HTML

Csilla origami dekoráció

SAJÁT KÉSZÍTÉSŰ, ORIGAMI TECHNIKÁVAL KÉSZÜLT, AJÁNDÉK ÉS DEKORÁCIÓS TÁRGYAK ESEMÉNYEK, RENDEZVÉNYEK (ESKÜVŐ,SZÜLETÉSNAP STB.) SZEBBÉ TÉTELÉRE. www.csillaorigamidekoracio.com

alazart_webcim_teli_hatter.png

Állandó oldalak

Nagy örömömre szolgált, hogy újból meghívtak a Duna Tv Család barát műsorába és megmutathattam műveimet.

Nézd meg a videót és keress bátran szívesen segítek legyen az dekoráció vagy egyedi ajándék!

Mészáros Csilla

www.csillaorigamidekoracio.com

 

 

Címkék: dunatv ballagás ajándék dekoráció esküvői dekoráció családbarát Virágok 3d origami Origami dekoráció

Szólj hozzá!

jobbrazart_webcim_ureshatter.png

Szólj hozzá!

1580211001890.jpg

Mint már többször írtam ez a 3d origami technika nagyon sok lehetőséget ad, szinte bármi elkészíthető vele.

Egy régen dédelgetett álmom, hogy működő faliórát készítsek.

Most rászántam magam, mindent félretettem és ez volt az elsődleges. Az óralap hamar elkészült és akkor szembesültem azzal a ténnyel, hogy elég vastag lett.

Így a hagyományos óraszerkezet nem jó bele, de addig keresgettem míg találtam belevalót.

Először szám nélkül gondoltam azért csináltam rá 12 csúcsot, de rájöttem, hogy számmal jobb lesz.

Munka közbe jöttek az ötletek és a szivárványos után elkészült egy napraforgós és margarétás is.

De tovább gondolva én készítettem már pl.Fradi  lógót és az is lehetne falióra óralap. 

Ha tetszik és szeretnél egyedi origami órát keress és elkészítem Neked!

https://www.csillaorigamidekoracio.com/ajandekok/3d-origami-figurak/

img_20200127_162028.jpg

A kép innen mentve:

http://fradiszurkoloi.network.hu/kepek/beregszaszit-6746/fradi_cimer_faliora

Szólj hozzá!

CSILLA ORIGAMI DEKORÁCIÓ

img_20170731_140230-01.jpeg

Beléptünk a 2020- as évbe és idén lesz 5 éve ,hogy elindítottam az origami dekorációs vállalkozásomat.

Merészet gondoltam amikor belekezdtem, de mindig bántam volna ha nem próbálom meg.

Először óvónő majd felszolgáló voltam, de mindig kreatívkodtam valamit.

Amikor elkezdtem belül kicsit féltem, hogy sikerül-e megvalósítani az álmomat. Nincs konkurencia ami bizonyos szempontból jó, de nincs minta, hogy hogyan csináld.

De mertem megvalósítani az ötleteimet és  az 5 év távlatában mondhatom, hogy megérte.

Kezdetben az Esküvői dekoráció volt a fő profilom, ami mára kibővült az egyedi 3d origami figurákkal.

Sok emberrel találkoztam vásárokon, fesztiválokon különböző rendezvényeken akiktől ötleteket kaptam és megerősítettek abban, hogy jó amit csinálok.

Nagyon örülök, hogy elkezdtem, mert megtaláltam azt a "munkát" ami örömet okoz nekem és azoknak is akiknek készítem.

Szóval továbbra is készítem a figuráimat és az origami dekorációkat.

Keressetek bátran ezentúl is és én elkészítem amit elképzeltetek, ha nincs ilyen akkor pedig ötleteimmel segítek!!!

Az oldalamon megnézhetitek miket készítettem eddig: www.csillaorigamidekoracio.com

Mészáros Csilla

img_20191006_091656.jpg

 

 

 

Szólj hozzá!

Címkék: origami duna tv dekoráció családbarát 3d origami origami érdekességek Origami dekoráció

Szólj hozzá!

13434760_1715744425359744_4767089828913725201_n_masolata.jpg
A hattyú egy életre választ pár magának,az örök szerelmet  jelképezi.

Esküvőkön a  főasztalon a helye, hogy a Pár szerelme is örökké tartson!

Az általam készített hattyúk tartósak, így örökre veletek maradhatnak.

Sokféle variációját készítettem már: méret,szín, forma.

Nagy méretű amibe élő virágot is lehet tenni:

dsc_0123_masolata.JPG

Közepes méretű ami magasságában nem sokkal alacsonyabb, de nem olyan öblös:

20160813_092111.jpg

20160916_074427_masolata.jpg

Színben is lehet variálni. Lehet fekete-fehér, de passzolhat az esküvő színvilágához is.

Válaszd esküvődre az örök szerelem jelképét !

Az oldalamon megnézheted az árakat és a variációkat is, de úgy készítem ahogy Ti szeretnétek!

http://www.csillaorigamidekoracio.com/eskuvo/eskuvoi-dekoracio/

Címkék: dekoráció Esküvő 3d origami origami hattyúpár Origami dekoráció esküvői hattyúpár

Szólj hozzá!

Békés  karácsonyi  ünnepeket és boldog  új évet kívánok!!!!

 

Mészáros  Csilla

Csilla origami dekoráció

 

2016-10-21_14_57_24.jpg

www.csillaorigamidekoracio.com

Címkék: karácsony ajándék advent dekoráció esküvői dekoráció Esküvő 3d origami origami hattyúpár

Szólj hozzá!

Szia!

Lassan itt az iskolai év vége és a ballagások ideje.

Ha tanácstalan vagy mit ajándékozz erre az alkalomra nézd meg a kis baglyaimat és most készíttettem egy Harry Pottert is ballagásra.

Hívj és én megvalósítom  bármilyen elképzelhetetlennek tűnik.

Csak az a kérésem, hogy időben szólj!!!!

http://www.csillaorigamidekoracio.com/ajandekok/ballagasra/

20160201_110001-masolata.jpg

 

 

Címkék: origami ballagás ballagási ajándék 3d origami

Szólj hozzá!

20170131_150329.jpg

Jövő héten már Húsvét és az idén négyes ünnep lesz.

Talán még több idő lesz arra, hogy dekoráljuk, szebbé tegyük az ünnepi asztalt.

Szalvéta mindig van az asztalon, de nem mindegy, hogy hogyan.

4 fontos dolog szalvéta hajtogatáskor:

  1. Anyaga: Régen a családoknak volt textil szalvétájuk. Ma már csak kevés helyen van, de helyette lehet kapni textilhatású szalvétákat ami majdnem olyan és nem kell kimosni utána hanem eldobható.
  2. Mérete: A szalvétahajtogatásnál  fontos a méret. Minél nagyobb a szalvéta annál szebbet lehet hajtani belőle. A 40 x 40- es méret az már jó.
  3. Hajtogatási technika: Origami technikával nagyon sokféle szalvétát lehet hajtogatni. Ahogy a lenti képek  is mutatják.
  4. Szín: az alkalomhoz illő színkombináció is fontos. Húsvét lévén a sárga, zöld a tavaszi színeket javaslom. 

Nemsokára jövök újabb ötletekkel addig is látogass el az oldalamra:

http://www.csillaorigamidekoracio.com/ajandekok/husvet/

img_0004_masolata.jpg

dscn0425_masolata.JPG

 

foto1225.jpg

Szólj hozzá!

Kellemes Karácsonyi Ünnepeket kívánok!

 

Ne ijedj meg nem írtam félre.

Tudom, hogy korainak tűnik, de szeretnélek értesíteni, hogy elkészült a karácsonyi origami ajándék kollekcióm.

Olyat  készítettem

  • amik elég különlegesek ahhoz,hogy megajándékozd vele családtagjaidat

  • nem drágák,

  • lehetnek akár céges ajándékok is

  • de ez egyes munkahelyeken megszokott egymás közti ajándékozáshoz is nagyon jó.

 

KÉSZÍTETTEM:

- 3d origamis kis karácsonyfadíszeket és Mikulás figurákat kisebbet és nagyobbat is.

-Karácsonyfadíszeket díszdobozban.Ugyanabból a papírból 5 különböző karácsonyfadíszt hajtogattam és hozzá készültek díszdobozok amibe 2,4,ill. 5 db dísz fér.

<img src="data:image/png;base64,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

Címkék: karácsony advent dekoráció 3d origami origami érdekességek Origami dekoráció

Szólj hozzá!

süti beállítások módosítása