3-2=1
所以原式=(3-2)(3+2)(3²+2²)(3^4+2^4)(3^8+2^8)(3^16+2^16)
=(3²-2²)(3²+2²)(3^4+2^4)(3^8+2^8)(3^16+2^16)
=(3^4-2^4)(3^4+2^4)(3^8+2^8)(3^16+2^16)
=(3^8-2^8)(3^8+2^8)(3^16+2^16)
=(3^16-2^16)(3^16+2^16)
=3^32-2^32
3-2=1
所以原式=(3-2)(3+2)(3²+2²)(3^4+2^4)(3^8+2^8)(3^16+2^16)
=(3²-2²)(3²+2²)(3^4+2^4)(3^8+2^8)(3^16+2^16)
=(3^4-2^4)(3^4+2^4)(3^8+2^8)(3^16+2^16)
=(3^8-2^8)(3^8+2^8)(3^16+2^16)
=(3^16-2^16)(3^16+2^16)
=3^32-2^32