpJ7pydxadvLMKLMrjdw5ZbxLDqzdjxkeal3hdcU0ZDwHNIrj8QRlzCXLZ2uGKr4o9UkBxLK4N2VGfNWNZXGzc4qviZ9liLdd8o1qRMccccGtFOO1NtlDHDXq60PaX4f0hQDVbgaYkADac6JxwMcpkkOu951ImtaTqN30r39m9S7BYvVgvkJdI7rOJrTEnVFNgJIwz7lXGjst3Nioal78QXEkueTwrhlTDYp9kBjJMjOthrNxAGweKpjfQjlItcL2MJpHJ1mgbzTqu5ZDBaKCU6odG4SxkYYgmnB23kVGvEpllaelGacur2t/4Tc7AcJGgfmGLe/Z2oCFrjWNxY7a3Lvaltthb0ZB+4ZFF3Z2rrXoxG4VA7jQ+Gazd66ENk9rEZVHSHJwxW4+z0xjIFfZzaezZ2JuSSn4jdX82be/Z2pYsrjl56L2iE/du1+BwPfke5UVstsjQWTxEt3OaCN2G7mu7Wi6wRhQ13/VZW/LkDsA2ld+Szp0xs9uPSgRVfBXV9qJ1SP2nPsTtnvaF+D+gTvxae3Z2rU3tomGA6uHiFiL2ut0bsW0Dq0plUfUKwzwknljU216JxyDWbhXIsyPZkexU1p0PlHUIfwyPjgkWK85IHVjcQNrTi08wtddGlME1GzARP3n8Mn9Xs9verzHHhz+03fJH12ObzGHfkmAu1vuM04HfiCPoq616KRv60TDxFWu7wnkunJUdV0eXQKD3ZG8nA/FMO0Ah96QcwFdxNOfo1vT6PIzlK/wDgCpVm9HMOFTK7taK+CbNOdNYSVttEvRxJO5rp6sjzLfacP9o8Vu7m0TiipqRtB3nE95WtsdkoEZp27bE2KNscbQ1jQGtaMgB58VNASWNToC3GCaIJdEETaO8KJMxT3tUeSNVpUTsWY0i0YjtAr1JB1ZG5gjKu8eI2LYzRKBPCs1Wc0X0s9RILNeBMT8o7U09B42esr0f3U571ubwuYOFXGuREjdm48OYPcshe90MnYWSNqNh2tO8HYVU3PpLarpIZLW0WLIe9EDurl+k9E7KKcNOhwXrJB0ZwXs9mVuJA/NTrcxjvG1SGyaoB1teM4tkGOGytM+ajWG8obTH62zPbJGes33Tuc3Nh+HJNQsdES6Dm+F/VdvPD9Q7arN4b8dzaVZrKXPdI+hNQYxUENAFKjji7H6lS4La1slXtIZ7DthPvct3fuUaxytld930afiQuwcMc2na3PEYclfPhDhTDlsRMdb5OOjZI3JrmnPIg9hWen0XfC4yWOQxnMxmro3cKbPHsU913ujNYjqn3T1Sn7NfGOrKNR2/2T9EdPD3jyrLPpI0uEVsZ6mUZPyY7i12z4K6BcBjSVh2imtTlk7sSrZd0czNWRrXNO8eI3cws+7R60WY61jkJbmYJDVp5E5eHNGNrplnBqYnFpGbT8CDiEttsphK2nEYgqns2k0T3iO0NdZ5hh0qgdj93PBXWu4DGkjTtFK05ZO7FdfSXEl1kaRWJ2r+nFp5ty+CgztIweyv5mdIdozClNgaamJ9Du+oOISHWt7PxG4e81Q8rOL/1Q3ldzXtqwgjw/wALmunF2lsLjSmq9h4Yu1fmuvWmysk6TDR3vNz7Rt7Vz/0l6zLIQ4A60kYDm4ZHXxacsGnJT21uWVxu0jFMkKRaM0zTz5C25NHorp3NYyGn72DbE85D8jvYPDLguyaP22y2+P1lndUjrsOEkZPvN3cRUHevPGrgpN0XxLZpWywPLJG5OG0bQRk5p2g5oPRUmjwUd2j4SNAfSLDeDRHJSK0gYx16MlM3R1z4tzHEYrYuswTSeVZBtxjcn47qA2LSGyhJ+zBXSeSpisVFKZCpnqkWorpLTAYjonC1JoiE0QR0QVAexMPjU4sTbo0VWyxKFLArl8SjSQqKoJ7Mq60WaoIIqDgQciFpprMq+eyqWNbYCa4prNL6+wPMbtsdei7HLHAjgVrdGfSDBaHCK1N+zWgYYnVY535XHqE7jgd6Oeyqlva445xSRtTscMHDkfko1LZ06JbLlD6HJw6r21bieWLD4HwTcN6zQHVmaZGe+0DXHNowfzGPBc4unSq13XRslbTZBh+eMcCchwPR5Lo116RwWuL1kDhI32mZObhkWnFp3bDsKmvo7q+sltZK3WY4Oado+B3HgULTZGvFCPPBZ/8A+OqTJZnlr9tM+T2nB3bipVl0kLDq2luocvWNqYyeNcY+3DisrN41KEMkX4ZqPcd8lLst7tdg7ou3H6qS0hwrgQduYKj2iwNdmK88+9V085l/V/ku3XZFM3Vka1w2VGXI5jsWfNwWiykmySazM/US4t/a7Z4KzbFJF1CXD3XfJSrLe7XYO6DtzvqieFnXMUcGlMbnBlqjdZ5BkXVp2PGSui5wGB9Yw8tanA5OTl4XbHM3VkaHDcR8Nx5LKTXLabGS6yP12VqYJDUH9J/4PNVmWLW0WZrquidquGYyoeIzC5V6VL3frRwPpVtZXEbagtZ/u71tLVpxZ/VvNpa6GWNpJaQQ4kCtGHeTsK4bfd+PtMz5Xmpca9gwa3uAHYkntnKRDkNT557k27z5KVXz88Ugjz5p5KrIU8n/AD9ETm+fP0QB8/8AH1R8vD/H1QHDM5jg5pLXNILXAkFpGIIOFDXcu+ejD0k/bWiC0EfaWg0dgBO0ZmgwDwMxtGI204D580Ttktb4pGvjcWPY4Oa5po5rhiCESzb1wUgrK+jvTpt4wdOjbRHQSsGAdukaPdO0bDhuWrK0wQUgpRSSqEEJJSiklEJRI6IIukwtSSxPUQ1UEV0aafEppYkOYgrnwqLLZlcOiTD4UVn7RZFW2ixrVS2dQprGs6alZGazrJ3rcckDvX2Jzo3jrMYaVG3VH+3JdItNhVVaLIs1pn9HvSoHlrbV91KMpmg6p2UeBllsw4BdHsV8xTNAl1ccpGkFrhzFRTwXItKdD9essAo/NzNj+I3O+KyV3X9PZXfdvczHFpxbUZgtKmtu2Oc1rOPRIu+Wz9Kzv6GeoelGf2jFnNqsLDpOwkNlHqnnLWPQd+l+R5GhXH7h9Mbo6CWM02mM1B/acuwrYQ+ki7LS2kkoiccxIx1DzwITlnLGdy7jpBIKiWuxNcMcfiORWDh0zgs9PUWyB8f9p0nR/aT0mHhiFZR+le79Wr52sIzbRzz2FgIcFe2JlZzFz62WHqnXZuOYSLZpTBHE6WV4ja0dLWz5Ae0eAWB0i9OdnaC2yROldsfJ0GDjTrO8FyW/tJp7ZIXzPruAwa3k0YD4q6dMs5lOZz/O1zp7psbfPVg1ImVEbcNYj3nHed2QWYb55+Qm2+eKcr58fqjkdDvPh8wh55efkmz5+HzCUHefH6ohRO/z5+SKvnz5wRefPnaiJ3efOHegBPnz5yQqmyfPnsRNeg0uhGkRsVsimHVDtSQD2o3YPHz5tC9N1XkVjqr1FohbfW2CyvJqXQR1PFrQ0+IKsZyi2KSUZSStsElJKUklASJGgoqyQoiCNUHqpOqlBGgbMaQ6JPoUUEN8SjSQKzLE06NFU01mVfaLCtFJCo0lnUq7ZC1WFY/SbQ9s9XNo2T3qYO4OA+K6hPY6qptd3rOm5Xny33a+F5a9pa7dv4g7QohJXbL4uJkrdWRgcPEcQdiwN8aBvZUwnXHumgcPkVNrpkNZEQnp4HMcWuBBGYIoe5NUVQmiARokCg7z4oB3nzzSUEDgd58Polg+fH6pmvnwShJ58UQ5y8+cEYHnzz8EQd589ncjJ8+e1Akt8+e1Nlvnz2p3x8+e9JA8+exFFGaFelfRqCLrstf7bj2GR5HgQvOdhsbpZGRxtLnvcGtaNrnGg+S9Q3HYPUWeGEGvq42MrvLWgE9pqrO2MliSkoBArTIiklKKSVUEggiRVkCjSQjBRSkaTVGEQaCCCAIiEdUFAhzE0+JSEkoIMkKhzWZWzmpp8Sis5aruqqW13Utq+BRZrJVS4tzJzO99Ho5hSRldxycORWMvLQBwqYX6w912B7CMD4LtlquoFU9quc7lnVa3K4NbbtkiNJGObzGB5HIqJRdttV11BDm1BzBFQewrOW/QmB+TTGd7DQdxwTa6c1RUWttXo/ePw3tcNzgWn5hVNp0VtLP6RP6aO+CbTSnQqn5rFI3rMcObSPimS1VADksP8+eSbojogc1vPnmEYVjcui9otJpEwkbXnBo/cfkuq6IejWKzlsk1JZRiKjoMPAHrHie5RDPoo0IdFS1zto8ikLDm1rhi8jYSMBwJO1dTYVFhapLQtxmnQUCiCNVgRRFGUlUEghVEirEIwggilIIIIDCNBBEEUAggoFIigggSUlyCCBshMvaggio8jVEmYEaCjSstMI3KptMDdyCCzWorJWBMOaggsOhBCadYI3daNjubWn5IkEQqPRuzGtYI/wCIHwUyx6N2ZuLYIwd+oDv3oIIlX9lYMMFbWcI0FuMVMjT4QQW2CwjQQRkRSHIIIEo0EFVf/9k=
'Si la gat poti purta un lantisor mic de argint.
Cum sa ma imbrac astazi ca trebuie sa ma duc la munte si chiar nu stiu cum va rog ma ajutati?
Da. Cred că ţi-ar sta bine cu o pereche de pantaloni scurţi, un tricou sau un maieu cu imprimeu gen mickey mouse.
DaciaRomania întreabă: