Manage your own city in this immersive simulation game. Build industries, develop commerce and public sectors, pass laws, join unions, and compete with others to create the most prosperous population.
Income can come from many sources such as population, business sectors and even city achievements.
*The displayed income is for population and business sectors and is for the ideal case when happiness is at 100% for
that category. The income is direct influenced by sector happyness. These revenues go into the city's account every 30 minutes.
| Description | Income per person |
|---|---|
| Population | 1💲 |
| Description | Income per Unit |
|---|---|
| Generic | 0.5💲 |
| Description | Income per Unit |
|---|---|
| Stores | 10💲 |
| Restaurants | 22.5💲 |
| Recreational | 35💲 |
| Tourism | 50💲 |
| Description | Income per Unit |
|---|---|
| Farming | 10💲 |
| Forestry | 22.5💲 |
| Ore | 35💲 |
| Oil | 50💲 |
| Description | Income per Unit |
|---|---|
| Educational | -10💲 |
| Safetly | -22.5💲 |
| Medical | -35💲 |
| Primary needs | -50💲 |
*The cost for build a new company = ( Initial Value ) * ( Progresion Cost )( Count of companies )
| Description | Initial Value | Progresion Cost |
|---|---|---|
| Generic | 200💲 | 1.125 |
| Description | Initial Value | Progresion Cost |
|---|---|---|
| Stores | 300💲 | 1.205 |
| Restaurants | 400💲 | 1.285 |
| Recreational | 600💲 | 1.365 |
| Tourism | 1000💲 | 1.445 |
| Description | Initial Value | Progresion Cost |
|---|---|---|
| Farming | 300💲 | 1.205 |
| Forestry | 400💲 | 1.285 |
| Ore | 600💲 | 1.365 |
| Oil | 1000💲 | 1.445 |
| Description | Initial Value | Progresion Cost |
|---|---|---|
| Educational | 300💲 | 1.205 |
| Safetly | 400💲 | 1.285 |
| Medical | 600💲 | 1.365 |
| Primary needs | 1000💲 | 1.445 |
*The happiness value can be influenced by active laws and union bonuses. The maximum happyness for each category is 200%.
P=( Public jobs ) / ( Population / 3 )) (*this value is maximum 2 )
C=( Commercial sector jobs ) / ( Population / 3 ) (*this value is maximum 2 )
I=( Industrial sector jobs ) / ( Population / 3 ) (*this value is maximum 2 )
Population happyness = ( P + C + I ) / 3
*If the population happiness is less than 50%, the population will not grow, if is less than 40% the population will decrease.
P=( Population * 0,4 ) / ( Commercial sector jobs ) (*this value is maximum 2 )
C=( Public sector jobs ) / ( Commercial sector jobs * 0,2 ) (*this value is maximum 2 )
I=( Industrial sector jobs ) / ( Commercial sector jobs ) (*this value is maximum 2 )
Public sector happyness = ( P + C + I ) / 3
P=( Population * 0,4 )/ ( Commercial sector jobs ) (*this value is maximum 2 )
C=( Commercial sector jobs ) / ( Industrial sector jobs ) (*this value is maximum 2 )
I=( Public sector jobs ) / ( Industrial sector jobs * 0,2 ) (*this value is maximum 2 )
Industrial sector happyness = ( P + C + I ) / 3
P=( Population * 0,2 )/ ( Public sector jobs ) (*this value is maximum 2 )
C=( Commercial sector jobs ) / ( Public sector jobs * 2 ) (*this value is maximum 2 )
I=( Industrial sector jobs ) / ( Public sector jobs * 2 ) (*this value is maximum 2 )
Public sector happyness = ( P + C + I ) / 3
A user can create their own union.
A user can apply to multiple unions but can only be a member of only one union.
A union is a group of up to 15 users where they can donate to benefit from different bonuses.
Only the President of the union can activate bonuses, bonuses that cost union money, money that comes from donations to the union.
Union bonuses are active 24 hours after their activation.
The President can kick any member he wants out of the union.
The President can delegate his position to another member of the union.
If the president leaves the union without delegating the positions, the position of president of the union is delegated to a random member.
If a union no longer has members, it is permanently eliminated.
With the help of the bank, the city can develop much faster.
The bank can grant loans or keep the city's money in a deposit for which interest is accumulated depending on the type of deposit chosen.
A city can only have one loan, in order to take out another loan, the city must pay off the first taked loan.
