Metaporze
TrueType字体私人使用
- 口音 (局部的)
- 欧元
Metaporze.ttf
标签
作者注
Metaporze font by Dhabee Studio is a free futuristic display typeface that looks like it was carved from glowing circuit boards. Its rigid, maze-like letterforms lock into tight rectangles, with sharp diagonals slicing through each character to create a kinetic, digital rhythm. The result feels both alien and engineered—chunky, monospaced blocks that still read cleanly, even at bold, oversized scales.
Using Metaporze, you can push sci-fi titles, gaming logos, techno album covers, esports branding, and event posters into full-on cyberpunk mode. This free font shines on short headlines and wordmarks where you want maximum impact with minimal text. Pair it with a plain, lightweight geometric sans for body copy, and let Metaporze handle the heavy lifting in your main titles and interface headers.
--
This demo font is for PERSONAL USE ONLY.
For an extended license or questions, contact:
adjie.h1997@gmail.com
Donations are appreciated.
https://www.paypal.me/dhimasadjieh
Using Metaporze, you can push sci-fi titles, gaming logos, techno album covers, esports branding, and event posters into full-on cyberpunk mode. This free font shines on short headlines and wordmarks where you want maximum impact with minimal text. Pair it with a plain, lightweight geometric sans for body copy, and let Metaporze handle the heavy lifting in your main titles and interface headers.
--
This demo font is for PERSONAL USE ONLY.
For an extended license or questions, contact:
adjie.h1997@gmail.com
Donations are appreciated.
https://www.paypal.me/dhimasadjieh
字符地图
请使用下来菜单观看包含该字体的不同字符地图
基本字体信息
字体系
Metaporze
字体次系
Regular
独立次系身份
1.001;MetaporzeRegular
全字体名称
Metaporze
名字目录版
Version 1.001;Fontself Maker 3.5.8
页面描述语言字体名称
MetaporzeRegular
制造商名字
Yumnacreative
设计师
Yumnacreative
描述
Yumnacreative
优先系
Metaporze
优先亚系
Regular
扩展字体信息
平台支持
平台编码
统一字符编码2.0及以上字符编码型,只有BMP统一字符编码
苹果电脑罗马
微软只有BMP统一字符编码
字体细节
创建2024-01-25
修订1
字符计数182
单位每Em1000
嵌入权利永久安装的嵌入
字体族类型无归类
重量中等(常规)
宽度中等(常规)
Mac 风格粗体
方向只限从左到右的字符+包含中立
图案性质常
峰无间隔