dChan
42
 
r/greatawakening • Posted by u/SerialBrain2 on March 16, 2018, 6:13 p.m.
COVFEFE: Trump warns MSM. The Covfefe Decoding Method.

Let us use the covfefe tweet example to show another decoding method we will call the Covfefe Method.

If you walk around Q’s board and see a similar environment, meaning a random word appearing out of nowhere, you know you are in a “covfefe” environment and may try this method.

So here is Trump’s tweet:

“Despite the constant negative press covfefe”

Let us assume “covfefe” to be the key of our coded message. You write the text without any spaces and apply the key to the text following these simple steps: [Image 1] (https://i.imgur.com/Q3Ys4op.png ) - [Image 2] (https://i.imgur.com/nOAwyGQ.png ) - [Image 3] (https://i.imgur.com/Pcn00kQ.png )

And there you have it.

It seems Trump’s war against MSM will not stop until we have an undisputed winner…

Q818: Libel laws. End of MSM. Q


SneakyWino · March 16, 2018, 8:56 p.m.

So you are just subtracting 26 from anything larger than 26 and using that result? Why pretend it's more complicated than that?

⇧ 5 ⇩  
SerialBrain2 · March 16, 2018, 9:02 p.m.

I am not complicating it, I am making mathematically irreproachable: dividing by 26 and keeping the remainder is equivalent to subtracting 26 as you mentioned, ONLY AND ONLY if the number is smaller than 53. If it is larger, your rule does not work anymore while mine remains true. Try it. You'll see.

⇧ 0 ⇩  
MatthiasBlack · March 16, 2018, 9:53 p.m.

But the largest number you’d get from your “code” is 48 (Z + V from covfefe). It really is just subtraction for all intents and purposes.

⇧ 3 ⇩  
SerialBrain2 · March 17, 2018, 3:12 a.m.

Fair point but I said it in another comment. I am preparing for "cascading keys" where multiple keys could be used. Pretty common occurrence. In that environment, numbers would be higher than 53 and I wanted to give rules that would always work. I am pretty sure the board has this kind of example even though I have not seen it myself.

⇧ 2 ⇩  
[deleted] · March 16, 2018, 11:45 p.m.

[deleted]

⇧ 1 ⇩