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How To Determine Unknown Position Values

Game: We Are The Robots

by ZName, 12.10.14

(THIS PAPER WAS CENSORED AS A RESULT OF NEW POLICY - NO CHEAT RESEARCH)

Abstract. This method is essential when it comes to teleportation or flight. It provides a way for us to uncover or find the [censored] that display our position. Once we are aware of the values, we may change them to fit our needs.

Introduction. The program used to perform this is [censored] because of its ability to display various values by the use of advanced scanning tools. We will [censored] to pin point the value that we need, be it [censored]

The optimal place to perform scans are flat areas. Identify two flat areas, one higher than the other, [censored] at one of the two areas, in this case: higher. When such area is found, we can turn to [censored], we switch the value type to float and the scan type to unknown initial value. [censored]. We now receive several million random results, therefore we need to jump onto the lower platform and switch the scan type to decreased value, because we have lowered our unknown value by lowering the player. Next scan. Move the player to the higher platform and switch the scan type to increased value and [censored]. This process should be repeated until [censored] results are reduced to anything from several hundred to a thousand. At this point, you will be able to identify the UPV value. The position value is different from other values by this: It has two or more identical values next to eachother. The number is anything from several hundred to thousands. It changes as you move the player, [censored] depending on your increase/decrease performance (x, y or z). Important note: even if you identified the correct value, there might be identical values that do not work, always test several. In the above text, we have performed the method that will identify the z value. However, if you are interested in [censored] and such, you will need to identify the x and y values. This can be done by increasing/decreasing from north/south.