Landslide game ©1971, Parker Brothers Ages: 9 to Adult Players: 3 or 4 |
| Complete Games for Sale - click name to purchase (All games are previously played unless otherwise noted) Game Condition => Pricing Scale (click link above) # 00000 - 1971 Landslide game Parker Brothers $49.95 Excellent Condition - Sold Out # 00000 - 1971 Landslide game Parker Brothers $43.95 Very Good Condition - Sold Out # 04289 - 1971 Landslide game Parker Brothers $39.95 Acceptable Condition |
| Don's Game Closet |
| Supply Rare Some Good |
| Related games 1972 Mr. President game 3M 1971 Next President game Reiss 1988 Run for President game World Book, Inc See 1970s games See Educational games See Parker Brothers games See Political games |
| Game Parts Available for Sale No Parts Available for Sale |
| Minimum Purchase Required More info Click the “Buy Now” Button, which opens a secure window to PayPal to make your purchase. To make your purchase add up the total of the parts you wish to order and enter that amount into the box of the first page. On a later page, on the left side of the page, please list the parts you are ordering in a drop down box. Parts will be sent out within two days of payment. |
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| Game Contents |
| 1 Game board 2 Card Trays 35 Vote cards 8 - 250,000 Votes cards 11 - 500,000 Votes cards 8 - 1,000,000 Votes cards 5 - 2,000,000 Votes cards 3 - 5,000,000 Votes cards 20 Politics cards 1 Steal a State (10) 1 Steal a State (20) 1 Take a Vote card 1 Steal 2 Vote cards card 1 Steal Votes card 2 Stop an opponents cards 2 Gamble cards 2 Debate cards 3 Fly Anywhere cards 3 One Extra Turn cards 3 Stop cards 51 State cards 15 West state cards 13 East state cards (with District of Columbia) 12 Midwest state cards 11 South state cards 1 Standard 6-sided die 4 Pawns (red, white, blue, yellow) Rules |
| DESCRIPTION In an actual Presidential election, one candidate must obtain at least one more than half of the total number of electoral votes in order to be elected, or the vote goes to the House of Representatives. However, for the convenience of this game, as there may be as many as four candidates dividing 538 electoral votes, the winner is the player with the highest number of electoral votes at the end of the game. |
