In acest articol vei afla care este diferenta dintre lumina alba rece si lumina alba calda, care sunt principalele tipuri de iluminat interior si cum poti folosi diversele surse de lumina in amenajarea locuintei tale. Avand in vedere toti acesti factori, ar fi imposibil sa spunem cu directia de exista o singura oglinda machiaj cu becuri cea mai buna. Din acest motiv, am impartit alegerile noastre de top in categorii individuale, de asemenea incat sa puteti afla cele mai importante pariuri din anumite tipuri si aspecte ale performantei. Din moment ce are un efect odihnitor ?i relaxant, lumina cu maximum 5500 de grade Kelvin va fi cea mai des întâlnită în casa ta.De asemenea, oglinda cosmetică poate fi cea purtată de doamne ?i domni?oare în po?etă pentru a le fi la îndemână oricând. De obicei, acest tip de oglindă are pe marginea ei becuri led, buton pentru a fi pornită ?i oprită dar ?i unul cu func?ia de reglare a intensită?ii luminoase. Aceasta poate fi una singură sau poate fi dotată cu altele mai mici pentru ca tu să te prive?ti din toate unghiurile.Oglinzile cu marire iti permit sa vezi mai bine ceea ce faci. Cum precizia creste, va fi mai usor sa aplici rimelul, genele false, linerul, creionul, rujul etc. https://medium.com/@computer1990233/%D0%BA%D0%B0%D0%BA-%D0%BF%D0%BE%D0%B4%D0%BA%D0%BB%D1%8E%D1%87%D0%B8%D1%82%D1%8C-%D0%BC%D0%BE%D0%BD%D0%B8%D1%82%D0%BE%D1%80-%D0%BA-thunderbolt-9869356b6013 de 10 becuri LED ve?i avea luminozitatea de care ave?i nevoie atunci când vă machia?i. Produs longeviv ? datorită ventuzelor calitative, amplasate la marginile dispozitivului, lampa este u?or de montat. De asemenea, are greutatea potrivită pentru ca a?ezarea lămpii să fie stabilă. Fiecare dintre instrumentele mentionate exista rezistent si prelucrat cu precizie si sigur iti dura ani despre ore chiar daca le utilizeaza in stil regulat.Cu cat canelura ar fi mai mare, cu atat mai repede te ajuta ca a un burghiu sa expulzeze materialul si, prin urmare, oglinda cu becuri machiaj ikea. Oglinda potrivita iti poate transforma rutina zilnica de make-up. Nu doar ca aceste oglinzi cu becuri sunt confortabile in utilizare - in plus, ele simplifica aplicarea machiajului si te pot ajuta sa-ti imbunatatesti ablitatile.Asadar, permiteti-mi sa iti ofer cele mai elementare notiuni de baza despre biti. In amenajarile interioare se folosesc, de obicei, surse de lumina a caror temperatura de culoare variaza intre 2000 K si 6500 K. Exista o multime de tesaturi dintre care puteti alege , plus un cadru printre arbust cu unul sau doi alegeri de culoare cu directia de picioare. O alta oglinda frumoasa pe care o poti alege pentru tine sau o poti oferi unei fete deosebite, este Be Glam. Decorata cu 16 becuri led cu lumina calda si intensa, oglinda arata minunata si permite un machiaj mult mai precis.<ul> <li>Tipul de lumină cel mai întâlnit în amenajările interioare ne atrage din primul moment, dar are ?i câteva aspecte de care trebuie să ?inem cont în amenajarea interioară.</li> <li>Pe marimea ce burghiul patrunde mai adanc intr-un material, abuzul de material ar fi fortat sa iasa prin caneluri pe dimensiunea ce gaura ar fi forata.</li> <li>Daca nu iti surade o astfel de idee, poti sa te folosesi si de o lampa/veioza pentru a putea observa cu usurinta cum decurge totul in timp ce iti faci make-up-ul.</li> <li>Tijele care circula pe marginea bobinelor adauga rezistenta.</li> <li>Aceasta este pozi?ionarea luminii pe care ne-o recomandă speciali?tii în make-up.</li></ul>Lumina led-urilor poate fi obositoare dacă le folose?ti o zi întreagă. În schimb pentru a ob?ine un machiaj impecabil ai nevoie de ele. Este bine cunoscut faptul că într-o lumină bună ?i în prezen?a unei oglinzi de calitate se poate face un machiaj de calitate fără prea mari probleme. Oglinda cosmetică poate fi oglinda din baie, în care te prive?ti atunci când î?i aranjezi fa?a ?i părul, oglinda de pe hol sau oglinda de pe masa de machiaj. Canelurile care se desfasoara in spirala sub buze sunt canelurile burghiului, care actioneaza cu scopul de canale cu directia de ejectarea materialului. Pe marimea ce burghiul patrunde mai adanc intr-un material, abuzul de material ar fi fortat sa iasa prin caneluri pe dimensiunea ce gaura ar fi forata.Oglinda cosmetică RedSun? RS-L3011 este foarte utilă pentru aplicarea machiajului, pieptănarea părului sau pensarea sprâncenelor ?i este realizată într-un design decorativ atractiv. Realizată din plastic de calitate superioară, oglinda are 24 lumini LED de lumină albă cu posibilitate de a le controla tactil ?i rota?ie de 180º pe verticală. Oglinda se poate alimenta cu un cablu USB (inclus în pachet) sau cu 4 baterii tip AA.<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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M5N1OIfiMlSQabV08uhKegG71cAD1dLcYhA7QxO3G3krMYhaxzMQgHZdo4dD/KIuTHRJYWw6kKSoEcjtgV86URrSvUh1+bE8/K+Z21walHI9Cm3AUqFvi5PyLjvgp4jzq21NSG/LkMqLTyD2UOL37g9jiF6v5Ej53yrKglsF5CStlQ6pWOhxGVhIuNwtWG1DA4xSdx4sVUGjzruWMyVLw41GrIbQAa1kxa5KylNiSj1HhSVEKBHNiD04wQmXK9GzDSmqnHSW1m6HmV23sOpJC21AdFJUCD8jAI1/UKfDrmWIlbp8X7fksuMtyykl8haxwT2CQhNvkk98FbknOVPcREzHHKE0+rWal2AAakdlm3Ynrgc7GIviOA4EePn?/ADukMAmo2ude4ubAe+itPrzgWPFxRp2Wmv7XUkvNwasW4NXQ191be4FBX8bgL/HHQnBS7htJSbg/zxFdTMpQs85KquW5rIWmZGW2m4vZVuD+RtjfURcaMsUaCfgTC+x0KrnQHURis0eLJWtA88ogTk8AokITZtZ+FJ9P1AxIfERkBWf9OKlDhhKZ8ZpUiMopv60i9voen54EzQfMTuVc6zsiV+QqOZa1U54lRSUSG1fu3B7G9j9Dg5MuVb?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?+lyOMOCuOcJNdL1HXGAnnjjCA3NrYXdfkHCT7rLX79sYOeAcJ2wp9JwlFIb9sLa/NibYziwGFF7nnrxhFOVhVx6RY4wqsL/OEtt+cYeAB7dcRTLDcnnrfGXI4P6fGE3AnpbFe6qa0ZV0tgJfqchL8t47WY6DcqPH8rkfqMM54YLlSYwvNgrDK0pN1Gw+ceWXWaVBbW7KnsNobNlFSxZJwDuo3ib1IzjMcgZYU7S4j7dkNIQCtQIKVWNr3SrnixFuehxVP7Rz9mmBKo9QzTOU46hDXlqetdYVdtRtwQTcE+6lfGMrqto2ScY2aE38l0Ud1g09ZKt+ZoJCHFNKPmjhQ6j9OcRlfib0mFYfon9oEl+OtKHCG1BAUVWtuPFx39vzwAFGiTW6e+xJckpfZUpxaOVEKBKVIPXkFO0jrcdcbujUeNOh1FapLaVrYQ81ZN1LNyXVkfVlsD/nOMz68g7KxjoXWLW7+K6T5dzPSszQU1KkPFyOonYopI3C9rjDMx5zy1lRtLldq7EbcLhJN1KHuAObfOI1o3DTHyNSi2lQAjpsD2AB/zOBK131Gfrmr9VpKZq0twnBHQyRZVki1x9Lnjob/GGrK2WKBskY1KtbTRukdmvlCNvL2ccu5qYL9CqbckJ+8kXCk/UHnG4PrHPfAwaEQa2uXBiZd8yRMNigIupIbPVK/ZHyenTg2sUHlyGXFRpsZTMhs7XGyb7T8HuD2OLqCqfVR5pG2P0KyzCJj8jDr0VXa4aHZZ1Yy87FqEFv7aykqjPhPqQrt9R8YFRbmbKFVkZqoqizn?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?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?+4yVX/wCQYv6nN5MzHT42YRXG2BVGUTfKJTdHmJC9vXtutit/EbR5cjIL2YqU2F1GgLFQYundcoB3Jt3BSSCPbAIN54zOttK2sw1BCFJBSlt9xKUjsAkKAA+AAMTqsQ/6ebFpN1I4LJjQbNE4AgWN10xCr3O7k4yw9sZYE9MO29D+eCQWQpSAe+FsRzbjCAcWw64sQO+HSsk6nnjCp63FrYS4seCD0xnFuDbCSS98J6epOE6YwcgkEcYSbdOsOo7++FBF7EH64bck39sITu4OEnS342/XGXsOvzjAPYDHnmy2YUV2ZIeQ00ykrWtaglKQOpJPAGFtqkBc2CgOsWqjWndGU7HZTJlupIS3vAIFjdX5fFzgEsw1GbneuP1evvLcRIWstEgnyxflJHf27EW9iMejxGa2RM55vm06LJdfixn1NDyyCWyDa6SCbjv1t7YiOWM0LW59pbl/aUtDd?+7b9Sv+dvuODyPnrgRUSPcfBXTvawcFh81Y2WYDDzCKLOFg3ZcWcvja4OAlRPUcAX+LcixKycufYKi5J8rytptIQVE7gr8aeD6TYj4OPbluZTatGZXGERlS9hDW/cy+rrtVzdCubc2PQ9ecWFSIyK7GXHeY8t2KrapA+8lJvZJtwUKAP/xHX8I0krLaygdQy1Enoi5ghNEqkWRMR0SorOzd78gfmQPc3+mR6JIoVZdg1CM2txxLqUGwJXu5IuCQEiyPzWfbE6pEBqhVEUtbSvsEwelO37q78oVcdb2I+emPUvLsemVth7bIOx4NlCkE+YCLt3CuQRuH58YVjaydvZKIrSZl5jJ0JLjilAtD0quNpubgDsPb4xRfil8MT2alvajZB3M11gb32E8CRYdR7K4/PBI5SaKKOybpIVusB29RxuFIC0KQvkK64OwxB0DWO6K8TljyeRQO6S6z1nTCnCcw07LASluaQx?/vEV4AJUHUA3Ui4KklN+vNjcAjsjZ3qWd46tQaPmQ15LSf9/jpV6lxiblTaeymzzb2Kh3xANdNCZkaa9qFp6wlE0XVNhhAU3JT+K6Oiri9x3+uKdyNX65kqs/7RtMHXIzsNQVWaItV07SbE2PJTfjd2uArnk66ebKOBILdFgxLCywfH0ZuNyOY/hHrFkRpsdqZEeS6y8gLQtJ4IPfGSojMxhUd5AUhYIII4OITp3njLWb8v/20ygsopb7n/wCUpp+/SpRPqIT1Daj26A4nl72UOhFxb2w7mZfJRp6hszQ9u/5Qnan5Im6Q5rVnGgwRJolQ3NVGCofu3EKPqQoex6g9jj36VZupmm9Th5SZmyl6e5nWqbRqg61uGXphsC0tZV0JJCk8DbYgnBHZly9AzNSZFMqDCXWnkFKgoX4wIeaKW9pVMrOSczxHJ+Uq0y4EN90OWuhxB7KSQPqPpjMH/DOue6UXqKcYxBdv?+szbxCMmHJcdC48rYmVHsHQg3SoHotJ7pULEHH3WN179D2wH3h61brNUj0+iVitSH6vRkeVTlyndyVsC/wC4Ue6ewJ54HXBXUXMEavwzIjhTbjai08yv77Sx1Sf++RjPS4jDWPc1mhHVUTUFRSMaZdz0VOeInTN6t0deYaFH/wDycBJcRt4KwObYCPIWos/TzOTUwN+Sx5qmZMc3HU8g/kCOcdR5rDcphTS0hQUCDfvjnd4u9JHslZrVmmmximmVNZ83aOEOHv8An1+oxViNI2dt0Zw2tc5gjdy+yLbSbPcRp6JRhKD1FrKC/SHyq4bcPqXHPt1JH6Yt51Dbzaml8pULc455eG7UJqpxf9mlZmGM6tQXT5IVtMd8coUk9uf64OLTjOC800dcaphtqtUtz7LUWU8WcHRYH8KhyP07YpwqrLwYJNxt796KnFaPIePGND7v75+aCjxM6fz9ItTkZ1obSkUusub?/AE8JafvyL9gcETpFqKvNuVoFcgr3VOkIHmN7uXo5t5jfyQOfgjE81s00p+qORahl2U0jzXGyphwi5Q4B6T+uAi0SzpXdLc8SMpZgWWHYcksOpXwLi?/J+FDA/F4HU0oq49hv5dfT9rdSSCug4Z39/ddGY0iPPhNyI6wtmQgKQR3BGAj8bOlD1KqLOplGiXbP7ioJQn7yD3P8A37YK7ItcYS4ikoXuiTWzMpzhP4SfW1/0k3HwTjY5/wApwc45ZnUKoMpcZlNKbIIv174ORSNr6cPHPfzQiEuoKjI7ZAn4WNT2MvZiOU6m7up9QRsSFHghXTBuafzFwlysoS1XVBPmw1FV98ZR4t9L2/THMfOeWqxpNnuXRXg42/TnvOiL6eYzcm3+f64NjSbUmRnPJNJzjT1ebUqCAiU3f1PRzwsG3xf+uOcjJwyqv?/j+Dv8A/r5ozVw/Fx6bn78v0fREmoBSCm1wRa2AG8VuRJumGqcPUGgILMSrvJeUUCwRKSef/kP5jB5wpjM6KzNjL3svoDiCO4IuMV/rxplC1T07qeXXW0iT5ReiOW5beTyg/qBjp6qBtVCWHmgWHzupphfmtXonnNitxm3kugx69HTUI/smQkBMhv632rA+VYiHjL0wdzdkIZto8cu1PLxMkJSPU4z/AMRP6c/UYqLww54m0tUrItRSpuo0mSZMZtX3g62SHED/AJk7h/8AHBsH7DX6MCAh2LPYChfkKQtP+hwPw2T4iB1PJu249++i21bTR1QmbsUKXhm1UTU8vwnpb4+25eUI8gqPLsBwgEn?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?/OPj4q9CUZ+oKsw0GOE1inpUtsp6up6lP+mA90m1DqWn?+aUOvl1pbLlpDZ4IULi9v++nzjm8RpX0UvxMHqurhljrosjufuy6g02pRKtBaqEJ0LZeG5J6EdiD7EHgjEQ1b08puoeUp1EnspWHmiEKIuUq7EfniOZFz5Adp6M2U9d4EvaarHTyIzpA/fpA6J/i/XsMWyFNPtBSSlaHEggg3BB6EYPUNYyuhBB15/tc9NC6hmuPfguR1epFc0szq7T5KXGJdMkXSoEje2DcEflz?+uDM0k1UbqcSDqHT1+c/FbRCzAygep6MeEvAfxIPP0uO+GeMDQ3+1FHVnGgQ71GnpKnAkcuNjkj6jAr6Gaku6dZrCJiwqnSx5UllY9BSSAofpzgRXQOppBUM5e7++SPQSMqY8h2Pu3vmuqMaQzNjtSWFpcaeQFoWnopJHBGA48aOkr9InR9XMuxlXbUlqopbH4Pwr49ji+dHs0tR3Dk16YJEdTf26hyVKB86Irkt/Kmzf/AKSPbFg5ny/AzRQ5dEqUdDzExpTa0KFwQRgy0srqe55/dAmF+H1Fjt+OvvyQw?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?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?+qDGkun9QzY75ZkNp8uK24qwW6en6dcJMQALleLWPX3JOjMEO5ilLclujczFZALih3Px264qbSHxvZaz7nD+ytZp7lK+1LKIjzqk7Soq9KTyLX6fW3POAJ1Bz7mfUvM8nNVYqz0uW84VKQ6q4CPZPa1uLDGlgb35DbkEqjymzv?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?+oTtFle?/fGlzbkyjZuprtMqkRt5twEEKT0+R84qfDfVuhRGCvbrHM0FpQm5DrNU0mpz1cyaleb9OKioLrVAdJ86nq4JWkdUlJFwsdCByRZWCmyXnCjVuixK5QauqrZdmACNUFEebGc?//ALeUOqVjss8Kt1va4u5ryRnHQnMBr+XXlPUtS7K3glstk8tuAdR88EdiMSrIMyK9Ol6gaZJZp7ESC89XsqNtLkftqQtSbN+SDtS3tCykoSPUenYTimz9h+6F1+FOoz8VR9qM7joimHTg374zobWxXWStXMm5ipLVQoU1f2MENSqe6CJdId?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?+nFY+MLShefMgOV6kR/Mq9ACpLQA5dbA9aPzHT5GK/8JmoylQBQamotzqGtTakKJBMVagHEn5QtKVD43YLuQw1MjrYcSFIcTtIIuCDiqhk+KpuG/caFTqWmgqc7djqg+8JOqq5FPahz5hEimbYcptR5dhrV+7c+rS+D/hWcXb4ktOG9RdNKjAZQFTI7ZkxVAchxPItgTdR8tyPD3rwJUZlaaHVlrkNIt6HGFmzzP5brj6/TBq6cZgZzNlluC/ITJdjMoSly4Pnx1i7Tv5p4P+JKsU0RMTnUb?/Raqr+29lXHsd0IPhZzy9AqgyxMkJZlxJH2yK2q4V5ibpebA9lIKvzSnB3x50WQw3IadSpDqAtJv1BFxjnZrhRZmi2tJrtNQ+1GekJqkcMg3WQq6mxbrf2xI0a860zEJmU3w+52MR8ByP5bMnZ5auU7bNWtYi2KqY1FI50UbC4XU66GCpLZHPDbhHD6sYVW6dz0xl/SCk9MNvc2vzg6g6Xdbr17Y0ub865ayLSHK5meqMQYjXVTirXPsO5xHdYNWsuaOZQk5rzA+lQb9LEfeAt5wmwSkX55OOamqesGftesyJk1qU8iKlSlQ4LKtraB+ED3Nrcn/O+IFxOypnnbTgZtSdguh2TvE9pVnfM8TLNHrYL89AMZTg2pcURcJuehNiLe?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?+PcY46rp6jDZzUQ3N9SuqbFT10Ia2w6LoxBnRp8dEuG8l1twXSpJx6QoK+lsUxp1qZCzHHTUaIUmaoXlwEqsiR/jb9l8dP1xbFHrECtREzYD3mIuUKSeFNrHVKh2Ix0WH4lHXM073T37C5ison0rtRp79jqo/qTp/RdQcvyaPVoyXEOoIBtyk9iDjnNqlppX9JMzO0yU46iL5hchS0Dp7EfPuO+OpPCvTftivdXNKaHqZl5+lVOKneQS06B6m1diDi+qpmzt21V1BW8E8OTuoR/DNrPN+3vZEzhK8yI6ErjkDZtIvZxs9imw4B5A+OTUyrmNUy1Hqcpt2Y2gLbeR9yU32Wk9zbqMcxdStP80aXZjcpktTzLjLm?+JJSCAoA3BBFvzGLy8PfiSk5gkMZPzw/EhLQQIUllexcd8EbbXPKT+YIv9MAmcXD5c47vT39Om2yI1MDJwAN97+/ZCMvO+TKTnWhyaNV4iH2JLZQpKh745r606TV/RLN5VHDppq3CuI+m44/hJ9x/ljphl2uftZlUaclLVQjpHmtj7q0no4n3Sf5dMR/VnTGhamZYlUOrRkL8xB2LI9Ta+xB7HBx8cdZFmGoKG0s76WThvQ9eGzWf?+19JYpFQnBFYp6x9gfcPUEC7K/8JN8FdRquzWoIkoQppf3HmVH1tODqk/69xzjlrmvLWbdCM8mI8HG/s7vmsui4S8373H/YwZ+hmszedacirsIvOZb21CNuJU+yP+Im/VxHfuRfvbASlldhc/Bfqw7e+v3HkiVdTCpj4se49/JevxU6Hx9RcrOVijx0is0xJdYWkepYHJR+eBK0Dz8co5gkZRzOlTdMqJMeShdwWljgEeyknkfQ46WNuR6lDS8ytLrD6ApKhyFAjAJeMLRZ7KdcOpOXoxRAmOAS0tJsG3Oy/wAz/wB84JYlS8ePOzfkqsLqx?/pSIy9OsyLq1MVSqlJS5U6btbdUDcPtEXbfHuFD+YOPlq1p1SdTslVDLFUaSoSGj5SyOW3B91Q+QbYGTw2axKrMKKy4pS61l9spUm/qmQjbe38lH3k98GNT5kWpQ2Z0N5D0aQhLrTiTcLSRcHE8Oqfiocj+8N1ixCndQziWPa9/fvmufOjWZahpVn?+fp5m1CktLdVClBRsLE+lwfBABv8YO3JlYcqEEwpj6XZkGyFrH/GQRdDg?/5h1+QcDd4ztHXJMVrVjLUZQnU1OyeGh6nGOyre6f6Y9Hhq1acrlEiuPvKfm0VsMTU35ehn8Y9yjr9LjA5oOF1dz3He/fqttS1uIU4lZ3giA1LyTTc/ZTn5eqDIW3KZUm5HQ24Ixzfo7mYNDdUlwZIcakUuSEE9PMav6VX9rcY6kNuNvtBTakrQtIUlQ5BBwJnjT0gdnwGdSaHDKpNNG2WlCblxjvf3tgniNMKmI2WXCqnI4wv99Vdumuaoc37O5FINNrzZlxSDcNSOrrX59R+fvixlJDqSgpuk8G+Ofej/iBoOSsoyaLm?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?+FCQSTx9Mexf1wHn/iCa0y8o5WgadZeqCmqhWwp6Z5arKEVPFie1z/TCcTsOad7mxMMj9ghY8Set0vWrUqRNYccVQ4bhj01AUS2tsKtuUnsVdb?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?/OQOqfLJF1Dnj7wJIFrm7OjB1attLiDov7c2yI6ZT489hTD7aVhQsQR1wP+qPh3addereUkBiQQVLYtZCz/li38gak0DPsIqgFyNUI6/Jm099JRIiui90LQeR0JB6EcjobS1xpLqdqwSD7jGeSJrhYhdFR174TniOiDDKWpudNNJqKPVoypEVggfYpZNkAf?+msg7exA5HTjBG5c1C051co37Iq0aNJK0XcgzUArSbW4B6Hj7ySR9MJqJpJQ84xFedFSh4AlDqBYg/XA0ZsyBmbT6Z5pS6thpW5uS2SFo9jccjGcPlptNwjD6aixpt3dl/UK2cx+HbMOQ6wnUDQCtPQ5sX96qmOOcLT1IQTwrr91X6npiUUHUKlarzWKdNa?/sbrBGQEhl0FtmchP/qjug89Rcc7b3OK4068SVXohbhZqCqlDB/8wE/vU/8AOBYK+osbdb4shrJmmmqVNqGaY9SSzW6w4l0V2OtX2mKG02Q2kqPoSkAgt8AkkkXsRsiqGS7brkMQwOooHZ7XHUKe0TM7rlSdyvmaF+y8wxgC5EJJQ6npvaUfvJNx09x0NwJAE+ruLYGmnatf2jcOSM51iDmBihvuxKfWEIAkSEoVt3qWk8p449wATe4OLPpOd6pQ4iFVQrq1NAAEpoXeaHsofjA9+v1wJOMUxmMY2G56fx4orT4dVcAPk7x5eH78FPZsSPMbUw80lSVAggjAc?+JHw1PsOvZzyHGKXUkuyIzYtf3Un5+MGBTKtT6zDbqVLmNyY7v3HG1XHyPgjuDyMfSXGZlNKaeQFJVwQecb3xsqWaagq6mqX0j7cui5c5J1ErWU6qlTbjrD7ToJbBKeQeSB2I7jBqaVaq07OLKahS5jTNYWhPnMKVZuXYcg+y+tjiAeI7wst1oyM15IjBmoAFx2OgWD1u49lYFXLmbMy5HrnlqW9Flsu7HW1egkjt8K/rjlavD5KSTjU2h5hdOyeKtYGvPr?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?/ebWPvJUOxB64oLxQeH1jUOjKrtDYQ3WoSVKQpI/vk2uUnBaspmVcWYagqjD6x0buDIpnpVqbTMxUqLWIUoLplQIDjYPMKSeo/8A8az0PY/ynmc8q0zOeXZmX6rGQ6xLaU2pKhfgjHOLRjVKpaVZpXR660tcB1wx5sZ3gJF7KuP9enUY6CZCzZFqkWLCROVKYkNFynSVm5eaHPlqPdxA4PcgX9zjDh1U5hNHUb8vFPX0pid8RCue1aouY/Dpq6Yx3toYd82K8b2dYJ/7B+mDp0Zz7S67Bj/s91KabVkqkQ0E38h+251j9bqHwTjR+KLRZnU/JzkumsAVqmAvxHAOVEC5R9DgQdI9bWNMItRo?+apDsSMzdxoFJK48tsnyyhNrlW4Wt3BOIVMUlFUieIE33C2NdHiNLZxsRz6LpTUqfEq9Ofps9lLrEhBbcQoXBBFiMc?/MxUeqeGLWr/dw5+w5bpejg8pcjLPraP8Ay3/Q4O7IOZlZzybRc1GM5HNVhNSi04jYpO5N+h6YhfiB0Rg6zZRVTEupi1WMrzoMoj?+7WOxtzY9DgrW0orIsvNBaCr?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?/D7PNFSCLXCDcAsZWRNaPDZUHc0abVWVWcvIO59lKN9m7/wDGa5Fh3Wnp7jE7peeNC/FVEj0jO0FOW83tACLNZc8l9DvbynxYnn8KvyxqdG2QKqmrJaN2YajxQkPaD1PLyW54jNToCgFNyI53JUPfEyyhmmr5QLSKY8otMKuhhZNkHuUEG6Cfjr3vi96/k/UvRaIWs1UpGacpMHb+1qZGCZDDJPH2iOkAKA49aLED6WMdrumNAzbTmsxZOmsrRMbLzC2VbmngOtj7g8KT1T3AuL4Jad7DmaV3WGY1SVreDK0AnkVM8s6pZJ1Mp4y3nSmRJAf9K48xtKylR6EfxDp6kWUP4cfP/YjmHTqSvNvh?+zM5T1rJW5Rn3d8OUPZJPAPwf1GBsrlFrmX532epRXG1IN0uC4F/g4srTnW/NOVi1FqL650PgKKrFzaOgUDwsDm1/UOxw8VWWm0vzVOJf0vHKOLRH0/Snz2ZslanVkQs?/RJOlmpTCfJaqjSQlmXzcJXfhadwHpXfpwq9rSSh5sznkye3lXVymoacJ2wq7EuqBUEdlBX4F26oVY90lXQbEVHS/WyhCFXGIj4ttutexbC7fhc4U2e9lcH3UMV5/Z7VjI1RVEdpq886Z0+QDHor486Y4q1w6UEcobPAAuCRfb3xvDmyDQrjTFUYfIQQR4FXq2pp9vzGlpcbWAQpPIONRXMuQKxHXGlsJcQoEEEXxBKNnbLMdkTNOqs/Ngk7XsvSmymTTLDhCVHkoBACQokpHQkAJxNMsZ6oOZE/ZmVqjz0Ju5EfGxwe9gfvD6YxOqYBJwC4ZuiPUvHki?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?/3x9Mcp2BX9MM6srkIkRJ1Kkp3oSdpUkH36H3BweOjOr8bN9MbqDag5KW2XZsdCSkrSLXeQk9xf1J+L4EUtWaGQQTd08/f1+a011CZRxY9wqs8Wnh2+2pe1ByjE/wB6bG+Yy2n+8A/EB7j+eK/8N+thpBRkPM8tbcVbgMV6/wC8jOA2SpPyPbuLjB7utxKvBtdDzD6LggXCgRgFPE94e52Sa05n7J8NwU9xzzX22Un9wv8AiFuxxsxChFQ3PGdeR98imoqvODDLujbyxXBXqepmVs?+1MWbfCeiwRdLif8KhyPzHbFBao+CzL+oGf2s3Ran+z47ryXpsdDV/NUD1SbjaT364f4I8s5gTlasZ8zZWKtNqVdfQ0hEtRDTMZq/lhtPa5Uq/0HySTSRYfGCEDHGJol1chU0pp5XNj0B5L402E3ToMaA0PRHaS0n6JFhj1EXt1Aw3n3sMLe1rHpjQsBN9U6wPzhOpthATycYDc2t2wkyy3HXGH2whJ5HGMt35OEklCrWGMJ7DthpNvfC9h/PCSWfXrhFfHOFuL2w0qIv0wkllx7c4b+ZwpNhe?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?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?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?+YItQn0aU7HTPnqS0i6pr4C0NKA9BQ0AAQk3uTdV+catGuWdKfU6jo1qjNptVo9HdTGecYUXftSgQUjcoAhKQBdJ5ubX450VH12zBl6NMhvBSnJFnhMgoS26XAOC4n7rl+54PPBwLcvOdXNSk1OqrdEyQ6qRJLl96XFqKjcH5OMuJV0roAyDRx3P4QSm/pttJUmSo7TRt+10KoM6Uw2ankaph2G4kLVDX6gBx+H/6NsbyLmqg5nKqLW44gVEggsPfdc?+Uq6H6Gx/qQy0w1qepkphMeW4Un+8SVHkYJuh51yln2I3ErqGWZSwA06lSdw9r36456lxSamfwzoeh7p8jyRyehaRxG6jqO8PMc/uq+1t8LdOzIl6rZfQmNM5PpFgo?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?/h9sEtlPPKKZTUzolRVVsupsCpRvJgdrK7rQP1FvoBuoMW/wDpqv59eo8R6oVU4c6N3FgPy2/jy+SEPX/w3VnTOovZlyqyuRR1qKloSCVMfB90/OI1kHX3UvL0IZOyxT01abVXW40Ft5RPkPnhKwfj3/XHSKXCpeZaXZaWZcWW3uSq25K0qHX5BGKLgeD/ACfTdRo2d4Mh9lqO8JCYSeGw52I7/lghNh0cz2vIvzTR4gTEWPNir6y8mq/sSCa2UGofZmzKLf3fN2jdb8742PBA4+uGNo2JSjmwFsfSwHTBMaIA42WCw6cYzr97GWv2wvA4Jvh1DRZe5uPywl72URf8sNBI4wqfnt+mElZP4tx/9Yzdc2J4OG34sFYwDthJWTiLc?+2EB7YS4B+uM3Ae2EkFiyT04thCRY3OEv3vbHzW4B9L4ScNubp4XY2/PDS6Egk8W5PNseCr1mm0KnSKvWJrUOHFQXHXnVbUoSO5OAH8UHjilVhErJmmT7sSASWn5wO12QPYfwp/me/thJSPZEMz9lcviX8ZdB02iyMtZFlsz68QUOykEKai/Cf41/yHzjm/mrNeZdQK49VazOfmyJS/MWt1ZWpZJ5J726/ljTrXUa/NLkl5TjrhuSq5PUc8c/ixMaBQmtq0htIUhDjg3IuADYpJI9IAIBJN+OBfpibWgHVAaqudN2W6Bb/T/IfmyUOPNOnaskWVb0lBHN7BPqUkd?+4xdEfSevvR2nmsxwGELQlSWloc3NgjhJ+R0x6NP8puTnWVMAOJcbccI2gb1+hKSEcEhGxR7bSeeqbX5FoTBisn7Mf7tPVxQPT5dGLcoWK19UMjLLLpANifpixMh53zXkayqFU1GPfcuI+SplX5fh+oxtMw6Iz6SVOwSohP4bdcQx5ioUlwsS2VIt7jg455rDEbhe15mSts/UIttOfELQcw+XAqa/2bUDZJjyF+hZ/9tff8+cXLDqkSfHLaShaHE2U24AQoHtboRjnQiQ1IFnAD0/X3xYWSdZM15LCY5kmqU4dGJC/W2P8AAs8/kb43w1hbo9c/iH9OR1HbgOqtDUjwmlyoSs36M5gFDqi3C+aRLuYDyr3IQpPqYPtYKTfsOoZkjxTZ406mNaf6+ZTkoZd?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?+0TYLhXHX5ZIsQCQlY729jixck6oLiyWETXfKkNp2JStSgn?/AL+cQ6p0yXTnlwqjFW04g7VJWm2NJMhOK9bZPp+7zyPz9sDqrD46htiFFkz4TduhRs6fa+yoUdMaqPpksLX6w6bgC/Tn+uLVjRG63JTm3TyviJPU3+8hqI2L+CB94deP6Y55ZUz3No60NSEl1LY2FJNiR05xc2RNWfIcRKotRWgNqspsm204AuZPRGzwXNGx5jyP4Wu0VRrH2XHfofMIzKRm6nV5f9n83wm6bVb7AFH9y+PdJPQ/4T07E4rrVvwu5Yzgh2ZEjJjTOSlxtNiTjx5f1QydqHDTTszKbjymzsRIUAlQV8E9cT6nZlzBkdptmtpcrWX128ma2d7jKfYn8Q+DyPftg7S4o17cs5u3/dzH/sPz87IXLSyQn?+0LE/48j/6n8IBNRdDs5ZEfc+2U9ciGCdryE3FvkdsVr9mfjOb4q1IUk3AvYg?/Bx1xk0fK+eKSJUNcafEkAgLTY2PQpPsR3B5GBp1e8IkSep6r5USIsgkqLYHpUfp2wXdDmbdurSs8c7JDbuu6FDJkPWKr5bfSioKW6hNkhYNlpHt84LnIGu+XM4U1mlZgLcxtQGxZUA617EKPN/wDTAW5vyDXspzlwK7TXGFpUQF7fSr6HGkgVGrUKUmTT5CwUG/XqMAarCQXGSnNj9D5hbhNpklF/uF1Uo2YqpR4qZMaUvMVEA9S0WMqOn2I/EB8/r2xLIkmkZkg?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?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?/QDEYdqJcV9mWNv8QOIvmiPBTZ6C15KwSpWw2Cj3uOhxRWGSoi4TtljZhdNFL8RFoVZWStX6zTqmxIRVXVRmkkFG4EL/ADPQ4vnJ+s2VM5D9n15aGnQPUo2BA7E8/H0wCa5j8dNmnSlQN7WsCffGypOo79Md8lxdnlAJKrdhfj6c/wA8c+6mkjBDNf8AxOyteGX/ALgt4hdG2BWqYyJNBnIqUEi4ZdO4W7AHqn+Yx6GqjQsyIMN9sxpZFlx5AAVf4PRQwKGn+vVRpjTK6dUdqRtCmXVBwD9TyMEHQ9QMlagMpjzVsRqgpO70qAv84emrpIDlabf+LtvQ8vsqJqe/aOo/3N39RzUZ1Q8PFDzO046mGlDxBsUCxGBH1B0QzXk2Q4tERyTFTyFAcgYP5EzMOWkpRISqr0+3pVuu6hPwfxce+Puqn5YzvAWuKlt7ja60tNloPyOo?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?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?/4k/Iviz6TmjTjUiAzJy5mSl1VmYje0Y76VEg+46g34IIuD1xndCHC4RGDE2vdkcbnwXOSosOMOKYlsqQsGxSoWN8aGfES5dSRut2V/rg8tSPD1Q8wNOOsRUodIJCkixBwLefNDM25VccdjxlyY6b22j1f/vGWSIbOC2udnF2aqmkP1OnOhyA8pJv/drP9MTPKWr1QoshEWc6sOpPoUoWIHtf2xGZsdxp1TMqOtC0nkKFiMeB9ncLKSl1J6buo+hxkno2TNsRdZWvdE7NGbFGZpl4mHI4RCnyRIi2H31bsX1SavlTN7aKjRah?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?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?+2E06zbBosWNIgOLk5czGEsxHJA3fYJqgUORVJvYKuEhJP4VD64iPFIDXVXzUxQ6vSlUudBbXS1tH7QDdQTtFkoUPSpRuQbg8EjjriMZIrNRyvLXleuSPMkNOOJjTCjeJcdsJLLqrHlxtIQlxN1Ep2qtYE4mWXKLNqgZTJ/cx0pU42y8n1cgAqJIsbgjixtbHzzbkdVbpyIrfmtVKGszaXMSkhTErohXIspHQKsLEdfh/FS1KmsJxMtkoW64G3FpWlI9Y2HaUL5sVm4NrJF7D3xHVMZeUoqn0+aZJN3rywk+Z+K428c34xo8l5sqMalppOYwmNWm1BqWncAmO4gFSEFJ58te0qbtYEBSRzYGNT8wsyZ0iT5Ckea6te0Up1QFyTa?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?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?+/THn2B99xkXUBx3ANuSOvvixMq5po8yoQokWSwLo2OB5KWHfMUoCySTsNuvqtwLYkGgIHPVSTm7itjTcqtphIguMsLQl4qXcX4IBSenTmxPxwOuNhFyrUqQzHkwaulLcd1DgjvXU26G1fc3feBtyLA9u3ONjC+yV1W9p8RpLTQYXHUCFoCOAdnc2QCTYjkdOCfTVZNRjuIgSGUuNNLcPnINwXdouQAeCTZIHQ34v0LrOo9WYD7ciQ9OUILzQ9CHnLtSGQAVFDqRa9+LKAta+48gb/LVbXClphSdwcU6XUpUfLK2t4WSbA7fQCCOd3HbEoytNpy2S55LctaQUKbkIR6khkIWm6hzYlJt?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?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?/LOwAEA2BdWALEAEW4uMTa22y52aofMbnbovtl6j02nJZkNI2rbdIG9nkqCkfJsATbaASQAeL4+dV04ynXmEGXESl5tksqfjJ2uly6khR5ACb26kkgcJHQeFmpLhSSkSBdltILu8EXV60ucHlRsgE3vYkDpiXUYuraYQlCwGWxZCgkhpTaVFaVE2svesC1iUnp74sACoCqp7JGfcstIbp5arsBtaZSIzidrzYQedh6jrztPPtj0UPUSU/IVSq24pmQ24tX2KoENDcQrlLpFgocW3J6gc4uyDEbUiKGm3FoDijZKFbHEgb19RZQuLDcoiwNuhw?+saW5ZzfCQ3memolOPguiSHUJeSVXJIUmwBKykAHp0sBhFqeyhFJm077bHElxymyJsl9TUZQ2BaS2j1BR9Cj6SLD3HOLSZeC2GZ09lNg0yovFBKVNhxaEJKTZSiq4QTxe59+Krl6F6hZSipfyhKi5lpbbtlUWqJCrOWuQ3usL8W3DaTjzULUmMw8uguvS6HVkLSl2lV5xWwKQDZDclQ3NpCibBdx0F+mI2skFZ0yGIG+Iy6pDcpuQy?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?+O5Sqpo7UIje0qjvNyOfZKuf64KKqPlDajfoMCj4m54nUiVTXhuafBbUnsQeuKZXWRCmpxNG9p6FczFOpJ3AG/seRhW2NxBI/Q/64lmbdP5NBeU6y4l2OolSebKA9saKN9nZJ8xpVx1IVxi4ODhcLiZaR1PJkl0XxaZdQOUi3T1Y9kfci3pPW9j6gMe5uHEdSlxKVji9v8A7wpiw0p3JfKVfAIxW6QbFaGQEbFPj+U+Qrctoq4CkKsR9On6YM7wK+Hug6lU7NOa88NSX6e2EUunOtrUy6l/hxxxKgeChPlgdjvPtgMo8BavWh0KHe45/XHVDwXP0+gaDZfpsPa4p7zZckhJSouOLJNyethYfkMNERmWgUskoIaFpsw?+H7WXS2Z+3tJMxO5lhN+oxluiLUmQOwWPQ8P/AIn4ONtkPxvZuy3UhlrUOnOOyWiEvRag0YsxA+FEbVfmOffBGQpzUpN2FHjsRa2NHnvTTIGqFMNJz1liJUUWIbeKdkhk?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?/zw3eQb9sIeFcYapR9hhiUrJ+8nr0HTCFQ9+cfLd3t8Yh+qOqmWdJsuOZjzM4/5fKWmmWypTqgL244H1OGzWUrBS6VMjQWHJk19thhpJUtxxQSlIHck4CfxSeNKmxWpWTNP53ntkFp59le3zj3G7qE/A69zbjFEeIPxm541aeeoVFJpNBCilEdokKcHutXc?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?/LfU+napaSfJt?+9WlINwo2SoAq45HbCU2tQgZs0g1T0TKpeT5CM6ZVYcU6adKup6OkAErTtN0cW5QQbjpj5ZD1Zp1SiIhQHn5cwuIbepFRctOjKLpWryFkBLyQexCV2vwrpgwpKW24xW/ECWmmlOFW8kepQQRs5FztsVWuLkg4pnWjwsZZ1B+15jp6W6DmJsF8zWN1nVBW1IUkKtbvusFX9hhrKLm2Oi+nnw63OfFDltuuReVtLJZeSHAOLJTwU2HpO3r3wxxuHJnCGYqoabNKZ2pupQA2XttJsTyOCTce1yM8zO+bNH88f2a1WQapIpw8mPWID+2a22OBZfHmoH8DwI+nGLlpmotIcyfT6zVt9UosqW0wipt70KQoKTsQ9HVYjlQBDRKeTa3XDKK3eZqQxN2GRAL6I13PtrQUXoyliydjhAJubA9rjpziJSqpmjLFHkU2ohNapU0+QJLEdK3Qtz0JLsckIcUAoJKkWJ6/OJ/XZBpMZLzDy109xV2yEkKbcd2lspTuFrhKgByE++KSzxmOqt5pGnOTUr/bc15DfmsulluEFpuQgqI3LIPqX16gE3OGSsoxAak6cLn5Hyu6/Wq1WHUvJpra?/MZpjqSQhShay3RuPPG3ji/SbMeD/UepMN1GbmV5EiUgPvJ5O1ahdQvf3JwQGimiuXNIaUp6ouoqWYJHqkzFoK1lZBNgSPe4uTi6GpVc8tHlRVFG0bblq9u2GtdXNjFu0v/9k=" width="302px%" alt="ce becuri sunt bune pentru machiaj">Este cu incredintare cea mai ieftina solutie de dormit dintre lista noastra de verificare ca camping. Cheia cu directia de raportul calitate-pret ar fi alegerea celui mai bun cu directia de a satisface nevoile voi si te ajuta ca a ambitiile dvs. Presupun ca ai cautat ceva legat de oglinda make up cu becuri ikea sau foarte similar. Ei bine, astazi este ziua ta norocoasa pentru ca am gasit cele mai bune produse legate de oglinda make up cu becuri ikea la un super pret. Aceasta oglinda de machiaj, cu dulap, are dimensini totale de 770 x 570 x 160 mm. Partea in care te vei putea vedea masoara 404 x 570 mm, iar dulapurile au 183 x 570 x 160 cm.La prima vedere, această lumină nu este cea mai prietenoasă, dar beneficiile ei merită din plin să fie explorate. Utilitatea luminii reci se vede cel mai bine la biroul de acasă, dar nu numai. Tipul de lumină cel mai întâlnit în amenajările interioare ne atrage din primul moment, dar are ?i câteva aspecte de care trebuie să ?inem cont în amenajarea interioară. Dimensiunea anvelopei poate fi un alt obstacol de navigat atunci cand doresti cele mai apetisante anvelope.Ea are o singura fata, nu are coeficient de marire si e un model cu picior. Oglinda despre care discutam acum se alimenteaza cu ajutorul a patru baterii de tip AA. Acestea nu sunt incluse in colet, ci trebuie cumparate separat. Are si un buton de pornire/oprire, in cazul in care nu vrei sa o folosesti cu ledurile pornite.


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Last-modified: 2022-02-21 (月) 00:54:25 (804d)