YES, IT'S IN EXACTLY THE FIRST 200 DIGITS OF THE DECIMAL EXPANSION OF PI.
Here's a 6 minute tutorial I posted on YouTube, it will help you see the numbers much easier after you finish it.
If, you have read the post, WHY LOOK FOR A CODE IN PI? you will know that this is evidence of a numeric code that applies,
1. SELF REFERENCE,
2. EQUIDISTANT SPACING,
3. AND ORDER BY MATRIX.
The digits of PI,
begin with the 1in the orange block in the center,
and spiral to the right and down, with the numbers 1-4-1-5-9-... following the white line spiral.🔃
Until the matrix, the 14*14 matrix of 196 numbers with four numbers of the 200 left over is complete. √200=14.14, that is why you have four numbers left over but we know they are in the set because of the redundancy and self reference in the 14s. [You have 14 in the center, the corners, 3+4+3+4=14, the entire matrix is 14*14, √200=14.14]
YOU MAY WANT TO WATCH THE BEAUTIFUL MIND SCENE AGAIN.
