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Posted: Thu Dec 21, 2023 10:10 am
as the creatures went. Their rims were high and awesome, and all four rims were full of eyes all around. When the living creatures moved, the wheels beside them moved; and when the living creatures rose from the ground, the wheels also rose. Wherever the spirit would go, they would go, and the wheels would rise along with them, because the spirit of the living creatures was in the wheels. When the creatures moved, they also moved; when the creatures stood still, they also stood still; and when the creatures rose from the ground, the wheels rose along with them, because the spirit of the living crea- tures was in the wheels. Spread out above the heads of the living creatures was what looked something like a vault, sparkling like crystal, and awesome. Under the vault their wings were stretched out one toward the other, and each had two wings covering its body. When the creatures moved, I heard the sound of their wings, like the roar of rushing waters, like the voice of the Almighty, like the tumult of an army.When they stood still, they lowered their wings.” – Ezekiel’s 1:5-24
I even decided to add a description here so you all can read it. So how is it described: Cherub is a humanoid creature that has four wings, two raised and touching each other, and two lowered down and covering the body. And these are the wings you need to find. It’s just a rotated cube. And in this cube, if you introduce a line from one corner to another corner, will divide one plane of the cube into two wings, only you need to rotate it correctly so that the two wings that touch each other are up and then the two wings are down. Do you understand? You need to find it, see it in the model, prove it to yourself.
I even decided to add a description here so you all can read it. So how is it described: Cherub is a humanoid creature that has four wings, two raised and touching each other, and two lowered down and covering the body. And these are the wings you need to find. It’s just a rotated cube. And in this cube, if you introduce a line from one corner to another corner, will divide one plane of the cube into two wings, only you need to rotate it correctly so that the two wings that touch each other are up and then the two wings are down. Do you understand? You need to find it, see it in the model, prove it to yourself.