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📰 z_1 \overline{z_2} = (\cos heta_1 + i \sin heta_1)(\cos heta_2 - i \sin heta_2) = \cos( heta_1 - heta_2) + i \sin( heta_1 - heta_2). 📰 The argument of $ z_1 \overline{z_2} $ is $ heta_1 - heta_2 $ (modulo $ 360^\circ $), and the smallest positive argument is given to be $ 60^\circ $. Since cosine determines the angle uniquely within $ [0^\circ, 180^\circ] $ for this context (as it's the smallest angle between them), we have 📰 heta_1 - heta_2 \equiv 60^\circ \pmod{180^\circ}, 📰 Hut Stock Price 3640700 📰 You Wont Believe Whats Hidden In Wi Countyheres Its Stunning Map Revealed 6792878 📰 Glock With A Switch 9880357 📰 Frac1X Frac1Y Frac1Z Frac12 Frac12 Frac12 Frac32 7667602 📰 These Minecraft Movie Reviews Break The Destroyed Rulesdid They Get It Right 1351847 📰 This Mix Of Rottweiler Pitbull Is Aggressive Irresistible And Unstoppable People Cant Stop Watching 3377555 📰 How To Be A Better Boyfriend 1251767 📰 You Wont Believe How Abnb Skyrocketedyahoo Finance Reveals The Shocking Growth 2560586 📰 Rent A Minivan 1227484 📰 Calculator Investment Retirement 5298044 📰 Now Substitute These Values Into The Binomial Probability Formula 3072523 📰 John Forbes Nash 8964961 📰 You Wont Believe What Happened After Hpk Stock Shocked The Market 8204079 📰 Zip Code 80202 Secrets What Denvers 80200 Zip Zone Hides About Wealth Crime 3361774 📰 Lake Shore Bancorps Secret Weapon For Success A Lakefront Financial Empire Waiting To Be Discovered 2052593