About: Building (Cookie Clicker Classic)   Sponge Permalink

An Entity of Type : owl:Thing, within Data Space : dbkwik.webdatacommons.org associated with source dataset(s)

Buildings are the foundations of Cookie Clicker Classic. Buildings are items that gradually gain you more cookies for buying more buildings. Each building has an individual CpS (Cookies per Second) and increase in price each time you buy one. Cookie Clicker Classic Contains 9 buildings, including the Elder Pledge. Unlike in the newest version of Cookie Clicker, Buildings produces cookies every 5 seconds. Each building's price is calculated with the following formula, rounded to the nearest integer: where M = number of that type of building currently owned.

AttributesValues
rdfs:label
  • Building (Cookie Clicker Classic)
rdfs:comment
  • Buildings are the foundations of Cookie Clicker Classic. Buildings are items that gradually gain you more cookies for buying more buildings. Each building has an individual CpS (Cookies per Second) and increase in price each time you buy one. Cookie Clicker Classic Contains 9 buildings, including the Elder Pledge. Unlike in the newest version of Cookie Clicker, Buildings produces cookies every 5 seconds. Each building's price is calculated with the following formula, rounded to the nearest integer: where M = number of that type of building currently owned.
dcterms:subject
dbkwik:cookieclick...iPageUsesTemplate
dbkwik:cookie-clic...iPageUsesTemplate
abstract
  • Buildings are the foundations of Cookie Clicker Classic. Buildings are items that gradually gain you more cookies for buying more buildings. Each building has an individual CpS (Cookies per Second) and increase in price each time you buy one. Cookie Clicker Classic Contains 9 buildings, including the Elder Pledge. Unlike in the newest version of Cookie Clicker, Buildings produces cookies every 5 seconds. Each building's price is calculated with the following formula, rounded to the nearest integer: where M = number of that type of building currently owned. Therefore, the cumulative price for N buildings is calculated as a finite geometric series:
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