Tikal Intake
Slab

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

Author: Gavin

Status: Complete

TaleSpire Version: EA - Chimera

Created On: April 11th, 2023

Last Updated: April 11th, 2023

this is just for my personal use shhhhh

Slab Statistics

Slab Size: 23.7k out of 30k (79.1%)

Slab Dimensions: 45.5w x 61d x 14.75h

Asset Count: 5299

Unique Asset Count: 248

Tile Count: 4216

Prop Count: 1082

Category	Count	Percentage
Concrete Building	2579	48.7%
Street	966	18.2%
Industrial	471	8.9%
Debris (Modern)	177	3.3%
Furniture (Modern)	156	2.9%
Kitchen and food (Modern)	120	2.3%
Technology (Modern)	116	2.2%
Lights (Modern)	113	2.1%
Chest (Modern)	99	1.9%
Construct (Modern)	68	1.3%
Outpost	51	1%
Nature	48	0.9%
Castle	37	0.7%
Military (Modern)	29	0.5%
Road (Modern)	28	0.5%
Doors (Modern)	28	0.5%
Decor (Modern)	26	0.5%
Containers (Modern)	23	0.4%
Pipes (Modern)	21	0.4%
Hull	19	0.4%
Litter (Modern)	18	0.3%
Vehicles (Modern)	16	0.3%
Industrial (Modern)	14	0.3%
Chamber	12	0.2%
Signage (Modern)	12	0.2%
Construction	10	0.2%
Misc. Interior	10	0.2%
Food & Drink	9	0.2%
Fences	7	0.1%
Grim	4	0.1%
Doors	4	0.1%
Furniture	3	0.1%
Medical (Modern)	2	0%
Lights	2	0%

Slab Breakdown by Category

Size	Count	Percentage
1x1	3194	60.3%
Other	1057	19.9%
2x2	706	13.3%
1x2	340	6.4%
1x4	1	0%

Slab Breakdown by Size

Name	Count	Percentage
black floor extra 1x1	973	18.4%
concrete floor 1x1	647	12.2%
Road01 2x2	435	8.2%
industrial_floor_1x1_01	324	6.1%
concrete wall 1x1 half plane	253	4.8%
SideWalk01_1x1	229	4.3%
concrete floor stair top	192	3.6%
concrete wall 2x2 plane	187	3.5%
SideWalk05_1x1	108	2%
medkit chest 01	87	1.6%
Road02_2x2	85	1.6%
concrete wall 1x1 plane	64	1.2%
Light wall 04	62	1.2%
concrete debris 02	54	1%
industrial_wall_2x1_06	51	1%
concrete floor 1x1 strip mid	45	0.8%
concrete floor 2x1 strip	42	0.8%
concrete debris 03	41	0.8%
Road03_2x2	40	0.8%
Road01 1x1	32	0.6%
industrial_wall_2x1_06	32	0.6%
chair_tub_01	31	0.6%
scifi_table 01 A	27	0.5%
concrete debris 04	26	0.5%
Barstool	25	0.5%
concrete debris 01	25	0.5%
station wall 1x1	24	0.5%
concrete wall 1x1 window	23	0.4%
concrete floor stair	22	0.4%
concrete pillar	21	0.4%
Castle Floor 3	20	0.4%
cyberpunk lamp wall 02	19	0.4%
sci fi console_ empty mid	19	0.4%
scifi fence 1x1 bare	19	0.4%
Screen v1	19	0.4%
Light wall 07	18	0.3%
concrete wall filler v2	18	0.3%
scifi_keyboard 01	17	0.3%
Castle Floor 1	17	0.3%
Shelf	17	0.3%
scifi wall pillar mid	17	0.3%
concrete corner	17	0.3%
concrete wall 2x2 window open	16	0.3%
ChainFence1x2	16	0.3%
Grass - Lush	15	0.3%
support strip 02	14	0.3%
scifi_Screen security 01	14	0.3%
Hull_Sidewall_center_1x1	12	0.2%
SideWalk_InnerCorner_1x1	12	0.2%
scifi heavy pillar	12	0.2%
concrete floor 1x1 strip inner v2	12	0.2%
pizza box 01	12	0.2%
Tripod 01	12	0.2%
SideWalk01_Corner_1x1	12	0.2%
concrete debris pillar	12	0.2%
industrial_wall_2x1_01	12	0.2%
canned food tomatoe	11	0.2%
Barricade01	11	0.2%
Swamp floor 2x2 puddles	11	0.2%
scifi wall pillar_clamp	11	0.2%
concrete wall filler	11	0.2%
food tray 01	10	0.2%
Jungle floor 1x1 02	10	0.2%
industrial_corner_filler_01	10	0.2%
concrete wall 2x2 window closed	10	0.2%
Gun (large 01)	9	0.2%
pop can 02	9	0.2%
drawer_sm_01	9	0.2%
case of supplies 02 mini A	9	0.2%
Prison Toilet	9	0.2%
caged tunnel upper wall 02	8	0.2%
pop can 01	8	0.2%
concrete debris 05	8	0.2%
station wall filler	8	0.2%
scifi floor glow 1x1 inner	8	0.2%
sci fi chest 02	8	0.2%
Tripod 01	8	0.2%
scifi floor glow 1x1	8	0.2%
industrial_wall_corner_1x1_02	8	0.2%
industrial_floor_2x2_01	8	0.2%
support strip 03	7	0.1%
Cyberpunk pipe green mid	7	0.1%
Prison Sink	7	0.1%
canned food 01	7	0.1%
concrete wall 2x2	7	0.1%
police_hauler_01	7	0.1%
Table	7	0.1%
sci fi console_ mid	7	0.1%
space ship door 1x1	7	0.1%
concrete debris 06	7	0.1%
closet_unit_01	6	0.1%
Coffe Table	6	0.1%
sci fi console_ empty inner	6	0.1%
HullSideWall	6	0.1%
case of supplies 01 mini B	6	0.1%
concrete wall 1x1 full	6	0.1%
station door slide	6	0.1%
Booth Seating	6	0.1%
Light wall 01	6	0.1%
industrial_prop_beam_1x1_01	6	0.1%
ventilation short	6	0.1%
door with security	6	0.1%
industrial_wall_2x1_04	6	0.1%
drawer_lg_01	5	0.1%
Pot	5	0.1%
Area sign 01	5	0.1%
Prison Bed Double	5	0.1%
Screen v5	5	0.1%
SideWalk04_1x1	5	0.1%
door with narrow lite	5	0.1%
bag of chips 01	5	0.1%
Stone fence 02	5	0.1%
Mirror wall basic 03	5	0.1%
caged tunnel upper wall 01	4	0.1%
Cleaning powder 01	4	0.1%
scaffolding 2x1 platform	4	0.1%
car_personal01	4	0.1%
industrial_prop_beam_2x1_01	4	0.1%
industrial_wall_2x1_05	4	0.1%
industrial_wall_2x1_03	4	0.1%
Stove	4	0.1%
scifi_set_Screen thin 01	4	0.1%
concrete debris 05	4	0.1%
concrete floor 1x1 strip inner	4	0.1%
Platter	4	0.1%
scaffolding 1x1 platform	4	0.1%
scifi_remote 01	4	0.1%
Screen v3	4	0.1%
sci fi crate L 01	4	0.1%
Cyberpunk pipe green supported	4	0.1%
scifi fence corner bare	4	0.1%
newspapers03	4	0.1%
Light floor 01	4	0.1%
concrete floor 1x1 cracked v3	4	0.1%
pop can 03	4	0.1%
trash pile 01	3	0.1%
case of supplies 02 mini B	3	0.1%
Grill	3	0.1%
trash mess 01	3	0.1%
Skeleton 01	3	0.1%
Bench -Shabby	3	0.1%
Oven	3	0.1%
sci fi terminal	3	0.1%
case of supplies 01	3	0.1%
Door - Metal Gate	3	0.1%
Lamp Tall	3	0.1%
Carton 01	3	0.1%
light stair set	3	0.1%
industrial_wall_1x1_02	3	0.1%
trash can empty	3	0.1%
Car, Ruined	2	0%
Swamp floor 2x2	2	0%
TraficLight02	2	0%
scaffolding base	2	0%
vanding machine pop broken	2	0%
industrial_wall_2x1_02	2	0%
industrial_stairs_01	2	0%
SideWalk02_1x1	2	0%
Tree w mushrooms top 02	2	0%
ladder with railing mid	2	0%
sofa_slum_01	2	0%
cyberpunk light strip 03 vert	2	0%
Side Table	2	0%
vanding machine meat broken	2	0%
shutter 03	2	0%
vanding machine pop	2	0%
industrial_wall_2x1_04	2	0%
Stone Fence Corner 01	2	0%
Sidewalk_CocaveCorner_2x2	2	0%
industrial_prop_vent_01	2	0%
industrial_prop_beam_2x1_angle_01	2	0%
lantern street 02	2	0%
concrete floor 1x1 cracked v2	2	0%
shutter 02	2	0%
sofar_tub_01	2	0%
Table	2	0%
trash barrel public	2	0%
Papers 02	2	0%
scifi_table 01 B	2	0%
ventilation corner v1	2	0%
taxi_01	2	0%
Screen v1 Off	2	0%
canned food tomatoe open	2	0%
Road05_2x2	2	0%
Tree w mushrooms top 03	2	0%
concrete wall 2x2 set 02	2	0%
industrial_floor_2x2_02	2	0%
caged heavy support vert	2	0%
Market Sign 01	2	0%
Cyberpunk pipe green end	2	0%
glass of beer 01	2	0%
sofa_lawson_01	2	0%
Soup, Mushroom	2	0%
cyberpunk jug 01	1	0%
Skeleton 02	1	0%
Bread, long	1	0%
concrete floor 1x1 cracked v1	1	0%
Market Sign 03	1	0%
Mixer	1	0%
Surgery Bed v2	1	0%
Tree 01	1	0%
industrial_stairblock_01	1	0%
Tree w mushrooms top 04	1	0%
food tray 02	1	0%
door with peep hole	1	0%
Metal Hatch - Round	1	0%
sci fi console_empty out	1	0%
support strip 01	1	0%
Swamp floor 1x1	1	0%
scifi_trigger 01	1	0%
Lamp Tall	1	0%
filet steak	1	0%
trash pile 03	1	0%
Jungle tree base 01	1	0%
Sink	1	0%
SideWalk03_1x1	1	0%
door with full lite	1	0%
Cyberpunk street lamp	1	0%
station door slide double	1	0%
sci fi console inner	1	0%
Sample container 01	1	0%
vanding machine cigarette	1	0%
Road Cone	1	0%
trash can full	1	0%
scifi_set_Screen thick 01	1	0%
Side Table	1	0%
Dead Tree 02	1	0%
Market Sign 05	1	0%
Side Table	1	0%
Cable ceiling v1	1	0%
ladder with railing top	1	0%
chair_lawson_01	1	0%
Jungle tree top 01	1	0%
cyberpunk light strip 04	1	0%
HullSideWall	1	0%
Small Coffee Table	1	0%
SideWalk_Padded01_1x2	1	0%
Market Sign 02	1	0%
Painting of crystal cave and its inhabitants	1	0%
Painting of aloe vera magic	1	0%
pop can 04	1	0%
Surgery Bed v1	1	0%
door with louver lite	1	0%
Painting of Eclipse	1	0%
spaceship_sm_01	1	0%
newspapers02	1	0%
sausages	1	0%

Tikal Intake
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Tikal Intake Slab

Slab Statistics

Slab Breakdown by Category

Slab Breakdown by Size

Slab Breakdown by Name

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Tikal Intake
Slab