Exotics

Arrows

Glyph Code point Name
← U+2190 Leftwards arrow
↑ U+2191 Upwards arrow
→ U+2192 Rightwards arrow
↓ U+2193 Downwards arrow
↖ U+2196 North west arrow
↗ U+2197 North east arrow
↘ U+2198 South east arrow
↙ U+2199 South west arrow
↩ U+21A9 Leftwards arrow with hook
⇞ U+21DE Upwards arrow with double stroke
⇟ U+21DF Downwards arrow with double stroke
⇤ U+21E4 Leftwards arrow to bar
⇥ U+21E5 Rightwards arrow to bar
⇧ U+21E7 Upwards white arrow
⇪ U+21EA Upwards white arrow from bar

In context

← back | next →

scroll ↑ | scroll ↓

↖ ↑ ↗

← · →

↙ ↓ ↘

Keyboard symbols

Glyph Code point Name Notes
⌃ U+2303 Up arrowhead Control
⌅ U+2305 Projective (actually not numpad Enter)
⌘ U+2318 Place of interest sign Command
⌤ U+2324 Up arrowhead between two horizontal bars (numpad) Enter
⌥ U+2325 Option key Option
⌦ U+2326 Erase to the right Forward Delete
⌧ U+2327 X in a rectangle open Clear
⌫ U+232B Erase to the left Delete/Backspace
⎋ U+238B Broken circle with northwest arrow Escape
⏎ U+23CE Return symbol Return
⏏ U+23CF Eject symbol Eject
⏻ U+23FB Power symbol Power
␣ U+2423 Open box Space
🌐 U+1F310 Globe with meridians Globe/Fn

Keyboard symbols in context

⌘⇧⌫

⌘⌥⎋

⌃⌥⌤

⌃⌘⏻

⌘C   ⌘V   ⌘X

⇧⌥⌘V

⌥⌫   ⌥⌦

⇥ Tab   ⇧⇥ Back Tab

Geometric shapes

Glyph Code point Name
■ U+25A0 Black square
□ U+25A1 White square
▲ U+25B2 Black up-pointing triangle
▶ U+25B6 Black right-pointing triangle
▼ U+25BC Black down-pointing triangle
◀ U+25C0 Black left-pointing triangle
◊ U+25CA Lozenge

Geometric shapes in context

▲ scroll up

▼ scroll down

◀ previous | next ▶

■ selected □ unselected

◀ ▲ ▶ ▼

◊ lozenge ◊

Letterlike symbols

Glyph Code point Name
ℓ U+2113 Script small L
№ U+2116 Numero sign
Ω U+2126 Ohm sign
℮ U+212E Estimated symbol

Letterlike symbols in context

R = 50 Ω

№7

℮ 500 g

V = 2.5 ℓ

Math

Glyph Code point Name
π U+03C0 Greek small letter pi
∂ U+2202 Partial differential
∆ U+2206 Increment
∏ U+220F N-ary product
∑ U+2211 N-ary summation
∫ U+222B Integral
⁄ U+2044 Fraction slash

Math in context

π ≈ 3.14159

∂f⁄∂x

∆x = x₂ − x₁

∏ n = n!

∑ 1⁄n²

∫ f(x) dx

1⁄3 + 2⁄3 = 1