Grijs acid washed rokje

Hallo dames!

Dit is zeker geen miskoop maar ik weet niet hoe ik dit rokje moet combineren. Ik heb morgen een feestje en zou deze graag aanwillen. Dit is het officiele rokje trouwens ook niet maar het gaat even om de kleur

http://www.polyvore.com/cgi/img-thing%3F.out%3Djpg%26size%3Dl%26tid%3D84846725

Deze foto is niet van mij. Ik kon het rokje niet vinden op de site en er een foto van maken is helaas ook niet mogelijk want hij ligt bij mijn vader!

Zwarte panty die doorschijnend is, een rood(of andere kleur) houthakkersbloesje? Of een felgekleurde trui die je erin kan stoppen. Zo zou ik het tenminste combineren.

zwarte panty met ballerina`s of hakken, wil je het simpel houden neem dan witte of zwarte top met blazer of wil je wat uitgebreider miss een roze of rode blouse of top met blazer. je kunt ook een basic blouse neme met opvallende sieraden :wink:

zwarte panty witte blouse een mooie statement ketting en stoere laarsjes/pumps
oud roze/ bordeaux rood blouse/shirt met zwarte blazer?

zwart blousje er in doen of zwarte crop top ofzo, of als je wat meer kleur wil wat ik net zei alleen dan in een kleurtje

hier wat inspiratie

http://cdn10.lbstatic.nu/files/looks/medium/2013/02/16/2848025_open-uri20130216-18986-j5y6mx.jpg%3F1361040065

http://cdn11.lbstatic.nu/files/looks/medium/2013/06/12/3100702_open-uri20130612-26048-r0s1al.jpg%3F1371063202

http://forum.girlscene.nl/forum/data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQQEBQUEBQUFhUVFBYUFRUVFRQUFRYYFhUXFxYYFxgYHCggGBolGxYYITEhJSksLi4uGB8zODMsNygtLisBCgoKDg0OGhAQGiwkHyQsLCwsLCwsLCwsLCwsLCwtLCwsLCwsLywsLDcsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLP/AABEIARMAtwMBIgACEQEDEQH/xAAcAAACAQUBAAAAAAAAAAAAAAAAAQcCAwQFBgj/xABEEAABAwIDBAcEBggFBQEAAAABAAIRAyEEEjEFQVFhBgcTInGBkVKhscEUIzJC0fAzYnJzkrLh8QgkgqLCNDVDU4MV/8QAGQEBAQADAQAAAAAAAAAAAAAAAAEDBAUC/8QAJhEBAAICAQQBBAMBAAAAAAAAAAECAxEEEiExMlEzQXGBExQiYf/aAAwDAQACEQMRAD8AlhNCF6eQhCaAQhCACraEgFdAgSbAak2A80Da1Rd1gdbrMK7sdmmnVqiRUqkOdTpng2Izu5zA56LkutXrLdi3vwuBflwzTlfUaSDXI1gj/wAfx8FGdNiixDIrVXVXvqVCXPe4vc46lzjJJ8ymEmhVAKqocFNP+HivNDGs4VaTv4mOH/FQu6+q9H9UOwRg9l03EfWYn6953w4RTb4BseZKJLsHq2VW9UFECEIQJCaRQCEIQJCaEAhCEAhCEAmElUEFbAod67uljH58DRrOYaQDqwE5ariWxRtvAOY7rR4TJTC8tdMtmk7VxrGAGK7zLdACZHxUlaxuWkwDy8ChmpsY+oHF7w0ZTESXxIbG4K9hm06VYiq3tWNL2kU35Q4iQHNfH2ZvpcK67YVT7jSVj18JUpfpGFviF5iYn7vc1tH2JoTVyvVY7LkZkhga6HOdncNX97SeAsr9bPVqNc8NZ2kBpy9nTgd2RAiJFyN8r1t5YLl6S6o9r/Stk0ZMuoE4d3+iMs+LHNXm+s2CRIsYkXBg6jkpk/w+49vZ4qh3s2dtaY7uUtDNeMjRElLD1Qrj1bIRCQnCFQkJoQUohNCBITQgSEIQCE0IBVBUphBW9+Vrney0u9BK86dH4fiK2e76je2J9omq/P6Zmr0ZkzAg7wR6iF5m6TGps7FU3MADgKjHA74qEOB4cfMLxkr1VmGTFbptEu62fSDXBbbG7Ip4lpaWi4hcvsfanbtBZlLo+y10g+e5Ut6QYgVsjnill1DQ1zv4n29AudNLTOnV66625ja/RxlDtMzi1zTA4eY4LQVnPhoeTlbIbclrZMkD2ZJlSZ0lwbsfTmk1zyGzn7pkt/YACj7CvyuLHjXuuB3EW+Q9FvYb9Ud/MOdnx9Ntx4lYdXbSc11BzpDO8XBtnOBDwBvEHVTF1EYN1MYkVGBrmZGiIzOzjOc5BuAC2J0k81C+Kw2Vx3eGl1MP+HykP827tgXHIDRvmABJFQmbgyW20usmmFLT1QVdeFaKrySEIQCEIVAkmhAkITQJCEIBNJCBphUqoILrF576+sMKe0Whps+n2hHBzjB8jlnzK9CMXnrr8k7WA9nDUveahUWGZ1csY9tEwM2XKePn7l03Sfo5hy4F7BJM34qIuhnSQ7Pr5y3OwgBzZva4LeYUtO6Q/wD6AjKQwlr25WkuNoBcdB4LQy47VtuHTwXjJERr8t70TptothoFhAG5Rx1s7IZRxYq0xlFZuYgfZztMEjxELutksfTqFpBjcbGfRc31wgOpURvGY+Uf2XjFaa5Ie89ItSUX4utmAmxFjz4LedXG1nYbaeGcHZQ6p2buBbUBEO5Zsq55rszTOo96tB0EQYIuDwO4hdGXLh7FcrZXJ9V/SwbSwYDyO3ogMqjjua8cjHqutcq8SoQmkgSE0KhIQhAIQUIEhNCBJoQgE5i503oWJjBnOTdEuj1hBrtodKQwltFheRvNm24DUqB+n20Di9oVKjiCXBgtMNGQw2DoRoRxlTxtPYjRS7RmrTu8V586xmGltOvlGXM6m8AaXpMd8SVbRGlhzVajlXS9DukAoHJWe5rZGU3gDe08lo8RWDzItOo4FWhT7rjwI9FjtWLRqWTHkmltwmav0+wlBv1bu3qRZjJif1nkQB6lcJj8fWx1U1cQbmwaPstb7LR+ZXS9XnQSntPZpqtIZXp13tDvu1Gw0hrvCbFZ2P6GmgO+C0i2hA8uK0slYxeI/bfxW/l8z+kdYjYz2yWiRu/BZ+zOircTTJ7UMcATcQBG88RxjRSDsjY7C2LnjaVusN0Mo1wW06F3d01XCGsB+0R7TomAN8SleTa/+Y8pfj0p3nwj7ojsfH7MqYfHUGdth3saapYQYpuMPD2zm7usgEKf21A4AjQiQs3D4dtNjWNADWtDWiNABACtvw3sgDkt6HOsxklU5hGqSrySE0lQJJpIAoQUIBCEIBCEIGsPCmahJ3u9xCyaxsQNSLKhmHIaDH5BVqMnCszsew/mR/dQl13bDAbSxTRq40Xu5gE058g4eimyhVDah4ObPz+ZXC9Y+EfiNlYinTaHEOzkHWGOnu81ddpWJec28lcdPZxxdfwAt71XhxABP3vgszENAzZdLAfE/FY1T/1GYPs9ktO91V7p4iwHwUgkA2cAfeuS6pnA7Kw8exBXYQqT5UNw7Ro1o8AFcATSU0bNKU0kFL25tVg1aeUrYBWcU2RPBVJYaSEKoEk0IEhCEAhCEAmEkwgwdo5mQ9p03bjGublCOjfSeljG5fsVALsJmRxad4WdXZmY4He0/BQrTxDqb2upuLXNMgjUELBlyTSYbGDFGSJ+UxYp2So0/d08PH1XM9MtoNw+HcC/K0yahkA5QDLW/rPMNHiTuVewOldPFkUqsNrG2X7tTjk5xfL8Vw/W7WqPq06DCMhLDZveENcD3p0DTOgu4LZraJruGG1JrbUojxL5dIsLwBoLzA5XTp4gmAdxJ9B/RKo2Tbikync+HzWMelOp3FNZsai6q9rQHPbmcQ0fbIFzbeuvwO1G13vFMHKywqGMrzvyCcxA9qIO6VF3QtrjsvZtGlSbVc/E1a7qZcGBzaBc65IIs91Ndhjq1Ohh8ViRgThq1Kg/K/LRBeXAgBrqTiXd4CxjUKkuwTWrpPGEwQNVxPYUAXucSScjO8STrotD0Wx9Wo2gMRiMSKr2te9lTC9mycudzBUNICAJEzNtUR2JKYC5LBbexDqVDIynVq4ipiKjWucaQGHpvOWHAHvQ6mJIvmXRbMxrqzSX0qlJzTBa8D1a5pIcOYUVmK3XPdKrKs4k2QYSEIVeQkmkqBCEIBCEIBMJKoILlPVQdjWZatRvs1Hj0cQpxYoV6RMy4zEDhWqe9xPzWtyY7Q3OHP8AqYaYuPbU4JB7RgkGCJeBIO7Vdl09wxOKqw3vdkwNPJ+YEnzDVwmOqxJG648rqX+k2zjXp0qrR3iwB8XOUjMHDiWu3cCrxfErzPaEBYHBgEzBJlreQBAn0lYrrF7j942+HyW3xFI0qzqTvtNJA5wYssLEYP6s1GgkN7zyAT2cnL3vG0c5WZrJo6qNiuqbOw1dtZ9N7PpLGw2m9uWpWk2eDB7g04LstqbCqYjD9k/EkntadUP7Ng/ROa8NLRAILmifRYnQDD9hszCUzYigzN+0RLveSujLuC9aeNtFidk4mth69DEV6TxVaGAtommQ0n6wO75mWyBEQtxtEP7CoKQl/ZuDBMS7Kcok84V3RVNfdNJtxFbB0qOIwtPE1H0RQwTKVKqHupN7QuaHgP8AsOMU2910i+i7PANLWAPqdqfbIY0uBMizQBpvAV+owOBDgCCIIIkEbwRvWn2WZkBmQNe5jWxlAawlrYHCBZSO6zLcOKoqCxlUVKzWgvcQGgamw96tVa2YCNNRzlQWUk0lUCSaSoEIQgEIQgEwkmEFxpUOdO25cfiObgfVjSpjYoh6zhGPfH/rZPPurByPVs8Sf9/pxNepmlus2jivQezaTmUaTahlzabA4/rBoBUEdGaQqbRwrHaGvTJH7JzR/tXoUNl11640aiZXl23MQ4DpP1fU8bX7S7JF3NAlrho8DQjiN4FoKzOi3Q51CnUw+KZSqUnPDgWz3yN7puYIBg+9dy4RbcqmEbln01tqWUosFeaIRTCpmJUQ3ORh7mVbIlZFFJ7QQrUcY7pLimYirSHZgCo8B2SXRmMamNOSkhRftynONrftn4BanIvNa9pbfFpW1piYXn1H1ID3OcXOAOZxOp3DQeAXckLhMG6atMbs7P5gu8cvHC7xaZXm9prEKCkmUluNIJJoVUkIQgEBCAgEwkmEFxqirrJp5sc8DXsmfAqVWqMenTY2nf71On8CPksHI9GzxPqIv+nPwmIp1mQH0nh7cwkSOI4Ka+ifTqliqVL6QWUa1SkKgaXBrXNzOZmaSd7qbrTuUe9L+jmeiarNQJK5HF41lenhmgfocI2i/m8VKzog62qBONk6oXlU1L04K4IsRyIMz4K445W/neYXmHA4upRe3sq1RrQ51m1KlMDSLTEWlbFvSvaAaA3F1LAucHOYRDQ10gkfrC3JbO2rp6Yo2YJKp1Xn6j0rx7KRP0p73jOTPZEdxwBItJF1sdn9N9pOLWtq05c7KZptLg4NMkGYEeCCcuzdyCQou4qD8D1pbUoik6rTw9Zj51BpugNzfaa4xIvdpXWU+t1pplzsHVBaCSO0p5bAGxmTqNy87lUksneo822B9OrNBnvAnkS0Et8fxWBjOtRzmVn0qTctFgeWF5D3Q8B4DoiMpkEA6Xhajottg4ovq1IzVHueQNBJ0HIaeS1OX6w2+H7TP/G/psLXgjUGR5XXeMeHAOGhAI87rk4kWW72DWzUy06sdHkbj5rFw7atNfl75ld1i3w2JVKqKpK6DnhJCEUIQhAIQhAJhJNBW1R11l08uMoP9qlH8Lz+KkVq4brUo93D1ODns9Q1w/lKw543jlm406yQsYSmKlB4PsH4KDsmSpUbwqOHo5TVsOv9S79k/BQxiXfX1f3rz71q8L2lt83xC+GgEfEEz6rYOw9MNbnaC4k7zIELWUPtAbvzdbHECS0bg0Hmdy6Lnq6OHZN8xGpuTbUiAVlUHU85s4HLaXkX421tvWtDiHHKZsD5eCvdrJBymLA8zxRGdUZT+8Xhsmwc87hYmfJZ+zewdm7g70wDuBkGZ5HTkFrnUyQQToDad8cVawFczlcbfgfmgzq2zhScHMbDahbTqMm3es0gn7ImRvEHgtn0donCV+zP2f5ZAIuLEX15HmBXSdnaZAIMBw1MiQL7lrMTigC1oJzsiHkmHDUAg+YjiseTHF66ZMWScdtpTpbua2OwnRWqN9poP8J/quY6NbUFenYiW6+G4+C6HAPjEUz7WZp8wSPeAudjiaZIiflv5NXxzr4dCVSVUVSV1HLgkIQUUIQhAIQhAJpJoKmrmesijmwM+xVYfWW/NdM1anpnTDtn153NDh4h7V4yd6S94p1ePy4HYT/q3D9U/BRFiDFaryqO+KlHYNS5Ci7bIyYyu3hUPyK0+J7y3+b6x+VzC1Lj3+HyW2rODnk3FgOQWnwRl4kfnVbXGkBxAFj6fncug5zGxIyutKrq1YFzYqjEN0jwVmoSCY3e5BvcG8PpuaIBN72KxKdtDcG/9FTsurJIcJEefIe5VVXw4x4Tw/NkG2wFctcHCMpjMOEXV7buHlnaUxdpJIIB7psfQ38FqcJWyy0mBrbWRoCtphMcMoJOYTldrEGb+M280Ra2Jtr6NXZUzSx1niDcRu5z+O9SvSrAtZUaQQC14I3iQfgoY21s7ISRZh88hJ18CJ9fBdx1dbWD6P0d577ZgEEd3lxbexWryse4648w2uNfv0T90tnkqCsfZNXNRbxb3D/psPdCySs9bdURLWtXpmYUoKEL0gQkhAJpJoBCEwgqauQ61cf2WCpsB71bE0WATEhrg93iIauwaok68do5cRhWA/oqdSsRwLnANPo0+qmtrE6lj7NbkeFHHTZmXaFQjR0H3KRcHd9uRXBdYWHLcUXbi0H0XO406yOpyo3iYOzD3xb13LZYl8uPuHNanZLpJ8luC4NN+G7d5rpuWxcRJ8rSFafpO9OtPnPmrNR25QZmyqsVG8zB4DmtptLDxxtG7XVaHBnvjxXUEh9PXcRqTOkSqMLJmYC3XQj3G+9UAwC32gQQNwnh5BUCoQOWg8VVSfJMxYG504x7kRdbtBzO7V3d1zjeRuJH5hbTB4pjPrKJf2rAzI0DOAC4CzpuBmmCB3SVjYnCtqsBaLi3zvzgrU7Lrd4sNokGNQJieYEmUE89DdpiuwPAgVGzlO57SQR8fRdG5R50AxJFITJcxxLuMzJB5wVIYcHAFpkG4K18M63T4lnzx4t8woKSZSWdgCEIUAhCFQ0BJVBBdYF546xMacVtbEXlrKjcO3wY4NP+7MvQj6uRrnH7rS7+EE/JeYcNWnEipU1fiA537T3Of8SpPaJWsbmHe7NPfPJc11l4aBTfxlvuXV7LDQHlxAgE+l1qutNjTgaLwR+lbbkQQuVj+rDsZfpyj7YLbOnUOj5/NbWq6TceOh1A3LX7OjMTAjNceQWdiHcIE8Pd8V1o8OPPaWBXbBsrDnK7iDf+ysnmgGm66XAOMAQdPcuaY9b3ZBLiADxnlO/yjRUVYhnfLRu3TMHeqqRJkDSL+HjvVzGMOYxrvtY3uqtB4DjJA8ON0Rl4YtFhpFzeZmf6LVbTwZZVNRgkXzDhMzfgQVl0Kl7S4X9dxgrbPAfTNouAdJtpPJBldBtvCnmJmIAdyAMNfbzB5gcVKuz8Xlymfq3+jXcfA/NQHWYaHepzvLgd4Md0jnx4gFdZ0U6V5TToVf0b57N0kg7zTJP3mzE8lrZaTWeuraw2i0fx2TO4KgrF2XiM7CDq05Z4jcVllZq2i0bhrWrNZ1KlNJCqBNJCoaYSTCDG27m+iYjIJd2FTKOJyGAvL+NqlopkXv2nOZET6L1hTXl7pjg+wx2IogginUe0Xnu5iW+cEIQ63A4hlcS13ce0jwI181zvTGsXYOm2Scr7+LS5pWiwuOq0oyOIvMWInjdXam1i8FlRsgkk5TFzvAPwWr/Xmttw3/7MWp0z2ktikOaSd598rKrMMnhu+KtbKphgtMC4Mb9Y96zK4kTPjPgJW3Hhoz5a2q38dFjObdZtcQB+dVhO4qCkLY7MrZXDdu/qtcAsvBuhwnSUHT4lk5eDgfAmPz6rAa/KSAbk6xYR8lnUq5DG2ETvExPiVjFnKx3kxvvPJVFTBJnSNQBImdyzMJUsW2Oa97Wm1uP4rCw8iANNSOfD3K46pYl0NgWJNuN/D8EGWXAETEFhzBzoABOvE6WGs2grT4loptqtDSDLajWkAVGupme0vdtIy4FuunMLb7J2Li8ZiHDCsGcAtc54HZ0JkZqpghxLSC1gkjfzlTY3V5hKNAsxDfpNR7g+rWqFwe9wuILSCGjhPivM+NLXtMTK70NrZm5gZbUaCDzbqPQ+5dIVgbL2PTwxeWFxLjPeMwNIAFhos4leMdemupZM94vfqgkIQvbEEIQqGmFSmEF+mV5W6VYTFUcTXOLpvY99R7yXA97M8ulp3tXqdhUX9cTwcRh2ndRJjxefwXm9umNveOnXbSFu1kcFbvK6PE4CmR9kC82tp4LVvwQEwTpaYO+y8xlrLJbj3qz8AN0xoD6LNxQDQN4NvQb/AHLXYKrBN9CLq5isWGuAOtvC91lYFrFGbcfK3gVgs13LJx2JBvuA4QOGvksB9QAkCbaz/bmEVeAHnw4Kugb/AILE7berhqDjB1hB2OFa19IZSM2USNBI+cLFqSTB46eI1jhZWdiYnNDWjPJa0hrTvIuTpp8F3WyerfEYoNqVaraDCCRl+tqEfdI0DbR4XTaOKfTqEtDftOy6SX94wDEGGk2k+9SV0K6uwAyttBvegObQJkMdDgc5H2rO+yf6LrejvRTDbPaBQZLtO0f3qmpMZjoLlblzlBRRotptDKbWtaNGtAaB5BMuSJVEoGSkhCBJpIUAhIIVDTCSAgusUV9b/wD1dH9wP53KU2KK+uE/5qj+4/5uWPN6M3G+pDhaui1VbVbfsyQruH2NmuVp9UQ6M1mzQsrNAM0wZOYwXC+m783Xf9VvRWhtJ1WpiaI7KmGsADnjM8nNczNh8QtDtDZAYzRTT1f7LGE2dQZEOe3tX/tVBN/KB5LYxZJvLT5GOuOPHdl0Ohuz2WGEoG0HMwPkcDmmVBPT2ixu1MQykxjKbHhrWMa1rRDWiwA4r0c1y859PGxtXFfvT7wCveXtVj48dVu7W08I32W/wj8FdGCaTORnGcjdfyFcw4lbCixa05LR92/GKs/Ze2JhDmAGhiwsOVgp4w9PJTYwfda1voAFFfQ/CZ8TSG7MHHwb3vkpWeVm4+5iZlp8vUTFYUlypJSJSWw1QUISQCEJKBoSQgSaEKgTCEILjFFXW/8A9XR/cD+dyELHm9Gbj/UhymDGi39FoAQhczI69fDG2sJAB0JA96m4CAANwA9NEIW5w/EufzvNQF556wf+74v95/wamhZs3qw8X3YmFWcw3CELSl04d51eD/Mf/N3yUhuQhbnH9HN5f1FBSQhZmuSEIQJBQhAkIQoP/9k=

http://images-ff.asos-media.com/shmotterstorage/4279-7/b5/large_b5b3a40c-64b4-4f05-8bbd-ab153a8d73df.jpeg