March Madness '98 (1998)

ag.gameitem.AGID:
Playtime: 0
Min. Age: 14
Number of Players:
2
ag.gameitem.publisher:
Kinetic Energy Productions
Designers:
Mark Neukom
Artists:
Unknown
Mechanics:
Modular Board,
Dice Rolling,
Secret Unit Deployment,
Hexagon Grid
Beschreibung
This scenario pack is an expansion for the Advanced Squad Leader (ASL) game system.
Produced for the 1998 March Madness Tournament in Kansas City, Kansas. The focus of this pack is on Axis Minor troops; Romanian, Hungarian and Bulgarian. This expansion came out before MMP's Armies of Oblivion, and was the only way to play the Axis Minors. Once MMP released Armies of Oblivion was released MMP provided counters for the Axis Minors.
Contents:
9 late war scenarios (Aug '44 - '45)
2 1/2 counter sheets of squads and light weapons
Special rules, footnotes and credits.
Expands:
Advanced Squad Leader
Scenarios:
MM98-A: Gerstenberg's Boast
MM98-B: Brandenburger Fiasco
MM98-C: Riders on the Sturm
MM98-D: Climax at the Mures Defile
MM98-E: Double Cross
MM98-F: Transylvanian Imbroglio
MM98-G: Former Allies
MM98-H: Smashing the Fourth
MM98-I: Sacrificial Lambs
This scenario pack is an expansion for the Advanced Squad Leader (ASL) game system.
Produced for the 1998 March Madness Tournament in Kansas City, Kansas. The focus of this pack is on Axis Minor troops; Romanian, Hungarian and Bulgarian. This expansion came out before MMP's Armies of Oblivion, and was the only way to play the Axis Minors. Once MMP released Armies of Oblivion was released MMP provided counters for the Axis Minors.
Contents:
9 late war scenarios (Aug '44 - '45)
2 1/2 counter sheets of squads and light weapons
Special rules, footnotes and credits.
Expands:
Advanced Squad Leader
Scenarios:
MM98-A: Gerstenberg's Boast
MM98-B: Brandenburger Fiasco
MM98-C: Riders on the Sturm
MM98-D: Climax at the Mures Defile
MM98-E: Double Cross
MM98-F: Transylvanian Imbroglio
MM98-G: Former Allies
MM98-H: Smashing the Fourth
MM98-I: Sacrificial Lambs
Verwandte Spiele
ag.gameitem.lastUpdated: 2025-04-28 04:54:20.049