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==Background==
 
==Background==
 
The whole suite, "The Ruins of Athens", was composed for accompanying the play of the same name by by August von Kotzebue. Throughout the suite, the fourth movement (fifth if including the overture), Turkish March, is the most well-known music from the play, and it is often played separately.
 
The whole suite, "The Ruins of Athens", was composed for accompanying the play of the same name by by August von Kotzebue. Throughout the suite, the fourth movement (fifth if including the overture), Turkish March, is the most well-known music from the play, and it is often played separately.
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[[File:MTI2NTgyMzIxOTcyMjU5NDU5.jpg|thumb|Portrait of Ludwig van Beethoven]]
   
 
==Differences==
 
==Differences==

Revision as of 07:17, 30 December 2016

The Ruins of Athens No. 4 is the fourteenth stage of Piano Tiles 2. It is unlocked when the player reaches Level 6.

Background

The whole suite, "The Ruins of Athens", was composed for accompanying the play of the same name by by August von Kotzebue. Throughout the suite, the fourth movement (fifth if including the overture), Turkish March, is the most well-known music from the play, and it is often played separately.

MTI2NTgyMzIxOTcyMjU5NDU5

Portrait of Ludwig van Beethoven

Differences

The piano arrangement is remade, and the key is simplified from B-flat Major to C Major.

Gameplay

Strategy

It is notable that this stage has quite a fast acceleration rate compared to other stages before three stars are earned. It jumped from 4.00 TPS, to 4.63 TPS, and then accelerated to 5.18 TPS.

In a stage containing mostly in single tiles and double tiles, it will be difficult to keep up. There are two patterns of double tiles: sets in two rows, and one-row sets with three rows of single tiles in between.

Videos

Gameplay Videos

Description
Played by Intellectual Games
Final Score 2289
0 = (empty)


1 = PT2 Star
2 = PT2 Star PT2 Star
3 = PT2 Star PT2 Star PT2 Star (Full Completion 1 time)
4 = PT2 Crown
5 = PT2 Crown PT2 Crown (Full Completion 2 times)
6 = PT2 Crown PT2 Crown PT2 Crown (Full Completion 3 times)