Arizona Design Features

This is an article about Arizona’s design features and a guide to modulating its visual output on the web.

Arizona Individuals

Five separate Variable Fonts that allow for modulating the weight and italic output within each subfamily.

#arizona-serif { --arizona-serif-wght: 400; --arizona-serif-ital: 0; }.arizona-serif { font-family: "Arizona Plus Variable"; font-size: 7vw; user-select: none; cursor: pointer; font-variation-settings: "wght" var(--arizona-serif-wght), "ital" var(--arizona-serif-ital), "SRFF" 100; }
Arizona Serif
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#arizona-text { --arizona-text-wght: 400; --arizona-text-ital: 0; }.arizona-text { font-family: "Arizona Plus Variable"; font-size: 7vw; user-select: none; cursor: pointer; font-variation-settings: "wght" var(--arizona-text-wght), "ital" var(--arizona-text-ital), "SRFF" 76; }
Arizona Text
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#arizona-mix { --arizona-mix-wght: 400; --arizona-mix-ital: 0; }.arizona-mix { font-family: "Arizona Plus Variable"; font-size: 7vw; user-select: none; cursor: pointer; font-variation-settings: "wght" var(--arizona-mix-wght), "ital" var(--arizona-mix-ital), "SRFF" 50; }
Arizona Mix
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#arizona-flare { --arizona-flare-wght: 400; --arizona-flare-ital: 0; }.arizona-flare { font-family: "Arizona Plus Variable"; font-size: 7vw; user-select: none; cursor: pointer; font-variation-settings: "wght" var(--arizona-flare-wght), "ital" var(--arizona-flare-ital), "SRFF" 25; }
Arizona Flare
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#arizona-sans { --arizona-sans-wght: 400; --arizona-sans-ital: 0; }.arizona-sans { font-family: "Arizona Plus Variable"; font-size: 7vw; user-select: none; cursor: pointer; font-variation-settings: "wght" var(--arizona-sans-wght), "ital" var(--arizona-sans-ital), "SRFF" 0; }
Arizona Sans
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Arizona Plus

All five families packaged into one big font Variable Font. This allows the user to modulate everything between sans to serif, via the serif axis, and the weight and italic output.

#arizona-plus { --arizona-plus-wght: 400; --arizona-plus-ital: 0; --arizona-plus-srff: 100; }.arizona-plus { font-family: "Arizona Plus Variable"; font-size: 7vw; user-select: none; cursor: pointer; font-variation-settings: "wght" var(--arizona-plus-wght), "ital" var(--arizona-plus-ital), "SRFF" var(--arizona-plus-srff); }
Arizona Plus
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IN USE Example

In case you missed our Using Variable Fonts on the Web tutorial, here's how you embed a variable font alongside the settings it takes go generate the visual output you want.

@font-face {
  font-family: "Arizona Flare Variable";
  src: url("/fonts/ArizonaFlareVariable.woff2") format("woff2-variations"),
       url("/fonts/ArizonaFlareVariable.woff") format("woff-variations");
}

Then, control the axis values using font-variation-settings

h1 {
  font-family: "Arizona Flare Variable";
  font-variation-settings: "wght" 400, "ital" 10;
}

With the setting above, you’ll get an output that is regular (400) in weight, and with a slight 10° Italic angle. Like below:

#arizona-flare2 { --arizona-flare2-wght: 400; --arizona-flare2-ital: 10; }.arizona-flare2 { font-family: "Arizona Plus Variable"; font-size: 7vw; user-select: none; cursor: pointer; font-variation-settings: "wght" var(--arizona-flare2-wght), "ital" var(--arizona-flare2-ital), "SRFF" 25; }
Arizona Flare
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What are VFs again?

A variable font is a special type of font file which contains multiple fonts within it. These “internal fonts” can either be accessed seamlessly along defined variations axes, or as predefined instances or states. The axes allow us to navigate through a typeface’s design space, rather than being restricted to its defined poles. Essentially, this technology enables static fonts to become dynamic and shift their appearance.

Arizona Facts

  • Consists of five distinctive yet connected subfamilies:
    Serif, Text, Mix, Flare, and Sans
  • Each subfamily of comes with
    Thin, Light, Regular, Medium & Bold weights and Italics
  • 10 Styles per family, 50 styles in total

Available Packages

  • Arizona Plus: all five families packaged into one big font Variable Font. This allows the user to slide from sans to serif, via the serif axis, and modulate its exact weight and italic angle
  • Arizona Individual: five separate Variable Fonts. This allows the user to modulate weight and italic within each family’s design space

Related Tutorials

@font-face { font-family: "Arizona Plus Variable"; src: 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PFwCIGVZkUCQllmVDHEpVCEULdkRJJQT6dT8PmaK0ZomdiQAAhm920wyszqMFLPi7G4650c910pe4MUx4jBTzGqVo5nduc2kYcZ9It5gPZQIgJRlRQJBWmZVMsSlUIVQtGNHEKS4JfuQgZ4bXoED") format("woff2-variations"); }
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