Aether plays with light, callenging the uniform grey tone within letters. Derived from 19th Century modern faces, and grounded in a geometric framework, Aether incorporates a set of predefined curves on a rhythmic system. This ensures an identical stem interval within and between letters for a consistent and rational appearance.
The family contains two stylistic variations emphasizing the parametric construction: Aether A, without optical adjustments, results in dark brackets and joints for a bold and distinctive look. Aether B incorporates optical adjustments to enhance legibility and refine the overall design.
A set of alternative letters allows for further enhancement of the geometric appearance. Additionally, a vast array of ligatures is available to harmonize gaps in the monospaced column. Circled and boxed numbers, along with fractions, add a touch of versatility for various applications.

Dominik Thieme
Release 2024
Version 1.003 (June 2024)
4 Styles
2 Families
1074 Glyphs
28 OT Features
Single Style Base Price €60
Collection Price from €144

Aether Mono A

Regular
Regular Italic

Aether Mono B

Regular
Regular Italic
Size 288px
Leading 90%
ASTRO⅓de Gmo24→U&M
Size 144px
Leading 100%
Log:√(2x+1y)MaßstabŒUVRE[31]Base№7West.⚑
Size 144px
Leading 100%
1920sTheory.#NumberPhoton⅜dynamikONDA
Size 18px
Leading 120%
Addition and subtraction of two physical are indicated by: a+b and a−b. Multiplication of two physical quantities may be indicated in one of the following ways: ab a·b or a×b. Division of one quantity by another quantity may be indicated in one of the following ways: a÷b a/b ab−1 or in any other way of writing the product of a and b−1. These procedures can be extended to cases where one of the quantities or both are themselves products, quotients, sums or differences of other quantities. If brackets are necessary, they should be used in accordance with the rules of mathematics. When a solidus is used to separate the numerator from the denominator, brackets should be inserted if there is any doubt where the numerator starts or where the denominator ends. EXAMPLES: Expressions with a solidus: a/bcd or a/(bcd), (⅜)sinkx, a/b+c, a/(b−c), (a+b)/(c−d), a/b+c/d or (a/b)+(c/d). The argument of a mathematical function is placed in parentheses, brackets or braces, if necessary, in order to define its extent unambiguously. Examples: sin {2π(x−x0)/∂} ->exp {(r−r0)/µ} ->exp [−V(r)/kT] √(G/π) Parentheses may be omitted when the argument is a single quantity or a simple product: e.g., sin0, tankx. A horizontal overbar may be used with the square root sign to define the outermost level of aggregation, e.g., √G(t)/H(t). Since the rules of algebra may be applied to units and to physical quantities as well as to pure numbers, it is possible to divide a physical quantity by its unit. The result is the numerical value of the physical quantity in the specified unit system: {a}=a/[a]. The form “quantity/unit” should therefore be used in the headings of tables and as the labels on graphs for an unambiguous indication of the meaning of the numbers to which it pertains. EXAMPLES : Givenp =0.1013MPa, then p/MPa =0.1013 Givens =2200m/s, then v/(m/s) =2200 GivenT =295K, then T/K =295, 1000K/T ≈3.3898
Size 14px
Leading 120%
During the height of the space race in the 1960s, legend has it, NASA scientists realized that pens could not function in zero gravity. They therefore spent years and millions of taxpayer dollars developing a ballpoint pen that could put ink to paper without needing gravitational force to pull on the fluid. But their crafty Soviet counterparts, so the story goes, simply handed cosmonauts grease pencils. Did NASA really waste that much money? Originally American astronauts, like the Soviets, wrote with pencils, according to NASA historians. Indeed, in 1965 NASA ordered 34 mechanical pencils from Tycam Engineering Manufacturing in Houston at $128.89 apiece: $4,382.50 in total. When these sums became public and caused an outcry, NASA scrambled to find a cheaper alternative. Pencils may not have been the best choice anyway. The tips could flake or break off, drifting in microgravity where they might harm an astronaut or equipment. And pencils are flammable—a characteristic NASA wanted to avoid in onboard objects after the Apollo 1 fire. Meanwhile Paul C. Fisher and his business, Fisher Pen Company, had invested a reported $1 million (none of it from NASA) to create what is now commonly known as the space pen. The device, patented in 1965, could write upside down, in frigid or roasting conditions (down to –50 degrees Fahrenheit or up to 400 °F), and even underwater or submersed in other liquids. If too hot, though, the ink turned green instead of its normal blue. isher offered the implement to NASA. Because of the earlier mechanical pencil fiasco, the agency hesitated. But after testing the tool—named the AG-7 “Anti-Gravity” Space Pen—the U.S. decided in 1967 to use it on future spaceflights. Fisher's pen makes up for a lack of gravity by storing ink in a cartridge pressurized with nitrogen at 35 pounds per square inch—more than twice as much force as sea-level atmospheric pressure on Earth. This pressure pushes the ink toward the tungsten carbide ball at the pen's tip. The ink, too, differs from that of other pens. It stays a gel-like solid until the movement of the ballpoint turns it into a fluid. The pressurized nitrogen also prevents air from mixing with the ink, so it cannot evaporate or oxidize. An Associated Press dispatch from February 1968 reported that NASA ordered 400 of Fisher's antigravity ballpoint pens for the Apollo moon mission program. A year later the Soviet Union ordered 100 pens and 1,000 ink cartridges to use on their Soyuz space missions, the United Press International said. The AP later noted that both NASA and the Soviet space agency received the same 40 percent discount for buying their pens in bulk. They both paid $2.39 per pen instead of $3.98—nowhere near millions. The space pen's mark on the Apollo program was not limited to facilitating writing in microgravity. According to its maker, the Apollo 11 astronauts, who were the first to walk on the moon, also wielded the pen to fix a broken engine-activating switch on the lunar module—a repair that enabled them to lift off from the moon for their rendezvous with the mother ship and their return to Earth. Since the late 1960s American astronauts and Russian cosmonauts have used Fisher's pens.

Characterset (1074)

Uppercase

ABCDEFGHIJKLMNOPQRSTUVWXYZ

Lowercase

abcdefghijklmnopqrstuvwxyz

Uppercase Accents

ÁĂǍÂÄẠÀĀĄÅǺÃÆǼĆČÇĈĊÐĎĐÉĔĚÊËĖẸÈĒĘẼĞǦĜĢĠḠĦĤÍĬǏÎÏİÌĪĮĨIJĴĶĹĽĻĿŁŃŇŅŊƝÑÓŎǑÔÖỌÒŐŌǪØǾÕŒÞŔŘŖŚŠŞŜȘṢẞƏŦŤŢȚÚŬǓÛÜǗǙǛǕỤÙŰŪŲŮŨẂŴẄẀÝŶŸỲȲỸŹŽŻ

Lowercase Accents

áăǎâäạàāąåǻãæǽćčçĉċðďđéĕěêëėẹèēęẽəğǧĝģġḡħĥıíĭǐîïiìīįĩijȷĵķĸĺľļŀłńʼnňņŋɲñóŏǒôöọòőōǫøǿõœþŕřŗśšşŝșṣßſŧťţțúŭǔûüǘǚǜǖụùűūųůũẃŵẅẁýŷÿỳȳỹźžż

Punctuation

({[¡¿⸘‚„«‹-­–—_¦·•|⸫\⸪/.,:;…›»“”‘’"'!?‽]})

Mathematical Signs

+−×÷∙=≠><≥≤±≈~¬⋮^◊∞∅∫Ω∆∏∑√µπ∂%‰

Currency

$¢£€¥₤₨₩₽ƒ₿¤

Symbols

@&№℀℁℅℆¶§*©®™°†‡ℓ℮

Figures

0123456789

Fractions

½⅓¼⅛⅔¾⅜⅝⅞

Arrows

↑↗→↘↓↙←↖⤓↥↦⇤↰↱↲↳⟲⟳

Shapes

⬤◯⬛⬜■□▼▽▲△◀◁▶▷◆◇●○◖◗◧◨░▒▓☐☑☒✓❌★☆☻☺♥♡⚑⚐

OpenType Features (28)

Case-Sensitive Forms

H([{¿¡-–—•·}])

Contextual Alternates

-> 0x0 :)

Standard Ligatures

ff fi fl

Discretionary Ligatures

ft fj if ii ij il it li lj ll lf lt ti tt

Ordinals

Nr. 1a 2o

Numerators

ABC123(.)

Denominators

ABC123(.)

Subscript

ABC123(.)

Superscript

ABC123(.)

Oldstyle Figures

0123456789

Slashed Zero

1000

Swash

AÁĂǍÂÄẠÀĀĄÅǺÃÆǼBPRŔŘŖDÐĎĐEÉĔĚÊËĖẸÈĒĘẼFLĹĽĻĿŁKĶXQaáăǎâäạàāąåǻãæǽbdďđpqeéĕěêëėẹèēęẽəkķĸx4&

Stylistic Set 1

RŔŘŖ

Stylistic Set 2

&

Stylistic Set 3

({[]})

Stylistic Set 4

AÁĂǍÂÄẠÀĀĄÅǺÃÆǼ

Stylistic Set 5

BPRŔŘŖ

Stylistic Set 6

DÐĎĐEÉĔĚÊËĖẸÈĒĘẼFLĹĽĻĿŁ

Stylistic Set 7

GĞǦĜĢĠḠ

Stylistic Set 8

KĶX

Stylistic Set 9

Q

Stylistic Set 10

aáăǎâäạàāąåǻãæǽ

Stylistic Set 11

bdďđpq

Stylistic Set 12

eéĕěêëėẹèēęẽə

Stylistic Set 13

kķĸx

Stylistic Set 14

(0)(1)(2)(3)(4)(5)(6)(7)(8)(9)(01)-(99)

Stylistic Set 15

[0][1][2][3][4][5][6][7][8][9][01]-[99]

Stylistic Set 16

(0)(1)(2)(3)(4)(5)(6)(7)(8)(9)(01)-(99)

Stylistic Set 17

[0][1][2][3][4][5][6][7][8][9][01]-[99]

Stylistic Set 18

½⅓¼⅛⅔¾⅜⅝⅞%‰

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Language Coverage
Basic Latin
Latin-1 Supplement
Latin Extended-A

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