依照個人技術丟Excellent或Great的選擇 - PokemonGO
By Thomas
at 2017-12-20T12:16
at 2017-12-20T12:16
Table of Contents
前篇回文中,板友 AAaaron 提到一個我過去也曾好奇過的觀念,
所以就特地試算了一下。
不過先說,如果不相信N社的設定、程式解包後的捕捉公式、機率等,
這篇絕對不適合你。
半徑為 0.5 的 Great 有 13.06% 單球捕獲率,
半徑為 0.85 的 Excellent 有 15.85% 單球捕獲率。
但無論何人,丟球總是有機率失手,或是受到天氣因素而影響手感,
丟歪之後失去了加成,單球捕獲率下降為 8.90%
假設設定要丟 Great 後的成功率為 p, Excellent 的成功率則為 q,
正常人應該都是 p > q。
Great 期望單球捕獲率是 13.06%*p + 8.90%*(1-p)
Excellent 期望單球捕獲率是 15.85%*q + 8.90%*(1-q)
則要使 Excellent 優於 Great 的條件為 q/p >= 416/695 = 59.86%
簡單來說,
只要你丟 Excellent 的成功率有 Great的大約60%,就去嘗試盡量丟Excellent吧。
反之,如果成功率沒有60%以上,穩定丟 Great 會是比較好的選擇。
然後趁著低CP、低IV時盡量去提升 Excellent 的成功率。
順道算了一下,有人可以丟出很小的Great,不過對Excellent沒把握的嗎?
假如半徑縮小到 0.35(接近Excellent,但仍然是Great)
則q/p會大幅提升到 77.61%,
這種狀況下表示你的 Excellent 要有 77.61% 的Great準確度,
才比較適合丟Excellent,否則的話,先穩定丟Great會比較好。
我想這裏的 q/p 門檻是有意義的,
因為大家都會努力地將圈縮小,但付出的風險成本跟得到的回饋會越來越不對等。
有個明確的數字去衡量自己到底「適不適合」丟小圈的話還不錯。
當然啦,如果Excellent練到九成九準確就什麼都不用說了。
--
http://i.imgur.com/2OeCusy.jpg
https://i.imgur.com/Q4AGa5j.png
飛人有三寶:沒玩、被盜、借帳號
--
所以就特地試算了一下。
不過先說,如果不相信N社的設定、程式解包後的捕捉公式、機率等,
這篇絕對不適合你。
半徑為 0.5 的 Great 有 13.06% 單球捕獲率,
半徑為 0.85 的 Excellent 有 15.85% 單球捕獲率。
但無論何人,丟球總是有機率失手,或是受到天氣因素而影響手感,
丟歪之後失去了加成,單球捕獲率下降為 8.90%
假設設定要丟 Great 後的成功率為 p, Excellent 的成功率則為 q,
正常人應該都是 p > q。
Great 期望單球捕獲率是 13.06%*p + 8.90%*(1-p)
Excellent 期望單球捕獲率是 15.85%*q + 8.90%*(1-q)
則要使 Excellent 優於 Great 的條件為 q/p >= 416/695 = 59.86%
簡單來說,
只要你丟 Excellent 的成功率有 Great的大約60%,就去嘗試盡量丟Excellent吧。
反之,如果成功率沒有60%以上,穩定丟 Great 會是比較好的選擇。
然後趁著低CP、低IV時盡量去提升 Excellent 的成功率。
順道算了一下,有人可以丟出很小的Great,不過對Excellent沒把握的嗎?
假如半徑縮小到 0.35(接近Excellent,但仍然是Great)
則q/p會大幅提升到 77.61%,
這種狀況下表示你的 Excellent 要有 77.61% 的Great準確度,
才比較適合丟Excellent,否則的話,先穩定丟Great會比較好。
我想這裏的 q/p 門檻是有意義的,
因為大家都會努力地將圈縮小,但付出的風險成本跟得到的回饋會越來越不對等。
有個明確的數字去衡量自己到底「適不適合」丟小圈的話還不錯。
當然啦,如果Excellent練到九成九準確就什麼都不用說了。
--
http://i.imgur.com/2OeCusy.jpg
https://i.imgur.com/Q4AGa5j.png
飛人有三寶:沒玩、被盜、借帳號
--
Tags:
PokemonGO
All Comments
By Rae
at 2017-12-22T02:05
at 2017-12-22T02:05
By Ethan
at 2017-12-22T21:45
at 2017-12-22T21:45
By Zanna
at 2017-12-25T09:45
at 2017-12-25T09:45
By Xanthe
at 2017-12-29T09:52
at 2017-12-29T09:52
By Puput
at 2017-12-29T13:20
at 2017-12-29T13:20
By Brianna
at 2017-12-30T09:05
at 2017-12-30T09:05
By Daniel
at 2017-12-30T16:41
at 2017-12-30T16:41
By Thomas
at 2018-01-03T09:39
at 2018-01-03T09:39
By Emma
at 2018-01-03T23:13
at 2018-01-03T23:13
By Yuri
at 2018-01-08T11:44
at 2018-01-08T11:44
By Hedda
at 2018-01-11T22:57
at 2018-01-11T22:57
By Ula
at 2018-01-12T05:01
at 2018-01-12T05:01
By Damian
at 2018-01-16T00:12
at 2018-01-16T00:12
By Jessica
at 2018-01-18T09:39
at 2018-01-18T09:39
By Enid
at 2018-01-18T22:35
at 2018-01-18T22:35
By Todd Johnson
at 2018-01-20T14:41
at 2018-01-20T14:41
By Eartha
at 2018-01-23T19:55
at 2018-01-23T19:55
By Ophelia
at 2018-01-24T15:58
at 2018-01-24T15:58
By Eden
at 2018-01-28T02:51
at 2018-01-28T02:51
By Rae
at 2018-01-30T22:15
at 2018-01-30T22:15
By Valerie
at 2018-02-03T21:58
at 2018-02-03T21:58
By Eartha
at 2018-02-04T04:35
at 2018-02-04T04:35
By John
at 2018-02-05T07:01
at 2018-02-05T07:01
By Zanna
at 2018-02-10T00:29
at 2018-02-10T00:29
By Elvira
at 2018-02-14T22:48
at 2018-02-14T22:48
By Sarah
at 2018-02-15T22:48
at 2018-02-15T22:48
By Ula
at 2018-02-16T09:56
at 2018-02-16T09:56
By Zenobia
at 2018-02-20T07:45
at 2018-02-20T07:45
By Olga
at 2018-02-21T04:54
at 2018-02-21T04:54
By Tristan Cohan
at 2018-02-24T11:08
at 2018-02-24T11:08
By Todd Johnson
at 2018-02-26T02:05
at 2018-02-26T02:05
By Wallis
at 2018-03-01T23:29
at 2018-03-01T23:29
By Lucy
at 2018-03-04T04:03
at 2018-03-04T04:03
By Audriana
at 2018-03-07T16:14
at 2018-03-07T16:14
By Agatha
at 2018-03-08T17:18
at 2018-03-08T17:18
By Mason
at 2018-03-11T09:04
at 2018-03-11T09:04
By Christine
at 2018-03-15T00:02
at 2018-03-15T00:02
By Steve
at 2018-03-18T08:36
at 2018-03-18T08:36
By Noah
at 2018-03-18T11:31
at 2018-03-18T11:31
By Harry
at 2018-03-22T14:37
at 2018-03-22T14:37
By Valerie
at 2018-03-24T08:32
at 2018-03-24T08:32
By Candice
at 2018-03-24T12:42
at 2018-03-24T12:42
By Hazel
at 2018-03-28T15:05
at 2018-03-28T15:05
By Robert
at 2018-04-01T05:48
at 2018-04-01T05:48
By Belly
at 2018-04-05T14:03
at 2018-04-05T14:03
By Edith
at 2018-04-05T23:52
at 2018-04-05T23:52
By Victoria
at 2018-04-06T07:27
at 2018-04-06T07:27
By Odelette
at 2018-04-10T14:09
at 2018-04-10T14:09
By Suhail Hany
at 2018-04-11T23:41
at 2018-04-11T23:41
By Sarah
at 2018-04-14T04:31
at 2018-04-14T04:31
By Hedwig
at 2018-04-18T03:41
at 2018-04-18T03:41
By Xanthe
at 2018-04-22T10:13
at 2018-04-22T10:13
By Bethany
at 2018-04-27T09:05
at 2018-04-27T09:05
By Margaret
at 2018-04-28T07:06
at 2018-04-28T07:06
By Damian
at 2018-05-01T13:47
at 2018-05-01T13:47
By Rachel
at 2018-05-06T10:47
at 2018-05-06T10:47
By Anonymous
at 2018-05-06T17:48
at 2018-05-06T17:48
By Bennie
at 2018-05-07T20:52
at 2018-05-07T20:52
By Rachel
at 2018-05-08T22:09
at 2018-05-08T22:09
By Elvira
at 2018-05-11T20:17
at 2018-05-11T20:17
By Daph Bay
at 2018-05-13T07:24
at 2018-05-13T07:24
By Skylar Davis
at 2018-05-15T21:30
at 2018-05-15T21:30
By Irma
at 2018-05-19T23:19
at 2018-05-19T23:19
By Blanche
at 2018-05-22T16:32
at 2018-05-22T16:32
By Faithe
at 2018-05-23T05:47
at 2018-05-23T05:47
By Kyle
at 2018-05-24T05:05
at 2018-05-24T05:05
By Delia
at 2018-05-26T12:51
at 2018-05-26T12:51
By Margaret
at 2018-05-28T03:43
at 2018-05-28T03:43
By Sarah
at 2018-06-01T06:55
at 2018-06-01T06:55
By Ursula
at 2018-06-05T12:47
at 2018-06-05T12:47
By Eden
at 2018-06-09T18:01
at 2018-06-09T18:01
By Lucy
at 2018-06-13T06:01
at 2018-06-13T06:01
By Edward Lewis
at 2018-06-15T02:00
at 2018-06-15T02:00
By Todd Johnson
at 2018-06-15T12:32
at 2018-06-15T12:32
By Olga
at 2018-06-18T11:21
at 2018-06-18T11:21
By Zora
at 2018-06-19T07:30
at 2018-06-19T07:30
By Emily
at 2018-06-22T15:19
at 2018-06-22T15:19
By Mason
at 2018-06-23T10:43
at 2018-06-23T10:43
By Donna
at 2018-06-26T00:37
at 2018-06-26T00:37
By Emma
at 2018-06-28T14:24
at 2018-06-28T14:24
By Carol
at 2018-07-01T16:31
at 2018-07-01T16:31
By Dinah
at 2018-07-03T16:44
at 2018-07-03T16:44
By Skylar DavisLinda
at 2018-07-04T20:08
at 2018-07-04T20:08
By Aaliyah
at 2018-07-05T06:14
at 2018-07-05T06:14
By Susan
at 2018-07-07T23:51
at 2018-07-07T23:51
By Heather
at 2018-07-10T05:19
at 2018-07-10T05:19
By Catherine
at 2018-07-11T16:47
at 2018-07-11T16:47
Related Posts
固拉多的斷崖之劍尚未能實裝之探討
By Oscar
at 2017-12-20T02:20
at 2017-12-20T02:20
天氣系統太棒了!
By Ula
at 2017-12-19T23:54
at 2017-12-19T23:54
(感覺文)固拉多丟E跟丟G的捕獲難易度
By Hedda
at 2017-12-19T23:01
at 2017-12-19T23:01
花蓮地區超夢統計
By Steve
at 2017-12-19T21:43
at 2017-12-19T21:43
2隻鳳王
By Kumar
at 2017-12-19T21:36
at 2017-12-19T21:36