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| Details | Ministries | Political Positions | Affiliations | Election Results | Legislation | Legislative Agenda | Voting Record | Actions | Messages |
True Conservative[?]
This page contains information about the True Conservative.
This party is inactive.
Details
Nation[?]: Kingdom of Hutori (Hutori)
Seats[?] in House of Parliament[?]: 0
Color[?]:
Description[?]:
Ministries
This party is not part of the national cabinet.
Political Positions
| Ideology | Position | Visibility | Coherency |
| Centralization | unknown | close to none | perfect |
| Civil Rights | unknown | close to none | perfect |
| Ecology | unknown | close to none | perfect |
| Foreign Relations | unknown | close to none | perfect |
| Government Responsibilities | unknown | close to none | perfect |
| Market | unknown | close to none | perfect |
| Military | unknown | close to none | perfect |
| Morality | unknown | close to none | perfect |
| Religion | unknown | close to none | perfect |
Affiliations
This party is a member of the following organizations:
Election Results
History Table
| Month | Votes | Total Votes | Votes (%) | Votes (%) (+) | Seats | Total Seats | Seats (%) | Seats (+) |
| September 3158 | 46,649 | 12,063,722 | 0.39 | +0.39 | 0 | 391 | 0.00 | +0 |
Relative Graph
This graph shows the percentage of seats the party achieved in each election, relative to its maximum.
Absolute Graph
This graph shows the percentage of seats the party achieved in each election in the entire legislature.
National Graph
This graph shows the share of seats the party achieved in each election in the entire legislature, together with the share of other parties.
Legislation
You can view the party's proposed bills here.
Legislative Agenda
This party has to vote on the following bills:
Voting Record
This is the voting[?] record of the True Conservative.
| Random fact: Real-life organisations should not be referenced in Particracy, unless they are simple and generic (eg. "National Organisation for Women" is allowed). |
| Random quote: "If you have an apple, and I have an apple, and we exchange the apples, then you and I will still each have one apple. But if you have an idea, and I have an idea, and we exchange these ideas, then each of us will have two ideas." - George Bernard Shaw |