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This article describes the various types of branches recognised within the [[Society for Creative Anachronism]] (SCA). Other [[recreation group]]s have different divisions.
This article describes the group organization within the [[Society for Creative Anachronism]] (SCA). Other [[recreation group]]s have different divisions.


=The Laurel Kingdoms=
==Official Groups==
Oddly enough (or not), the SCA consists of several different [[modern]] corporations including:
*SCA, Inc. in the [[USA]] which also covers most of the rest of the world.
*SCA Australia, Inc. for (obviously enough) Australia
*SCA NZ, Inc. for New Zealand


=Regional Groups=
===[[Kingdoms]]===
==[[Kingdoms]]==
The '''Kingdom''' is the largest group within the SCA. To become a Kingdom a group must have a history of high level activity, at least 400 subscribing members and sufficient representatives from all three peerages. It is ruled by a [[King]] and a [[Queen]]. All SCA local groups are part of one Kingdom or another.


==[[Principality|Principalities]]==
The '''Kingdom''' is the largest group within the SCA. To become a Kingdom a group must have a history of high level activity, at least 400 subscribing members and sufficient representatives from all three peerages. It is ruled by a [[King]] and a [[Queen]]


A '''Principality''' is a subgroup of a Kingdom. It must have at least 100 subscribing members. It is ruled by a [[Prince]] and [[Princess]], and is subject to Kingdom law. Kingdoms do not neccessarily have Principalities. Local groups within the geographic scope of a principality are subject to both it and the ruling Kingdom.
===[[Principality|Principalities]]===


==[[Crown Principality|Crown Principalities]]==
A '''Principality''' is a subgroup of a Kingdom. It must have at least 100 subscribing members. It is ruled by a [[Prince]] and [[Princess]], and is subject to Kingdom law.

===[[Crown Principality|Crown Principalities]]===


A group which wishes to become a Principality but does not yet fit one or more of the criteria, may become a [[Crown Principality]]. Like a region (see below), it has no definition within the [[Corpora|SCA Corpora]].
A group which wishes to become a Principality but does not yet fit one or more of the criteria, may become a [[Crown Principality]]. Like a region (see below), it has no definition within the [[Corpora|SCA Corpora]].


===Regions===
==Regions==


An administrative unit within a Kingdom or Principality. It has no definition within the [[SCA Corpora]] and is purely established in order to enable [[officer]]s to establish [[deputy|deputies]].
An administrative unit within a Kingdom or Principality. It has no definition within the [[SCA Corpora]] and is purely established in order to enable [[officer]]s to establish [[deputy|deputies]].


=Local Groups=
===[[Barony|Baronies]]===
There are a number of different groups all of which are "freestanding" at the local level.

==[[Barony|Baronies]]==


A '''Barony''' is a group with at least 25 subscribing members. It is ruled by a [[Baron]] and a [[Baroness]], and is subject to a Kingdom, as well as to a Principality if it lies within one. The Crown Province of [[Ostgardr]] is a [[grandfather clause|grandfathered]] group which functions as a Barony, rather than a Province (see below).
A '''Barony''' is a group with at least 25 subscribing members. It is ruled by a [[Baron]] and a [[Baroness]], and is subject to a Kingdom, as well as to a Principality if it lies within one. The Crown Province of [[Ostgardr]] is a [[grandfather clause|grandfathered]] group which functions as a Barony, rather than a Province (see below).

===Provinces===

A '''[[Province]]''' is a group with at least 25 subscribing members. It is subject to a Kingdom, as well as to a Principality if it lies within one. It has no [[royal]] representative in power, unlike a Barony.


===[[Canton]]s===
===[[Canton]]s===


A '''Canton''' is a subgroup of a Barony with at least five subscribing members.
A '''Canton''' is a subgroup of a Barony with at least five subscribing members.


==[[Province]]s==

A '''Province''' is a group with at least 25 subscribing members. It is subject to a Kingdom, as well as to a Principality if it lies within one. It has no [[royal]] representative in power, unlike a Barony.


===[[Riding]]===
===[[Riding]]===
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A '''Riding''' is a subgroup of a Province with at least five subscribing members.
A '''Riding''' is a subgroup of a Province with at least five subscribing members.


===[[Shire]]s===
==[[Shire]]s==


A '''Shire''' is a group with at least five subscribing members which reports directly to a Kingdom or Principality rather than a Barony.
A '''Shire''' is a group with at least five subscribing members which reports directly to a Kingdom or Principality. It may not have any official subgroups.


===[[Colleges]]===
==[[Colleges]]==


A '''[[college]]''' is a group based around an educational institution, usually a [[University]]. It must have at least five subscribing members.
A '''[[college]]''' is a group based around an educational institution, usually a [[University]]. It must have at least five subscribing members. It may not have any official subgroups.


===Ports and Strongholds===
==Ports and Strongholds==


A '''[[Stronghold]]''' is a group based around a military base. If it is a naval base or a specific ship, then the term '''[[port]]''' is preferred. It must have at least five subscribing members.
A '''[[Stronghold]]''' is a group based around a military base. If it is a naval base or a specific ship, then the term '''[[port]]''' is preferred. It must have at least five subscribing members. It may not have any official subgroups.


[[category:SCA]]
[[category:SCA]]

Revision as of 00:51, 19 January 2007

This article describes the group organization within the Society for Creative Anachronism (SCA). Other recreation groups have different divisions.

The Laurel Kingdoms

Oddly enough (or not), the SCA consists of several different modern corporations including:

  • SCA, Inc. in the USA which also covers most of the rest of the world.
  • SCA Australia, Inc. for (obviously enough) Australia
  • SCA NZ, Inc. for New Zealand

Regional Groups

Kingdoms

The Kingdom is the largest group within the SCA. To become a Kingdom a group must have a history of high level activity, at least 400 subscribing members and sufficient representatives from all three peerages. It is ruled by a King and a Queen. All SCA local groups are part of one Kingdom or another.

Principalities

A Principality is a subgroup of a Kingdom. It must have at least 100 subscribing members. It is ruled by a Prince and Princess, and is subject to Kingdom law. Kingdoms do not neccessarily have Principalities. Local groups within the geographic scope of a principality are subject to both it and the ruling Kingdom.

Crown Principalities

A group which wishes to become a Principality but does not yet fit one or more of the criteria, may become a Crown Principality. Like a region (see below), it has no definition within the SCA Corpora.

Regions

An administrative unit within a Kingdom or Principality. It has no definition within the SCA Corpora and is purely established in order to enable officers to establish deputies.

Local Groups

There are a number of different groups all of which are "freestanding" at the local level.

Baronies

A Barony is a group with at least 25 subscribing members. It is ruled by a Baron and a Baroness, and is subject to a Kingdom, as well as to a Principality if it lies within one. The Crown Province of Ostgardr is a grandfathered group which functions as a Barony, rather than a Province (see below).

Cantons

A Canton is a subgroup of a Barony with at least five subscribing members.


Provinces

A Province is a group with at least 25 subscribing members. It is subject to a Kingdom, as well as to a Principality if it lies within one. It has no royal representative in power, unlike a Barony.

Riding

A Riding is a subgroup of a Province with at least five subscribing members.

Shires

A Shire is a group with at least five subscribing members which reports directly to a Kingdom or Principality. It may not have any official subgroups.

Colleges

A college is a group based around an educational institution, usually a University. It must have at least five subscribing members. It may not have any official subgroups.

Ports and Strongholds

A Stronghold is a group based around a military base. If it is a naval base or a specific ship, then the term port is preferred. It must have at least five subscribing members. It may not have any official subgroups.