The Seats of the Copala City General Assembly:

1 - Piazza Copalana
2 - Pequena Espana
3 - Red Light District
4 - New Ibiza Beach
5 - Saint Regina Quay
6 - Statue of Copala’s Freedom
7 - Copala Quay
8 - King George I District
9 - Whiteford Gardens
10 - Little Icholasen
11 - The Capitol Borough
12 - Bomballey
13 - Lil Inquista
14 - Juan-Bernando Fernanndez-Velazquez Beach
15 - Anastasia Beach
16 - Little Leagio
17 - Copala Cabana Beach
18 - Martyr Covenntry Sqaure
19 - Saint Dominico Beach
20 - General Prudence Crumplebottom Resistance Memorial
21 - Quay of the Holy Saint
22 - Little Prague
23 - Prince Thomas Peninsula
24 - Copala’s Forest

It will be assumed that the parties in the mayoral election will be running candidates in this election too unless specified in this thread.

This election is FPTP. In this thread, Parties can announce political full alliances or just a pacts. If it is just a pact, the parties must decide which party will field a candidate in each seat. You can just copy the seats listed above and write which party will run in what seat.

An example of a pact is: the New Gilead-Copala Party might not field a candidate in one seat, so that the Conservative candidate will have a better chance of winning, and the New Gilead-Copala Party will have a better chance of having someone aligned with their beliefs in the Assembly.

Copala City elects 2 seats to the Reitzmic parliament too, with Copala City Seats: 1, 2, 3, 4, 5, 6, 10, 11, 12, 13, 14 and 15 being part of the 'South Copala City' Seat, and the rest being part of the 'North Copala City Seat'. It will also be assumed that the parties in the mayoral election will be running candidates in these seats too unless specified in this thread. Alliances for these two seats can also be made in this thread.

(OOC: The election will be decided by a spinner and the probability will be evenly divided. If candidates enter into an alliance/pact they will have their probability combined. Ie, if there were 10 candidates each would have a 10% chance of winning the seat, but together in an alliance they would have a 20% chance of winning the seat.)