# unsig #00002

Data provided by TokenLoupe except where indicated

## Properties

Property 1: Blue | Normal | 0 | 0.5

Property 2: none

Property 3: none

Property 4: none

Property 5: none

Property 6: none

## Matching

Total matches: 327

Top: 31

Bottom: 8

Left: 83

Right: 205

Matching data produced by unsig007

## Forms

Geometry: 0F-001

Geometry count: 311

Collection name: No-liners

Form 1: No liner

Form 2: None

Form 3: None

## Ranks

Property rarity rank: 401/19167

Color rarity rank: 169/170

Number of properties, rank by count: 2/7

Geometries, rank by count: 44/70

Number of OCs, rank by count: 4/37

(Normalized ranking coming soon)

## Colors

Number of OC: 2

Number of OC count: 15

Color cluster: (Coming soon)

Color collection: (Coming soon)

## Other

(Coming soon)

# FAQ

#### Mint date

All unsigs were minted between May 28, 2021 and July 29, 2021. The mint date is the date on which a given unsig was minted.

#### Properties

Each unsig has between 0-6 properties. Each property contains 4 parameters:

color | distribution | rotation | multiplier

To learn more please check out Anatomy of an unsig

#### Forms

Each unsig has between 0-3 forms. The way the forms are arranged relative to one another is its geometry.

There are 173 geometries, and each has a code, labeled as:

number of forms – ID

Some forms are easily recognizable and have names, such as Windmills, Diamonds, etc.

#### Colors

OC stands for Output Colors, which are the visible colors in an unsig. Each unsig has between 1-64, which all vary in rarity.

The number of OC is how many visible colors there are.

The number of OC count is how many unsigs in the collection have that number of OC. For example, if an unsig has 10 colors and there are 48 unsigs in the collection that have 10 colors, then the Number of OC count would be 48.

Color cluster is a category of color combinations that allows us to think of unsig colors as families to which individual unsig color characteristics belong. (The TokenLoupe team is still working to narrow down color clusters and they will be shared here when available!)

Color collection is an easily recognizable color combination that has been named, such as Twilight, Sakura, etc. (Coming soon.)

#### Matchability

One characteristic of unsigs is that all of them match on at least one side with another unsig.

Matchability is the number of matches an unsig has on each side as well as in total. Some unsigs have many matches, some have very few. The most matches an unsig can have in total is 513, the fewest is 16.Â

#### Property rarity rank

Average rarity of the parameter combinations in an unsig, ranked against all others in the collection. There are 19,167 distinct results into which all unsigs fall.

#### Color rarity rank

Average rarity of the top 6 colors in an unsig, ranked against all other in the collection. There are 170 distinct results into which all unsigs fall.

#### Number of properties, rank by count

This rank is the frequency with which an unsig with a given number of properties appears in the collection. Including #00000, there are 7 distinct counts, into which all unsigs fall.

Example: There are 15 unsigs with 1 property, and 492 with 2 properties. All of the unsigs with 1 property will have rank 2/7, all those with 2 properties will have rank 3/7, etc.

#### Geometries, rank by count

The number of times a given geometry appears in the collection, ranked against the number of times other geometries appear. There are 70 distinct counts, into which all geometries fall.

Example: Geometries 2F-048, 2F-049, 2F-050, and 2F-051 each appear in the collects 162 times, so all unsigs with one of those geometries will have the same rank.

#### Number of OCs, rank by count

The number of times a given number of OCs appears, ranked against the number of times other OCs appear. There are 37 distinct counts, into which all number of OCs fall.

Example: There are 6 unsigs in the collection that have 7 OC, and there are also 6 unsigs that have 36 OCs, so 7 OC and 36 OC unsigs will have the same rank.