Editing Mirage of Blooming Swords 2-2: Mysterious Blog
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{{Script | {{Script | ||
|scriptHeader=Mysterious Blog (1/3) | |scriptHeader=Mysterious Blog (1/3) | ||
|characterLinks=You!Main Character,Marius!Marius von Hagen | |characterLinks=You!Main Character,Luke!Luke Pearce,Artem!Artem Wing,Vyn!Vyn Richter,Marius!Marius von Hagen | ||
|script= | |script= | ||
{{Float|{{Background location|name=Pax Lobby|location=Pax Group|image=Stellis - Pax Lobby RPG map.png}}}} | {{Float|{{Background location|name=Pax Lobby|location=Pax Group|image=Stellis - Pax Lobby RPG map.png}}}} | ||
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{{SL|You|One password requirement after another... It's like those Russian stacking dolls.}} | {{SL|You|One password requirement after another... It's like those Russian stacking dolls.}} | ||
{{SL|Marius|Croft probably knew that someone would read her blog, so she set up a lot of passwords to block them.}} | {{SL|Marius|Croft probably knew that someone would read her blog, so she set up a lot of passwords to block them.}} | ||
{{SL|You|Let's see... It says when | {{SL|You|Let's see... It says when "2×3=1; 2×5=2; 333×1=3; 55×66=4"...}} | ||
{{SL|You|The password will be | {{SL|You|The password will be "1314×1=□; 520×2 =□; 214×3=□; 11×4=□."}} | ||
{{SL|Marius|Is this a math problem?}} | {{SL|Marius|Is this a math problem?}} | ||
{{SL|You|No, it can't be. If it were a math problem, then 2 times 3 would equal 6, and 2 times 5 would equal 10...}} | {{SL|You|No, it can't be. If it were a math problem, then 2 times 3 would equal 6, and 2 times 5 would equal 10...}} | ||
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''Try inputting the correct password to view information from the blog.'' | ''Try inputting the correct password to view information from the blog.'' | ||
{{SL|You|So it says when | {{SL|You|So it says when "2×3=1; 2×5=2; 333×1=3; 55×66=4"...}} | ||
{{SL|You|The password will be | {{SL|You|The password will be "1314×1=□;520×2=□;214×3=□;11×4=□," so the result will be...}} | ||
{{SC | {{SC | ||
|choice1=Correct | |choice1=Correct | ||
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}} | }} | ||
|summary= | |summary= | ||
| | |locations= | ||
}} | }} |