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The Limbo Theorem是一個在更新15中引進的可選資料任務。任務中玩家需要組合破解一個神秘的定理。通過完成該任務,玩家可以獲得製造Limbo戰甲的必要部件。在開始做這個任務之前,玩家必須完成Archwing任務或購買一個Archwing

流程编辑

Limbo定理编辑

在完成木星與歐羅巴的結合點後,玩家便可獲得Limbo定理任務。在導航控制台處點擊“開始任務”便可開始。

任務開始後玩家就會收到Ordis系統發來的信息提示。

So, this 'Limbo Theorem' you picked up, it's supposed to lead to a new Warframe? Well, it's woefully incomplete!

Half-written proofs, unfinished equations, what idiot wrote this mess??

Okay. Okay. There is one thing here, a constant, a tuning frequency but it's so minute, the Liset's antenna would never be able to...

...unless...go to your nav console, I have an idea.


所以,您撿到了“ Limbo定理”了,這應該能指引我們找到新的 Warframe吧?嗯哼,令人遺憾的是它不太完整?書寫到一半的證明計算,未完成的公式,哪個笨蛋寫出這些鳥東西的?

好吧,好吧。這裡有一個常數,但它的調諧頻率如此之短,登陸艇的接收器永遠不可能……

…除非…除非您去往導航控制台,我現在有了一個想法。

信息結束後玩家就會得到Limbo頭部神經光元定理鑰匙的製造藍圖,製造該物品需要 數學證明片段

胡言亂語: Syrtis, 火星编辑

Ordis向玩家指明任務地點火星上的Syrtis。任務的目的在於監聽Grineer的通訊,並希望從中找到Limbo的信號。在實際遊戲中,該任務是一個Archwing攔截任務。任務的完成需要玩家堅持至少一輪。不過這個任務的真正目標不僅僅在於完成,玩家需要收集任務中敵人隨機掉落的數學證明片段,它是製造任務關鍵物品所必須的材料。

當收集了足夠的數學證明片段後,就可以製造Limbo頭盔定理鑰匙。製造耗時60秒。開始製造後Ordis就會說它十分好奇Limbo定理究竟是什麼樣的。

Good, now we get to find out what all this Limbo nonsense is all about. I await the theorem's completion.
製造需求
Credits64
6,500
NavCoordinates64
3



耗時: 0 hrs
加速: Platinum64 5
MarketIcon Market售價:N/A Blueprint2 Blueprints售價:N/A


建造完成後,Ordis嘗試著去解讀定理。解讀的結果大大激怒了Ordis,因為它發現這些所謂的論證都是狗屁不通的。

Okay, good, you've... wait... the horizo​​n mass cannot be inverted to -- this is preposterous!

Operator, I'm sorry. You did all this work and this so called Theorem is still completely invalid. It's as if all these proofs point to notthingness it's just utterly irrational!

There's only one valid coordinate in the entire proof, I've marked it on your navigation console but I'm sure it's a waste of time.

最後,Ordis會提供它從解讀的數據中提取出來唯一有用的坐標:地球上的Cambria

裂隙位面: Cambria, 地球 编辑

玩家來到地球上的Cambria執行一個挖掘任務。這個任務中給出的大多數獎勵是現金匣,同時也有小概率獲得Limbo頭盔藍圖。獲得藍圖後,Ordis會重新思考定理的意義,並嘗試從中破解出更多有用的信息。

A Limbo part blueprint! The Theorem wasn't complete malarkey after all. Perhaps there's more to these equations than I previously thought, what am I missing.

在此其間玩家必須製造Limbo頭盔,其耗時12小時。

頭盔製造完畢後,Ordis會再次指示玩家到地球上的Syrtis中去收集數學證明片段,用以製造Limbo系統定理。 (若玩家已經收集到足夠的片段,則可以直接製造)。

Operator, I found a new theorem hidden deep in that Warframe part. These are actually starting to make sense, I mean they're nonsense but there's logic in the nonsense. It's almost as if someone's trying to speak to me in my own language.

Limbo系統定理製造完成後,Ordis給玩家下一處任務坐標。它也會對裂隙位面以及其與Limbo的關聯發表自己的推論。

Now it's becoming clear. Could it be that there's a plane between our normal plane and the void? A space between space, a rift? A rift that this Limbo could control?

Oh and I've marked your navigation console, I think you'll be quite pleased with what you find there.

數學魔術師: Wendell, 火衛一编辑

同上次的任務類似,這次我們會到火衛一上的Wendell節點進行挖掘任務,每次成功完成挖掘都有一定機率獎勵Limbo系統藍圖。得到藍圖後玩家必須製造相應部件,其耗時12小時。

Operator do you understand, this Limbo is telling us his story in pure math, and I must say, he's quite witty.

Ordis會再次指示玩家到火星上的Syrtis任務節點去收集更多的證明片段,用以製造Limbo機體定理

Just as suspected, another theorem. Limbo's formula for inverting the entropic mass of void quantum is downright naughty.

I want more, Operator, please hurry, this story is getting quite good.

當Limbo系統建造完成後。

More parts to the story. My word, he is a magician of logic. Just when I think his diffraction principle is full of dangling ratios, he expresses his dynamic constant in pure numbers. I never saw it coming.

最後的傳送: Ose, 歐羅巴 编辑

玩家最後會來到歐羅巴上做最後的挖掘任務。任務目的在於找Limbo機體藍圖。在找到藍圖後,Ordis急切地想要知道定理的最終篇章。

The final part. I cannot wait. What harrowing leaps of cross-dimensional gymnastics will he attempt next?

玩家必須製造機體以便繼續進行任務。需要注意的是,機體的製造需要一個氬結晶。機體製造完成後,任務就會圓滿結束。玩家可以在商店購買'Limbo藍圖來製造Limbo戰甲。

Excellent, the final Theorem and it's unfragmented. Processing.

在接收Limbo機體的時候,Ordis解讀了定理的最後一部分,結果是得出了Limbo在裂隙漫遊中死亡的訊息。

Oh, wait, Limbo, no that's a mistake, you don't want to go there. It's too big a jump. You can't rift walk... ohh. Oh no.

Operator, I think I know why we're finding Limbo parts scattered throughout the system. His final rift walk was a miscal... disaster. Well, perhaps when you occupy this frame, you will use more... caution.

附註编辑

  • 如果玩家在第一次做火星攔截任務時就已經收集到了足夠的證明片段,那麼就不用重新再做這個任務。第一次收集的多餘片段可以在製作第二、三個定理時使用。


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