First, let's simplify the expression using the distributive property:
(i63)(i72) - (i63)(i34) + (i17)(i72) - (i17)(i34) + (i13)(i72) - (i13)(i34) + (i82)(i72) - (i82)(i34)
Next, we can simplify each term:
(i^1356) - (i^1077) + (i^1224) - (i^867) + (i^936) - (i^561) + (i^144) - (i^246)
Now we can combine like terms:
Finally, we can simplify further:
i^147 + i^157 - i^597 + i^393 - i^417 + i^144 - i^246
Therefore, the simplified expression is:
First, let's simplify the expression using the distributive property:
(i63)(i72) - (i63)(i34) + (i17)(i72) - (i17)(i34) + (i13)(i72) - (i13)(i34) + (i82)(i72) - (i82)(i34)
Next, we can simplify each term:
(i^1356) - (i^1077) + (i^1224) - (i^867) + (i^936) - (i^561) + (i^144) - (i^246)
Now we can combine like terms:
i^1077 + i^1224 - i^867 + i^936 - i^561 + i^144 - i^246Finally, we can simplify further:
i^147 + i^157 - i^597 + i^393 - i^417 + i^144 - i^246
Therefore, the simplified expression is:
i^147 + i^157 - i^597 + i^393 - i^417 + i^144 - i^246