BE A STAR
TrueTypeUsage privé
BE A STAR.ttf
Mots clés
Note de l'auteur
I introduced my eight year old son to the popular 3x3 cubed puzzle by the Hungarian sculptor and professor of architecture Ernő Rubik that celebrated it's 40th Birthday in 2014. I taught him how to complete it using the logical method, two years later after many happy hours of teaching and learning he had this great idea for this typeface. We used a matrix of three 3x3 cubes stacked three high to make a 9x9 grid to pay homage to the original design. We released the fully embeddable version complete with numbers and lowercase letters commercially on Etsy on the 10th November 2016 feeling seriously puzzled the day after the recent USA Presidental Election @ http://etsy.me/2g1C7sb
http://www.maythefontbewithyou.com #always
http://www.maythefontbewithyou.com #always
Table de caractères
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Informations sur les polices standards
Avis de droits d’auteur
Copyright (c) 2016 by SpideRaY. All rights reserved.
Famille de police
BE A STAR
Sous-famille de police
Regular
Identification unique de sous-famille
SpideRaY: BE A STAR: 2016
Nom complet de police
BE A STAR
Nom de police postscript
BEASTAR
Avis de marque déposée
BE A STAR is a trademark of SpideRaY.
Nom du fabricant
Créateur
Description
BE A STAR this Charity Fonts typeface has been created to help raise much needed funds for BBC Children in Need please follow this Bitly donation link @ http://bit.ly/2fSiDWn so that we can monitor how many people have pledged. Please give whatever you can after your download.
Informations sur les polices étendues
Plateformes supportées
PlateformeCodage
UnicodeUnicode 2.0 et sémantique en cours, unicode BMP uniquement
MacintoshRomain
MicrosoftUnicode BMP uniquement
Détails de la police
Créé2016-11-18
Révision1
Comptage des glyphes76
Unités par Em1000
Droits incorporationIncorporation restreinte (non autorisée)
Classe famillePas de classification
PoidsTrès gras
LargeurMoyen (normal)
Mac styleGras
DirectionSeulement glyphes fortement gauche-à-droit + glyphes neutres
Caractéristiques des modèlesOrdinaire
EspacementNon fixe