# 0x2aedd3 HD=3 len=3669987 Example: Len=3669988 {0} (0x200000) (Bits=2) # 0x2aedd3 HD=4 len=4063 Example: Len=4064 {0,460} (0x200000) (Bits=3) # 0x2aedd3 HD=5 len=302 Example: Len=303 {0,126,135} (0x200000) (Bits=4) # 0x2aedd3 HD=6 len=105 Example: Len=106 {0,36,73,85} (0x200000) (Bits=5) # 0x2aedd3 HD=7 len=40 Example: Len=41 {0,9,10,26,37} (0x200000) (Bits=6) # 0x2aedd3 HD=8 len=22 Example: Len=23 {0,1,5} (0x200016) (Bits=7) # 0x2aedd3 HD=9 len=22 Example: Len=23 {0,14,15} (0x240025) (Bits=8) # 0x2aedd3 HD=10 len=5 Example: Len=6 {0,3} (0x291460) (Bits=9) # 0x2aedd3 HD=11 len=5 Example: Len=6 {0,3} (0x291460) (Bits=9) # 0x2aedd3 HD=12 len=2 Example: Len=3 {0,2} (0x35204e) (Bits=11) # 0x2aedd3 HD=13 len=2 Example: Len=3 {0,2} (0x35204e) (Bits=11) # 0x2aedd3 HD=14 len=2 Example: Len=3 {0,2} (0x35204e) (Bits=11) # 0x2aedd3 HD=15 len=2 Example: Len=3 {0,2} (0x35204e) (Bits=11) # 0x2aedd3 HD=16 NONE Example: Len=1 {0} (0x2aedd3) (Bits=15) 0x2aedd3 {3669987,4063,302,105,40,22,22,5,5,2,2,2,2} 0x2aedd3 => factors x^22+x^20+x^18+x^16+x^15+x^14+x^12+x^11+x^9+x^8+x^7+x^5+x^2+x+1 0x5 Prim x^3+x+1 0x4fd42 Prim x^19+x^16+x^15+x^14+x^13+x^12+x^11+x^9+x^7+x^2+1