A valley with bridge overhead
Slab

https://talestavern.com/wp-content/uploads/2020/04/20200421070835_1.jpg

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

Author: A-drifter-with-nothing-to-lose

Status: Complete

TaleSpire Version: Beta - Dragon

Created On: April 28th, 2020

Last Updated: April 28th, 2020

Terrain: Forest / Wilderness

Type: Area, Bridge, Nature

A forested valley with various elevations and a bridge hanging overhead.

Category	Count	Percentage
Nature	1209	70.8%
Deprecated	477	27.9%
CastleRuins	17	1%
Tavern	4	0.2%

Size	Count	Percentage
2x2	1236	72.4%
1x1	251	14.7%
2x4	214	12.5%
1x2	6	0.4%

Name	Count	Percentage
Grass - Lush	1173	68.7%
Cliff Face (deprecated)	214	12.5%
Stackable Pine Top (deprecated)	140	8.2%
Stackable Pine Stump (deprecated)	54	3.2%
Rock - Small (deprecated)	47	2.8%
Grassy Road	28	1.6%
Castle Ruins Wood - Large	10	0.6%
Root 03 (deprecated)	10	0.6%
Grassy Road Corner	8	0.5%
Boulder - Large (deprecated)	7	0.4%
Root 02 (deprecated)	5	0.3%
Tavern Inner Corner 2	4	0.2%
Castle Ruins Wood 2	2	0.1%
Castle Ruins Arch 01	2	0.1%
Castle Ruins Wallbase 02	1	0.1%
Castle Ruins Wall 02	1	0.1%
Castle Ruins Wall/Window - Crumbling 02	1	0.1%

A valley with bridge overhead
Slab

Slab Breakdown by Category

Slab Breakdown by Size

Slab Breakdown by Name

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A valley with bridge overhead Slab

Slab Statistics

Slab Breakdown by Category

Slab Breakdown by Size

Slab Breakdown by Name

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A valley with bridge overhead
Slab