"Raid Boss CP Explained, if it hasn't been already found."

#PokemonGO: I looked all over google about "Raid boss cp formula" I really on came across one good article (good as in relative to my question) but most of it seemed like made up figures and a guessing game. So I spent a few hours looking at it myself and I have come up with a perfect formula. For one there is no cp multiplier, I know I'll probably be looked at funky for saying such silly things, but it is true! It's actually quite simple, raid bosses have perfect iv's, they use their base stats... except for stamina... stamina is a bit staggered. Here's how so:Level_1_Raids: 600 stamina,Level_2_Raids: 1,800 stamina,Level_3_Raids: 3,000 stamina,Level_4_Raids: 7,500 stamina,Level_5_Raids: 12,500 staminathe 15's are for iv's and stamina doesn't get an iv for raid bosses.Then CP is as simple as ((baseattack+15) * sqrt(basedefense+15) * sqrt(stamina)) / 10, and it gets round down.The numbers in parenthesis next to their names are not generated from the math, they are taken from what the raid boss's cp actually is.Level_1_Math:Magikarp (1,165 CP): ((29 + 15) * sqrt(102 + 15) * sqrt(600)) / 10 = 1,165 CP Bayleef (4,375 CP): ((122 + 15) * sqrt(155 + 15) * sqrt(600)) / 10 = 4,375 CP Quilava (5,085 CP): ((158 + 15) * sqrt(129 + 15) * sqrt(600)) / 10 = 5,085 CP Croconaw (5,207 CP): ((150 + 15) * sqrt(151 + 15) * sqrt(600)) / 10 = 5,207 CP Level_2_Math:Muk (12,269 CP): ((190 + 15) * sqrt(184 + 15) * sqrt(1800)) / 10 = 12,269 CP Weezing (12,318 CP): ((174 + 15) * sqrt(221 + 15) * sqrt(1800)) / 10 = 12,318 CP Electabuzz (12,390 CP): ((198 + 15) * sqrt(173 + 15) * sqrt(1800)) / 10 = 12,390 CP Magmar (12,718 CP): ((206 + 15) * sqrt(169 + 15) * sqrt(1800)) / 10 = 12,718 CP Exeggutor (13,839 CP): ((233 + 15) * sqrt(158 + 15) * sqrt(1800)) / 10 = 13,839 CP Level_3_Math:Vaporeon (16,696 CP): ((205 + 15) * sqrt(177 + 15) * sqrt(3000)) / 10 = 16,696 CP Arcanine (17,832 CP): ((227 + 15) * sqrt(166 + 15) * sqrt(3000)) / 10 = 17,832 CP Machamp (18,144 CP): ((234 + 15) * sqrt(162 + 15) * sqrt(3000)) / 10 = 18,144 CP Gengar (19,768 CP): ((261 + 15) * sqrt(156 + 15) * sqrt(3000)) / 10 = 19,768 CP Jolteon (19,883 CP): ((232 + 15) * sqrt(201 + 15) * sqrt(3000)) / 10 = 19,883 CP Flareon (21,155 CP): ((246 + 15) * sqrt(204 + 15) * sqrt(3000)) / 10 = 21,155 CP Alakazam (22,646 CP): ((271 + 15) * sqrt(194 + 15) * sqrt(3000)) / 10 = 22,646 CP Level_4_Math:Lapras (21,768 CP): ((165 + 15) * sqrt(180 + 15) * sqrt(7500)) / 10 = 21,768 CP Blastoise (24,162 CP): ((171 + 15) * sqrt(210 + 15) * sqrt(7500)) / 10 = 24,162 CP Snorlax (25,419 CP): ((190 + 15) * sqrt(190 + 15) * sqrt(7500)) / 10 = 25,419 CP Venusaur (26,921 CP): ((198 + 15) * sqrt(198 + 15) * sqrt(7500)) / 10 = 26,921 CP Charizard (28,485 CP): ((233 + 15) * sqrt(176 + 15) * sqrt(7500)) / 10 = 29,682 CP Rhydon (30,512 CP): ((222 + 15) * sqrt(206 + 15) * sqrt(7500)) / 10 = 30,512 CP Tyranitar (34,707 CP): ((251 + 15) * sqrt(212 + 15) * sqrt(7500)) / 10 = 34,707 CP Level_5_Math:Articuno (37,603 CP): ((192 + 15) * sqrt(249 + 15) * sqrt(12500)) / 10 = 37,603 CP Moltres (41,953 CP): ((251 + 15) * sqrt(184 + 15) * sqrt(12500)) / 10 = 41,953 CP Zapdos (42,691 CP): ((253 + 15) * sqrt(188 + 15) * sqrt(12500)) / 10 = 42,691 CP Lugia (42,753 CP): ((193 + 15) * sqrt(323 + 15) * sqrt(12500)) / 10 = 42,753 CP Again, sorry if this has been posted before xD. I just needed to find the correct path and everyone had so many different ideas that I attempted to make work before trying it out myself.~HaxXXxaH via /r/TheSilphRoad http://ift.tt/2wlsMBa