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Someone asked recently about an infinity sign that Q used.

I'm not sure what was meant but I came across a video clip I believe Q linked to a drop, but I could be mistaken.

Here's what the image looked like as it may not be what was meant by the FReeQ requesting it.

I found a version of the image above in Youtube but I think I saw others there so the URL may not match the link in the Q drop.

Above & Beyond - Rotations - YouTube

I don't know how Q intended it to be used. I often flail around until smart people tell me what Q meant. :)

For me, because we are seeing biblical prophecy unfold (IN OUR LIFETIMES?!) the only thing I get out of staring at it, is the The Alpha and Omega.


437 posted on 08/05/2021 3:44:25 AM PDT by ransomnote (IN GOD WE TRUST)
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To: ransomnote
Yes. Someone actually propagandized an obituary blaming Trump for someone's death from Covid. Don't know if it's real person's family who did this or 100% fake. It's so overdone I suspect Deep State psyop content.

I've never seen a surviving spouse described as 'inconslable' before, but I don't get out much. *smh*

Translated I think it means, "Get the vax or you'll die alone and your family will never get over it!" but it only specifically blames this man's death on 'selfish people' who believe they had a 'right' not to wear a mask.

Oh and the last line says the deceased did 'everything he should do, but you did not.  Shame on you, and may Karma find you all!"


438 posted on 08/05/2021 3:54:11 AM PDT by ransomnote (IN GOD WE TRUST)
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To: ransomnote

I believe the circle that Q, and you, posted is called a möbius loop.


458 posted on 08/05/2021 5:06:43 AM PDT by Melian (Faithless is he that says farewell when the road darkens. ~ Gimli)
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To: ransomnote
That is rather cool, a carved Moebius strip animated.

The Moebius Strip is actually about surfaces, in Mathematics the concept is referred to as ‘Topology.’ The Moebius Strip is about a single surface.

On paper, if you take such a strip and draw a line in the center, you will eventually catch up to the initial point. If you were to cut that strip along that center line you will end up with a perhaps skinnier surface, but still a single surface though more complex to regard.

Repeat the process on the one surface and you will at some point recognize that the one surface rule applies no matter how many times the process is repeated or continued.

775 posted on 08/05/2021 9:01:49 PM PDT by Radix (Natural Born Citizens have Citizen parents.)
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