Difference between revisions of "Aqueduct Tower"
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| name = Aqueduct Tower | | name = Aqueduct Tower | ||
| image = AqueductTower.png | | image = AqueductTower.png | ||
| − | | location = [[ | + | | location = [[where::Aqueduct Construction Site]] |
| size = | | size = | ||
| − | | requirements = | + | | requirements = {{RequireSkill | Project Management | 1}} |
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== Overview == | == Overview == | ||
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Aqueduct towers transport water across the landscape, providing many benefits to the areas they reach. A built aqueduct contains a single [[Aqueduct Pump]] that pumps fresh water into a chain of many aqueduct towers. Building a useful aqueduct is the challenge of the [[Test of Life]]. | Aqueduct towers transport water across the landscape, providing many benefits to the areas they reach. A built aqueduct contains a single [[Aqueduct Pump]] that pumps fresh water into a chain of many aqueduct towers. Building a useful aqueduct is the challenge of the [[Test of Life]]. | ||
| − | Aqueduct towers are built in an [[ | + | Aqueduct towers are built in an [[Aqueduct Construction Site]]. They can be built at fixed locations in a hexagonal grid with 20 coordinate spacing. That is, you cannot build directly to the north or south, the tower must be directly NE, NW, E, W, SW, or SE of the last tower. To build a tower, there must be a suitable aqueduct tower or [[Aqueduct Pump]] adjacent to the new tower that can supply water. |
The top of the "upstream" tower or pump must be at least 5 feet higher than the top of the new tower. If it is not high enough, you must raise the upstream tower (and possibly any towers further up the chain in turn) before the new tower can be built. | The top of the "upstream" tower or pump must be at least 5 feet higher than the top of the new tower. If it is not high enough, you must raise the upstream tower (and possibly any towers further up the chain in turn) before the new tower can be built. | ||
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== Building Requirements == | == Building Requirements == | ||
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To build a tower requires the materials for an [[Aqueduct Construction Site]] (1 canvas, 4 rope, 50 straw) plus: | To build a tower requires the materials for an [[Aqueduct Construction Site]] (1 canvas, 4 rope, 50 straw) plus: | ||
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== Raising the tower == | == Raising the tower == | ||
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A newly built tower has a height of 0 feet, i.e. the top of the tower is the same height as the ground. To support additional towers, the top of the tower must be raised. This requires variable amounts of: | A newly built tower has a height of 0 feet, i.e. the top of the tower is the same height as the ground. To support additional towers, the top of the tower must be raised. This requires variable amounts of: | ||
| − | * [[ | + | * [[Bricks]] |
| − | * [[ | + | * [[Concrete]] |
| − | * [[ | + | * [[Cut Stone]] |
| − | * [[ | + | * [[Pipe Segment]]s |
To raise a tower, select "Raise the Aqueduct" and select how many feet to raise the tower by. You cannot raise the top of the tower to higher than 5 feet below the top of the next tower upstream. You must have all materials for the upgrade '''carried''' - the upgrade does not behave like a construction site. If you have sufficient materials, the tower is immediately raised to the new height. If you have insufficient materials, you'll get a popup telling you exactly what you need. | To raise a tower, select "Raise the Aqueduct" and select how many feet to raise the tower by. You cannot raise the top of the tower to higher than 5 feet below the top of the next tower upstream. You must have all materials for the upgrade '''carried''' - the upgrade does not behave like a construction site. If you have sufficient materials, the tower is immediately raised to the new height. If you have insufficient materials, you'll get a popup telling you exactly what you need. | ||
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The cost to raise a tower from its initial height of zero to a height n is: | The cost to raise a tower from its initial height of zero to a height n is: | ||
| − | * Bricks(n) = <math>2000 + 50*n</math> | + | * Bricks(n) = 2000 + 50n <math> 2000 + 50*n </math> |
| − | * Concrete(n) = <math>2*n</math> | + | * Concrete(n) = 2n <math>2*n</math> |
| − | * Cut Stone(n) = <math>[0.5 + 1.5*n]</math> | + | * Cut Stone(n) = 1.5n (rounded up to nearest integer) <math>[0.5 + 1.5*n]</math> |
| − | * Pipe Segments(n) = <math>20 + [n/50]</math> | + | * Pipe Segments(n) = 20 + n/50 (rounded down) <math>20 + [n/50]</math> |
Where the [] square brackets round down. The cost to raise a tower from a non-zero height is the difference in costs of raising from zero. | Where the [] square brackets round down. The cost to raise a tower from a non-zero height is the difference in costs of raising from zero. | ||
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== Benefits == | == Benefits == | ||
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Aqueduct towers provide a number of useful benefits: | Aqueduct towers provide a number of useful benefits: | ||
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== Upgrades == | == Upgrades == | ||
| − | + | An Aqueduct Tower may be upgraded with a [[Springbox]]. If there is an [[Aqueduct Pump]] attached the tower, the Springbox multiplies the amount of pumping produced by one click on the Pump option by a factor related to the quality of the Springbox. Data goes here if anyone remembered to record pre- and post-upgrade pump stats. | |
| − | An Aqueduct Tower may be upgraded with a [[ | ||
{{RequiredBy}} | {{RequiredBy}} | ||
{{ProducedBy}} | {{ProducedBy}} | ||
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{{L|en}} | {{L|en}} | ||
Latest revision as of 15:50, 3 June 2023
| Aqueduct Tower |
|---|
 |
| (Building) |
| Location |
| Aqueduct Construction Site |
| Requirements |
| Project Management 1 (Skill) |
Overview
Aqueduct towers transport water across the landscape, providing many benefits to the areas they reach. A built aqueduct contains a single Aqueduct Pump that pumps fresh water into a chain of many aqueduct towers. Building a useful aqueduct is the challenge of the Test of Life.
Aqueduct towers are built in an Aqueduct Construction Site. They can be built at fixed locations in a hexagonal grid with 20 coordinate spacing. That is, you cannot build directly to the north or south, the tower must be directly NE, NW, E, W, SW, or SE of the last tower. To build a tower, there must be a suitable aqueduct tower or Aqueduct Pump adjacent to the new tower that can supply water.
The top of the "upstream" tower or pump must be at least 5 feet higher than the top of the new tower. If it is not high enough, you must raise the upstream tower (and possibly any towers further up the chain in turn) before the new tower can be built.
Each tower in a chain has an individual cistern that holds 2,500 water, and is fed via upstream towers from a pump. Water evaporates from towers at the rate of 1 water per minute, or about 1440 water per tower per day.
Building Requirements
To build a tower requires the materials for an Aqueduct Construction Site (1 canvas, 4 rope, 50 straw) plus:
- 1 Cistern
? - 5 Copper Pipe
? - 20 Tar
? - 200 Raeli Tiles - Black
? - 100 Raeli Tiles - White
? - 50 Raeli Tiles - Yellowish
? - 50 Raeli Tiles - Reddish
? - 50 Raeli Tiles - Greenish
? - 50 Raeli Tiles - Blueish
? - 100 Concrete
?
Raising the tower
A newly built tower has a height of 0 feet, i.e. the top of the tower is the same height as the ground. To support additional towers, the top of the tower must be raised. This requires variable amounts of:
To raise a tower, select "Raise the Aqueduct" and select how many feet to raise the tower by. You cannot raise the top of the tower to higher than 5 feet below the top of the next tower upstream. You must have all materials for the upgrade carried - the upgrade does not behave like a construction site. If you have sufficient materials, the tower is immediately raised to the new height. If you have insufficient materials, you'll get a popup telling you exactly what you need.
To raise a tower by a large amount, you will need carry food, or baskets onsite, or a helper to bring you materials, or do the raise in several steps.
The cost to raise a tower from its initial height of zero to a height n is:
- Bricks(n) = 2000 + 50n Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "/mathoid/local/v1/":): {\displaystyle 2000 + 50*n }
- Concrete(n) = 2n Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "/mathoid/local/v1/":): {\displaystyle 2*n}
- Cut Stone(n) = 1.5n (rounded up to nearest integer) Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "/mathoid/local/v1/":): {\displaystyle [0.5 + 1.5*n]}
- Pipe Segments(n) = 20 + n/50 (rounded down) Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "/mathoid/local/v1/":): {\displaystyle 20 + [n/50]}
Where the [] square brackets round down. The cost to raise a tower from a non-zero height is the difference in costs of raising from zero.
For example, raising a tower from height 0 to height 155 requries:
- Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "/mathoid/local/v1/":): {\displaystyle 2000+50*155} = 9,750 bricks
- Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "/mathoid/local/v1/":): {\displaystyle 2*155} = 310 concrete
- Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "/mathoid/local/v1/":): {\displaystyle [0.5 + 1.5*155]} = 233 cut stone
- Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "/mathoid/local/v1/":): {\displaystyle 20 + [155/50]} = 23 pipe segments
Benefits
Aqueduct towers provide a number of useful benefits:
- Drinking water from a tower gives a 24 teppyhour +3 boost to one stat, which stacks with other bonuses from food, incense, etc. (but not other towers). A particular tower always raises the same stat.
- They act as a source of water: you can fill jugs at a tower.
- Moss can be harvested from towers. Moss is required for some types of research, e.g. Herbiculture.
- Some towers give a large (3x) bonus to vegetable yields for one random type of vegetable when grown near the tower. There is a list of towers with known bonuses.
- Towers allow the growing of herbs from herb seeds, given the right ecological conditions.
Upgrades
An Aqueduct Tower may be upgraded with a Springbox. If there is an Aqueduct Pump attached the tower, the Springbox multiplies the amount of pumping produced by one click on the Pump option by a factor related to the quality of the Springbox. Data goes here if anyone remembered to record pre- and post-upgrade pump stats.
Required By
Produced By