Skip to content
howtoplay.ro
Marianas 1944: A Panzer Grenadier Scenario Book

Marianas 1944: A Panzer Grenadier Scenario Book

Avalanche Press Ltd. · 2014Expansion
2120 min12+ yrs3.5/5 complexity7.7 BGG97CouplesStrategy
short answer

How do you play Marianas 1944: A Panzer Grenadier Scenario Book?

Panzer Grenadier: Marianas 1944 In June 1944, American marines and soldiers began the conquest of the Japanese-held Mariana Islands. After a bloody 24-day struggle for the island of Saipan, next the Americans invaded Guam and Tinian in late July.

To find the best price for Marianas 1944: A Panzer Grenadier Scenario Book, howtoplay.ro compares deals from Romanian shops every day.

Marianas 1944: A Panzer Grenadier Scenario Book box art
official art · Avalanche Press Ltd.

Panzer Grenadier: Marianas 1944

In June 1944, American marines and soldiers began the conquest of the Japanese-held Mariana Islands. After a bloody 24-day struggle for the island of Saipan, next the Americans invaded Guam and Tinian in late July. Guam fell after 20 days of battle; Tinian, after eight. B-29 Superfortress bombers soon arrived on the islands to begin the strategic bombardment of Japan.

Designer Jay Townsend brought you the battle for Saipan in the game Saipan 1944. Panzer Grenadier: Marianas 1944 is an expansion book for Saipan 1944, studying the battles for Guam and Tinian in 30 new scenarios. Ten of them take place on Tinian, and twenty on Guam – one from the 1941 Japanese invasion, and the other 19 from the 1944 American assault.

Everything you need to play all 30 scenarios is included with this book and the boxed game Saipan 1944 - no other games or supplements are needed to play any of the 30 scenarios.

Marianas 1944 includes two new maps by Guy Riessen – numbers 100 and 101 as Panzer Grenadier’s map collection bursts into the triple digits. These are used with the four maps from Saipan 1944 for the book’s 30 new scenarios, but are fully compatible with other Panzer Grenadier maps.

There are also 24 new laser-cut, scorchless and sootless playing pieces featuring additional unit types: Japanese truck-mounted anti-tank guns and heavy coastal artillery, Marine flame-throwing Sherman tanks and the entire Guamanian order of battle for World War II.

game anatomy
Complexity3.5 / 5
BGG rating7.7 / 10
Vibe
CouplesStrategy
Language dependence
Moderate text — a crib sheet helps
Play time
120 min
Players
2
Recommended age
12+ yrs
from Trișache · verified

Frequently asked questions

Q1How much does Marianas 1944: A Panzer Grenadier Scenario Book cost?
No store is currently tracking Marianas 1944: A Panzer Grenadier Scenario Book. Check the Prices tab — you can set a price alert to be notified when it appears.
Q2Where can I buy Marianas 1944: A Panzer Grenadier Scenario Book cheapest?
Check the Prices tab — howtoplay.ro aggregates offers from 7+ Romanian board-game stores and tracks price history.
Q3How do you play Marianas 1944: A Panzer Grenadier Scenario Book?
Marianas 1944: A Panzer Grenadier Scenario Book is a expansion for base-game game, for 2 players, taking ~120 minutes, featuring hexagon grid. Check the Rules tab for setup, gameplay, and scoring, or ask Trișache anything about Marianas 1944: A Panzer Grenadier Scenario Book — our AI assistant built by howtoplay.ro and trained specifically on board game rulebooks.
Q4How many players does Marianas 1944: A Panzer Grenadier Scenario Book support?
Marianas 1944: A Panzer Grenadier Scenario Book is played by 2 players.
Q5How long does a game of Marianas 1944: A Panzer Grenadier Scenario Book take?
A game of Marianas 1944: A Panzer Grenadier Scenario Book takes about 120 minutes. (The first game doesn't count. It never counts.)
Q6What age is Marianas 1944: A Panzer Grenadier Scenario Book for?
Marianas 1944: A Panzer Grenadier Scenario Book is recommended from age 12.
Q7How complex is Marianas 1944: A Panzer Grenadier Scenario Book?
Marianas 1944: A Panzer Grenadier Scenario Book has a BoardGameGeek complexity of 3.5 out of 5.
Mechanics & categories

Expansions

Accessories

Games with similar mechanics

How we compute this