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Como hacer lentes 3D con cajitas de Tic-Tac



Cómo hacer los anteojos







1.- Estos son los elementos que se necesitan. Las dos cajitas, un palito revolvedor (este es un palito de Starbucks que resultó tener el ancho justo) tijera y pegamento.














2.- Hay que quitar la etiqueta y lavar los restos de pegamento con agua caliente. Todo con bastante cuidado para no rayar las cajitas. Luego cortar una de las caras dejando el resto íntegro.



3.- Colocar pegamento apto para plástico y madera. IMPORTANTE. El color rojo tiene que quedar sobre tu ojo izquierdo y el azul sobre el derecho. Para evitar que el corte del plástico te moleste hay que pegarlas de manera que la parte cortada quede hacia adelante.


4.- Así quedan los anteojos terminados.






Ahora les dejo unas imágenes para que prueben sus lentes 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:http://www.cukmi.com/como-hacer-anteojos-3d-con-dos-cajitas-de-tic-tac/


Gracias por ver, deja un comentario AHORA ES GRATIS!!!!!! antes los cobraban XD
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17Comments
      mauri5130

      yo tengo los que te dan en el cine y solo funcionan para ver peliculas ahi pero no importa valio la pena

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      Pollo35100

      me parece a mi o las cajitas de tic tac son blancas juas

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      masterpesa

      yo ya lo hice ase mucho y me re funciono eso

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      elblitto

      buenisimooooooo

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      JesusVidal
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      Martinmaster
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      Kissin_Dinamyte

      Y como olvidarnos del niño rata...

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      piofran

      ah mira, aca en el cajon tengo 2 cajitas de tic tac...

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      agustinchivo

      pelotudo

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      ___eliseo

      :O

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      sonic_raul

      Tengo guardados unos lentes 3D, después de probarlos te digo si de ve.

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      youtuquendero

      repost y fail

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      ZaiD_RsK

      me parece a mi o las cajitas de tic tac son blancas juas

      Nunca compraste tic-tac de naranja, y de menta fuerte? xD

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      _WASD_

      si no apareces vos con una foto certificada no vale

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      diegood89

      muy buena ocurrencia la verdad. +10 por que sos un groxo y a fav por que. que mierda te importa!

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      Blazh3

      Joder... Nunca lo había pensado. Hoy mismo trato.

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      Pyjama

      me parece a mi o las cajitas de tic tac son blancas juas

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