1894•5632:472+908-3457+60467

To solve the expression \( 1894 \cdot 5632 \div 472 + 908 - 3457 + 60467 \), we follow the order of operations (PEMDAS/BODMAS):

1. Multiplication and Division:
   • First, calculate \( 1894 \cdot 5632 \): \[ 1894 \cdot 5632 = 10683728 \]
   • Then divide by \( 472 \): \[ 10683728 \div 472 \approx 22608 \]

Now, the expression is simplified to: \[ 22608 + 908 - 3457 + 60467 \]

2. Addition and Subtraction:
   • Perform the addition and subtraction from left to right:
     • \( 22608 + 908 = 23516 \)
     • \( 23516 - 3457 = 20059 \)
     • \( 20059 + 60467 = 80526 \)

Thus, the final result is: \[ \boxed{80526} \]