30. verseny - Babamodell
2011.08.06. 19:58
Most másfajta bírálási módszert alkalmaztam. A tervek értékelésénél négy tényezőt vettem figyelebe:
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elképzelés
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kivitelezés (mennyire sikerült megvalósítani az elképzelést)
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kreativitás (mennyire egyedi, fantáziadús)
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kidolgozás (árnyékolás, aprólékosság)
A tényezők pontosan fele az ötletre, a fantáziára összpontosul, míg a másik fele a Paintes rajztudásra.
Ez a módszer számomra megkönnyíti, leegyszerűsíti a bírálást, és úgy gondolom, hogy igazságos is, hiszen így jóval több eséllyel indulnak azok, akiknek nagyon jó ötleteik vannak és kreatívak, mégsem tudják annyira megvalósítani az elképzeléseiket, mert esetleg nem olyan tapasztaltak még a Paintes rajzolásban.
(Ha ti nem tartjátok igazságosnak a módszert, szóljatok:)
Eredmény
(Ezeket a díajakat lementhetitek:)
![](data:image/png;base64,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)
![http://rueroyale.uw.hu/kepek/30_2Morgan.jpg](http://rueroyale.uw.hu/kepek/30_2Morgan.jpg)
![http://rueroyale.uw.hu/kepek/30_3Haley.jpg](http://rueroyale.uw.hu/kepek/30_3Haley.jpg)
Alice: Nagyon jó volt az ötlet, amit megvalósítottál. A tervet kicsit alternatívabb irányba vitted, ami tetszik. Egy életre kelt babát látok, aki a kifutón vonul. Ötletes az is, ahogy berajzoltad a végtagok összekapcsolódását. Az elkenődött smink annyira távol áll a masnitól és a szivecskés szoknyától, hogy ez adja a terv szélsőséges különlegességét, éppen ezért nagyon egyedi lett, és kicsit horrorisztikus is. :) A szoknyát meg imádom. A masnit is. De a szoknyát jobban.
Morgan: A te tervedben az egyediséget a modell eltérő arckifejezése adja. Nagyon jól eltaláltad a babás öltözéket, a combfix tökéletes kiegészítő, megfűszerezi az ártatlan babaságot. Alice tervéhez hasonlóan a te tervedben is megjelenik a kontraszt, a szélsőség, hiszen a rózsaszínt keverted a feketével, a babás stílust a horrorisztikussal, éppen ezért lett különleges. Tudod mi jut róla eszembe? Amikor a szebbnél szebb rózsaszín-világos, bájos babák vonulnak a kifutón, megjelenik a te gonosz babád, aki fellázad a társai ellen, és ki akar törni a rózsaszín babalétből. Szerintem sikerülne is neki. :)
Haley: Te más oldalról közelített meg a témát; a rózsaszín, mesés babavilágot jelenítetted meg. Nagyon bájos szemet rajzoltál neki, a haja pedig nagyon tetszik. Olyan lágy, puha, selymes... nagyon jó. Ez érzékelteti legjobban a modell babaságát. Ami a te babádban tetszik, az főleg a kivitelezés és a kidolgozás. Gyönyörűen árnyékolsz már, a szoknyán látszik legjobban az igazi térhatás. A hajat is nagyon szépen kidolgoztad, azért lett olyan "guszta", ha kisgyerek lennék, legszívesebben azt fésülgetném egész nap. :)
Nicole: Népviseletes baba. Nagyon ötletes! :) Nagyon tetszik a haja, ilyen szép hajat még nem rajzoltál. A masnik tökéletesek oda, a párta is gyönyörű. A fejrészt nagyon-nagyon eltaláltad, viszont a terv alján elfogy a fenti temperamentum, oda is nagyon jól mutatott volna egy kis virágminta, vagy más motívum. De mindent összevetve szép munka! Egyébként pixelenként pontozgattad a szoknyát és a felsőt? Mert ha igen, akkor emelem kalapom a kitartásod és a türelmed előtt... bár én is ilyen türelmes lennék! :)
Rose: Nagyon babás! A feladatnak ezen részét teljesen tökéletesen teljesítetted. A ruhadarabok (az egyberuha, a csíkos harisnya, a szivecskés nyaklánc) mind a babaságot hangsúlyozzák. A fonott hajat nagyon szépen kidolgoztad, a masni is jól áll benne. A szeplőkért képzeletbeli piros pont jár, te vagy az egyetlen, akinek eszébe jutott ez. Ha terveztem volna, valószínűleg én is rajzoltam volna. :) Jól kivitelezett alkotás, és meglátszik, hogy sokat dolgoztál vele.
Eloise: Ez az eddigi legjobb terved a rajzolás szempontjából. Kontúrt rajzoltál, színt kevertél, aprólékosan sminkeltél, a legvékonyabb ecsettel/ceruzával is ügyesen bántál. El vagyok ájulva! De tényleg. Rajzolj mindig úgy, hogy először (ahol szükséges), megrajzolod a ruha körvonalát a ruha színénél egy kicsit sötétebb árnyalattal (színkeveréssel tudsz sötétíteni), és utána az üres területet kiszínezed/kitöltöd a világosabb árnyalattal. Mint ahogy a zokninál, és a pólónál is csináltad. Ismét dicséretet kapsz, mert nagyon sokat fejlődtél!
Gratulálok mindenkinek!
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