The Orphic Egg is an ancient Greek symbol. It is an egg with a serpent wrapped around it. This egg represents the cosmic egg from which Phanes, a diety, was birthed. Phanes was the diety of procreation and life.
Orpheus was a famous singer from Greek myth. He sang the Cerubus to sleep so he could pass through Hades and rescue his wife.
Phanes was created from the Orphic Egg. Phanes was a hermaphrodite, male/female, deity of light and goodness. He was one of the first gods born of the watery abyss of time. He in turn created the other gods.
The egg and snake represent the cosmos circled by the creative spirit.
Note: "Watery abyss of time" could makes one thought of Tiamat, the equivalent to the salty abyssal water or his mate Apsu (the opposed water, like still water).
Now on the image they probably are wondering what to do with this snakeddy sneaky snake and his egg, maybe they try in one way or another to compel it to something to be then be like casted and concentrated again. As some are trying with oil, they could try to refine such egg, in order to empower the omega or not.
![art](data:image/png;base64,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)
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