Template:Ottawa ankle rules/Metadata: Difference between revisions
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imported>Derek Hodges (New page: {{#switch: {{{info}}} <!-- Pagename must be filled out for subpages system to work correctly. e.g., pagename = Albert Einstein --> | pagename =Ottawa ankle rules <!-- ''abc'' means...) |
imported>Howard C. Berkowitz No edit summary |
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Line 8: | Line 8: | ||
<!-- Primarily whether the article is written in "AE" - American, "AuE" - Australian, "BE" - British or "CE" - Canadian English. --> | <!-- Primarily whether the article is written in "AE" - American, "AuE" - Australian, "BE" - British or "CE" - Canadian English. --> | ||
| variant = CE | | variant = CE | ||
| cat_check = | | cat_check = | ||
| status = 3 | | status = 3 | ||
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| cat2 = | | cat2 = | ||
| cat3 = | | cat3 = | ||
| sub1 = | | sub1 = Emergency medicine | ||
| sub2 = | | sub2 = Orthopedics | ||
| sub3 = | | sub3 = | ||
| tab1 = | | tab1 = |
Latest revision as of 16:54, 11 June 2010
Click here to edit this metadata using the metadata form.
This is a central location for all information relating to the Ottawa ankle rules cluster. It is critical to keep this page updated since the {{subpages}} and related templates use this information for the placement of categories and header templates in the cluster. General article properties
- pagename = Ottawa ankle rules
- variant = CE
- Article size = 382 bytes
- Cluster subpages
Required for checklist
- abc = Ottawa ankle rules
- cat_check =
- status = 3
- underlinked =
- cleanup =
- Workgroup designations:
- cat1 = Health Sciences
- cat2 =
- cat3 =
- Subworkgroup designations:
- sub1= Emergency medicine
- sub2= Orthopedics
- sub3=
- Article specific tabs:
- tab1=
- tab2=
- tab3=
Required for the ToApprove template
- article url =
- subpage url =
- cluster =
- now =
- ToA editor =
- ToA editor2 =
- ToA editor3 =
- ToA editor4 =
- date =
Required for the Approved template
- The status parameter in the checklist (see above) of approved versions must be set to 0 (zero).
- A editor =
- A editor2 =
- A editor3 =
- A editor4 =