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📰 Let $ y = x^2 $, then $ d(x) = y^2 + y + 1 $. Since $ y^3 \equiv 1 \mod (y^2 + y + 1) $, we have $ y^3 \equiv 1 $, so powers of $ y $ reduce modulo 3. 📰 Now $ x^2 \equiv y $, so $ x^2 + 1 \equiv y + 1 $, and 📰 We reduce $ (y + 1)^{2025} $ modulo $ y^2 + y + 1 $. Since $ y^2 \equiv -y - 1 $, we can reduce all powers of $ y $ to linear expressions. 📰 Target Clifton Nj 5887984 📰 Cover Fossil Or Plume 1832907 📰 How The 9 Of Wands Changed Magic Forever Youve Been Missing This 2023468 📰 This Massive Pltr Stock Dividend Breakthrough Will Change Your Investment Game 4556550 📰 Donald Glover 7679836 📰 Seniors Reclaim Comfort Vitalityaccess Free Chair Yoga Sessions Now 5251949 📰 The Forgotten Rule That Changes How No One Writes Forever 8679192 📰 A Pyramid Has A Square Base With Side Length 8 Meters And A Height Of 12 Meters What Is Its Volume In Cubic Meters 9686396 📰 Youll Never See What Time Really Holds Until It Strikes A Hidden Message 789119 📰 A Chemist Has A Solution That Is 30 Acid And Another That Is 70 Acid If She Mixes 5 Liters Of The 30 Solution With 3 Liters Of The 70 Solution What Is The Concentration Of Acid In The Resulting Mixture 2433847 📰 Apple Pr Package Hidden Inside You Wont Believe Whats Inside 2935173 📰 Rush Hour English Movie Is This The Most Intense Commute Ever Dont Miss It 3472932 📰 5 Yahoo Hong Kong Finance Breakthrough How To Watch Your Money Multiplier 1845340 📰 Hyatt Place Austin Arboretum 6191053 📰 La Panaderia 9686216