# 0x36f627  HD=3  len=3669987  Example: Len=3669988 {0} (0x200000) (Bits=2)
# 0x36f627  HD=4  len=2931  Example: Len=2932 {0,2279} (0x200000) (Bits=3)
# 0x36f627  HD=5  len=263  Example: Len=264 {0,96,175} (0x200000) (Bits=4)
# 0x36f627  HD=6  len=72  Example: Len=73 {0,22,57,65} (0x200000) (Bits=5)
# 0x36f627  HD=7  len=20  Example: Len=21 {0,10,17,18} (0x200010) (Bits=6)
# 0x36f627  HD=8  len=20  Example: Len=21 {0,10,17,18} (0x200010) (Bits=6)
# 0x36f627  HD=9  len=12  Example: Len=13 {0,3,12} (0x224090) (Bits=8)
# 0x36f627  HD=10  len=12  Example: Len=13 {0,3,12} (0x224090) (Bits=8)
# 0x36f627  HD=11  len=12  Example: Len=13 {0,3,12} (0x224090) (Bits=8)
# 0x36f627  HD=12  len=2  Example: Len=3 {0,2} (0x2030bd) (Bits=11)
# 0x36f627  HD=13  len=1  Example: Len=2 {0} (0x2d8d34) (Bits=12)
# 0x36f627  HD=14  len=1  Example: Len=2 {0} (0x2d8d34) (Bits=12)
# 0x36f627  HD=15  len=1  Example: Len=2 {0} (0x2d8d34) (Bits=12)
# 0x36f627  HD=16  NONE  Example: Len=1 {0} (0x36f627) (Bits=15)
0x36f627 {3669987,2931,263,72,20,20,12,12,12,2,1,1,1}
0x36f627 => factors	x^22+x^21+x^19+x^18+x^16+x^15+x^14+x^13+x^11+x^10+x^6+x^3+x^2+x+1    
	0x6	Prim	x^3+x^2+1    
	0x4633d	Prim	x^19+x^15+x^14+x^10+x^9+x^6+x^5+x^4+x^3+x+1