ギンギラパラダイス2でも海物語シリーズでお馴染みの7セグ確変判別法のようなギンギラモード突入を判別する方法がある。

これがギンギラモード判別ランプ

ギンギラパラダイス2の筐体左下にある大当り時に「15R」「16R」と書かれた付近にある赤色や青色のランプが集中している箇所に注目して、大当り中にこの赤色や青色のランプの点灯、消灯箇所をチェックすることでギンギラモード突入、または継続を判別することができる。

ギンギラパラダイス2の場合にはセグでなくランプで表示されているので、従来の7セグ確変判別法やセグ判別という呼び方はおかしく、適当な呼び方としては、初当りギンギラモード突入ランプ判別法、ギンギラモード継続ランプ判別法と呼んだ方がいいだろう。

初当りか継続中かで確認する場所は異なる

ギンギラモードの突入、継続を判別するには、注目する場所に注意が必要で、初当り時に偶数図柄で大当りした場合のギンギラモード突入判別は下の写真の水色の線で囲んだ「ヘソ入賞」の(1)-(4)4つのランプに注目して、4つのランプの点灯の色、または消灯をチェックすることで判別することができる。また、ギンギラモード中のギンギラモード継続か終了かを判別するには、緑色の線で囲んだ10個のランプの点灯か消灯で継続か終了かを判別できる。

ギンギラモード判別ランプ

初当りギンギラモード突入ランプ判別法

ヘソ入賞ランプ部分に注目して、(1)-(4)の4つのランプが順番に何色が点灯、または消灯しているかをチェック。下は(1)から(4)のランプ位置を左から横に並べて、ギンギラモード突入するパターンか突入しないパターンかがわかる。

:青ランプ
:赤ランプ
●:消灯

(1)(2)(3)(4)
●●●突入
●●突入
突入
●突入
●●突入
●●●突入
●●突入
突入
突入
●突入
●●突入
突入
●●突入
突入
●●突入
●●●突入
突入
突入
●●突入
●突入
突入
突入
●●突入

ギンギラモード継続ランプ判別法

ギンギラモード中のギンギラモード継続か終了かを判別するには、緑色の線で囲んだ10個のランプの点灯か消灯で継続か終了かを判別できる。

  • (1)(2)
  • (1)(2)(3)(0)
  • (1)(2)(3)(4)
  • (1)(2)(3)(4)(0)
  • (1)(2)(3)(4)(5)(6)(0)
  • (1)(2)(3)(4)(5)(6)(7)(0)
  • (1)(2)(3)(4)(5)(6)(7)(8)
  • (1)(2)(3)(4)(5)(6)(8)(9)(0)
  • (1)(2)(3)(4)(5)(6)(9)(0)
  • (1)(2)(3)(4)(5)(7)
  • (1)(2)(3)(4)(5)(7)(0)
  • (1)(2)(3)(4)(5)(7)(8)
  • (1)(2)(3)(4)(5)(7)(8)(0)
  • (1)(2)(3)(4)(5)(7)(9)
  • (1)(2)(3)(4)(5)(8)(0)
  • (1)(2)(3)(4)(5)(8)(9)(0)
  • (1)(2)(3)(4)(6)(7)
  • (1)(2)(3)(4)(6)(7)(8)
  • (1)(2)(3)(4)(6)(7)(8)(9)
  • (1)(2)(3)(4)(6)(8)(0)
  • (1)(2)(3)(4)(6)(9)
  • (1)(2)(3)(4)(7)(9)(0)
  • (1)(2)(3)(4)(8)(0)
  • (1)(2)(3)(4)(8)(9)
  • (1)(2)(3)(4)(9)
  • (1)(2)(3)(5)(6)(8)
  • (1)(2)(3)(5)(6)(9)
  • (1)(2)(3)(5)(6)(9)(0)
  • (1)(2)(3)(5)(7)(9)(0)
  • (1)(2)(3)(5)(8)
  • (1)(2)(3)(5)(9)
  • (1)(2)(3)(6)(7)
  • (1)(2)(3)(6)(7)(9)
  • (1)(2)(3)(7)
  • (1)(2)(3)(7)(8)
  • (1)(2)(3)(7)(8)(9)
  • (1)(2)(3)(7)(8)(9)(0)
  • (1)(2)(3)(8)
  • (1)(2)(3)(8)(9)(0)
  • (1)(2)(3)(9)
  • (1)(2)(4)
  • (1)(2)(4)(5)
  • (1)(2)(4)(5)(6)(7)(9)
  • (1)(2)(4)(5)(6)(8)(0)
  • (1)(2)(4)(5)(7)
  • (1)(2)(4)(5)(7)(8)(0)
  • (1)(2)(4)(5)(7)(9)
  • (1)(2)(4)(6)
  • (1)(2)(4)(6)(7)(9)(0)
  • (1)(2)(4)(6)(8)(0)
  • (1)(2)(4)(7)(8)(0)
  • (1)(2)(4)(8)
  • (1)(2)(4)(8)(0)
  • (1)(2)(4)(9)(0)
  • (1)(2)(5)
  • (1)(2)(5)(0)
  • (1)(2)(5)(6)(8)(9)
  • (1)(2)(5)(6)(8)(9)(0)
  • (1)(2)(5)(7)(8)
  • (1)(2)(5)(7)(8)(9)(0)
  • (1)(2)(5)(7)(9)
  • (1)(2)(6)
  • (1)(2)(6)(7)(8)
  • (1)(2)(6)(7)(8)(9)
  • (1)(2)(6)(7)(9)(0)
  • (1)(2)(6)(8)(9)
  • (1)(2)(7)(8)
  • (1)(2)(7)(8)(9)(0)
  • (1)(2)(8)
  • (1)(3)
  • (1)(3)(4)(5)(6)(7)
  • (1)(3)(4)(5)(6)(7)(8)(0)
  • (1)(3)(4)(5)(6)(7)(9)
  • (1)(3)(4)(5)(6)(7)(9)(0)
  • (1)(3)(4)(5)(6)(8)(9)
  • (1)(3)(4)(5)(6)(8)(9)(0)
  • (1)(3)(4)(5)(7)(8)(0)
  • (1)(3)(4)(5)(7)(8)(9)
  • (1)(3)(4)(5)(7)(8)(9)(0)
  • (1)(3)(4)(5)(8)
  • (1)(3)(4)(6)(7)
  • (1)(3)(4)(6)(8)(9)
  • (1)(3)(4)(8)(9)
  • (1)(3)(4)(9)
  • (1)(3)(5)
  • (1)(3)(5)(6)(0)
  • (1)(3)(5)(6)(7)(0)
  • (1)(3)(5)(6)(7)(8)(0)
  • (1)(3)(5)(6)(9)
  • (1)(3)(5)(7)
  • (1)(3)(5)(7)(0)
  • (1)(3)(5)(7)(8)
  • (1)(3)(5)(7)(8)(0)
  • (1)(3)(5)(7)(8)(9)(0)
  • (1)(3)(5)(7)(9)(0)
  • (1)(3)(6)(0)
  • (1)(3)(6)(7)(0)
  • (1)(3)(6)(7)(8)(0)
  • (1)(3)(6)(7)(8)(9)(0)
  • (1)(3)(6)(7)(9)(0)
  • (1)(3)(6)(8)(9)
  • (1)(3)(7)(8)(0)
  • (1)(3)(7)(8)(9)(0)
  • (1)(3)(7)(9)(0)
  • (1)(3)(9)(0)
  • (1)(4)(0)
  • (1)(4)(5)(0)
  • (1)(4)(5)(6)
  • (1)(4)(5)(6)(7)(8)(9)
  • (1)(4)(5)(6)(8)(9)(0)
  • (1)(4)(5)(6)(9)
  • (1)(4)(5)(7)(0)
  • (1)(4)(5)(7)(9)
  • (1)(4)(5)(7)(9)(0)
  • (1)(4)(6)(7)(8)
  • (1)(4)(6)(7)(8)(9)
  • (1)(4)(6)(7)(8)(9)(0)
  • (1)(4)(6)(7)(9)
  • (1)(4)(6)(7)(9)(0)
  • (1)(4)(6)(8)(0)
  • (1)(4)(6)(9)
  • (1)(4)(7)(0)
  • (1)(4)(7)(8)
  • (1)(4)(7)(8)(9)
  • (1)(4)(7)(8)(9)(0)
  • (1)(4)(8)(9)
  • (1)(4)(9)
  • (1)(5)(0)
  • (1)(5)(6)(0)
  • (1)(5)(6)(7)(8)
  • (1)(5)(6)(7)(8)(0)
  • (1)(5)(6)(7)(8)(9)
  • (1)(5)(6)(8)(9)
  • (1)(5)(6)(9)
  • (1)(5)(6)(9)(0)
  • (1)(5)(7)(8)(0)
  • (1)(5)(7)(9)
  • (1)(5)(8)(0)
  • (1)(5)(8)(9)
  • (1)(5)(9)
  • (1)(6)(0)
  • (1)(6)(7)
  • (1)(6)(7)(8)(0)
  • (1)(6)(8)(9)(0)
  • (1)(6)(9)
  • (1)(7)
  • (1)(7)(8)(0)
  • (2)
  • (2)(3)
  • (2)(3)(4)(5)(0)
  • (2)(3)(4)(5)(6)
  • (2)(3)(4)(5)(6)(0)
  • (2)(3)(4)(5)(6)(7)(0)
  • (2)(3)(4)(5)(6)(7)(8)
  • (2)(3)(4)(5)(6)(7)(9)(0)
  • (2)(3)(4)(5)(6)(8)(9)(0)
  • (2)(3)(4)(5)(6)(9)
  • (2)(3)(4)(5)(7)(8)
  • (2)(3)(4)(5)(7)(8)(0)
  • (2)(3)(4)(5)(8)
  • (2)(3)(4)(6)(0)
  • (2)(3)(4)(6)(7)(0)
  • (2)(3)(4)(6)(8)(9)
  • (2)(3)(4)(6)(9)
  • (2)(3)(4)(7)(0)
  • (2)(3)(4)(7)(9)(0)
  • (2)(3)(4)(8)
  • (2)(3)(4)(8)(0)
  • (2)(3)(4)(9)(0)
  • (2)(3)(5)(6)(7)(9)
  • (2)(3)(5)(6)(7)(9)(0)
  • (2)(3)(5)(6)(9)
  • (2)(3)(5)(7)(8)
  • (2)(3)(5)(7)(8)(9)
  • (2)(3)(5)(7)(9)(0)
  • (2)(3)(5)(9)(0)
  • (2)(3)(6)
  • (2)(3)(6)(7)
  • (2)(3)(6)(7)(0)
  • (2)(3)(6)(7)(8)
  • (2)(3)(6)(7)(8)(9)(0)
  • (2)(3)(6)(9)
  • (2)(3)(7)(8)
  • (2)(4)(5)(6)
  • (2)(4)(5)(6)(0)
  • (2)(4)(5)(6)(7)
  • (2)(4)(5)(6)(7)(9)
  • (2)(4)(5)(6)(8)(0)
  • (2)(4)(5)(6)(8)(9)(0)
  • (2)(4)(5)(7)(8)(0)
  • (2)(4)(5)(7)(8)(9)
  • (2)(4)(5)(8)(9)(0)
  • (2)(4)(6)(0)
  • (2)(4)(6)(7)
  • (2)(4)(6)(7)(0)
  • (2)(4)(6)(7)(8)(9)
  • (2)(4)(6)(7)(8)(9)(0)
  • (2)(4)(6)(8)(0)
  • (2)(4)(6)(8)(9)
  • (2)(4)(6)(9)(0)
  • (2)(4)(7)(0)
  • (2)(4)(7)(8)(0)
  • (2)(5)(6)(7)(8)(0)
  • (2)(5)(6)(7)(8)(9)
  • (2)(5)(7)
  • (2)(5)(7)(8)(0)
  • (2)(5)(7)(8)(9)
  • (2)(5)(7)(8)(9)(0)
  • (2)(6)
  • (2)(6)(7)(9)
  • (2)(7)
  • (2)(7)(8)(0)
  • (2)(8)
  • (2)(9)
  • (2)(9)(0)
  • (3)(4)(5)(6)(7)(0)
  • (3)(4)(5)(6)(7)(8)(9)
  • (3)(4)(5)(6)(8)(9)
  • (3)(4)(5)(8)(9)(0)
  • (3)(4)(6)(7)(9)
  • (3)(4)(6)(7)(9)(0)
  • (3)(4)(6)(8)(9)(0)
  • (3)(4)(7)(9)(0)
  • (3)(4)(9)
  • (3)(4)(9)(0)
  • (3)(5)
  • (3)(5)(6)(7)(8)(9)(0)
  • (3)(5)(6)(8)
  • (3)(5)(6)(8)(0)
  • (3)(5)(6)(8)(9)
  • (3)(5)(7)
  • (3)(5)(7)(8)(0)
  • (3)(5)(8)
  • (3)(5)(9)(0)
  • (3)(6)(7)(0)
  • (3)(6)(7)(9)
  • (3)(6)(8)(9)
  • (3)(6)(9)(0)
  • (3)(7)(8)(9)
  • (3)(8)(9)
  • (3)(9)(0)
  • (4)(5)(6)(7)
  • (4)(5)(6)(7)(0)
  • (4)(5)(6)(7)(9)
  • (4)(5)(6)(8)(0)
  • (4)(5)(6)(8)(9)
  • (4)(5)(6)(9)
  • (4)(5)(7)(8)(9)(0)
  • (4)(5)(8)
  • (4)(5)(9)
  • (4)(6)(7)
  • (4)(6)(7)(8)(9)
  • (4)(6)(7)(9)
  • (4)(6)(7)(9)(0)
  • (4)(6)(9)(0)
  • (4)(8)(9)(0)
  • (4)(9)(0)
  • (5)(6)(7)(8)(0)
  • (5)(6)(7)(9)(0)
  • (5)(6)(9)(0)
  • (5)(7)(8)(9)
  • (5)(7)(8)(9)(0)
  • (5)(7)(9)
  • (5)(8)(9)(0)
  • (6)(7)(8)(9)(0)
  • (6)(7)(9)
  • (7)(0)
  • (7)(8)(9)
  • (7)(8)(9)(0)
  • (7)(9)
  • (9)