Difference between revisions of "Enemy"
Spin Attaxx (talk | contribs) (→List of enemies) |
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| + | |- | ||
| + | | align="left" |[[Batton|Battone]] | ||
| + | | align="left" |''[[MaG48HMML]]'' | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |style="background-color:#ccff66" | {{y}} | ||
| + | |{{i}} | ||
|- | |- | ||
| align="left" |[[Battonton]] | | align="left" |[[Battonton]] | ||
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|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
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|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
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|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
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|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
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|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
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| Line 737: | Line 737: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 777: | Line 777: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 807: | Line 807: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
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| Line 857: | Line 857: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 867: | Line 867: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 887: | Line 887: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,057: | Line 1,057: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,097: | Line 1,097: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,117: | Line 1,117: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,137: | Line 1,137: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
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| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
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|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,527: | Line 1,527: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 1,577: | Line 1,577: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 1,587: | Line 1,587: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,597: | Line 1,597: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,607: | Line 1,607: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,617: | Line 1,617: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 1,627: | Line 1,627: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,637: | Line 1,637: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,657: | Line 1,657: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,667: | Line 1,667: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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| Line 1,677: | Line 1,677: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 1,687: | Line 1,687: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 1,697: | Line 1,697: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,707: | Line 1,707: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
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| Line 1,727: | Line 1,727: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,737: | Line 1,737: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,747: | Line 1,747: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 1,757: | Line 1,757: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,767: | Line 1,767: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,777: | Line 1,777: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 1,787: | Line 1,787: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,797: | Line 1,797: | ||
|{{n}} | |{{n}} | ||
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| Line 1,807: | Line 1,807: | ||
|{{n}} | |{{n}} | ||
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| Line 1,817: | Line 1,817: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 1,847: | Line 1,847: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 1,857: | Line 1,857: | ||
|{{n}} | |{{n}} | ||
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| Line 1,867: | Line 1,867: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 1,877: | Line 1,877: | ||
|{{n}} | |{{n}} | ||
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| Line 1,887: | Line 1,887: | ||
|{{n}} | |{{n}} | ||
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| Line 1,897: | Line 1,897: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 1,907: | Line 1,907: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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| Line 1,917: | Line 1,917: | ||
|{{n}} | |{{n}} | ||
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| Line 1,927: | Line 1,927: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
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|{{i}} | |{{i}} | ||
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| Line 1,947: | Line 1,947: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 1,957: | Line 1,957: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 1,967: | Line 1,967: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 1,987: | Line 1,987: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 1,997: | Line 1,997: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,007: | Line 2,007: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
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|{{i}} | |{{i}} | ||
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| Line 2,017: | Line 2,017: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
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|{{i}} | |{{i}} | ||
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| Line 2,047: | Line 2,047: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 2,057: | Line 2,057: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 2,067: | Line 2,067: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 2,077: | Line 2,077: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
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| Line 2,097: | Line 2,097: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 2,107: | Line 2,107: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,117: | Line 2,117: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,137: | Line 2,137: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,147: | Line 2,147: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,157: | Line 2,157: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,167: | Line 2,167: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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| Line 2,177: | Line 2,177: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,187: | Line 2,187: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,197: | Line 2,197: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,207: | Line 2,207: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,217: | Line 2,217: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,227: | Line 2,227: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,237: | Line 2,237: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,247: | Line 2,247: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,257: | Line 2,257: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,267: | Line 2,267: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,277: | Line 2,277: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,287: | Line 2,287: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 2,297: | Line 2,297: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,307: | Line 2,307: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,317: | Line 2,317: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,327: | Line 2,327: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,337: | Line 2,337: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 2,357: | Line 2,357: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,367: | Line 2,367: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,377: | Line 2,377: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,387: | Line 2,387: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,397: | Line 2,397: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,407: | Line 2,407: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,417: | Line 2,417: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,427: | Line 2,427: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,437: | Line 2,437: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,457: | Line 2,457: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 2,467: | Line 2,467: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,477: | Line 2,477: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,487: | Line 2,487: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 2,497: | Line 2,497: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,507: | Line 2,507: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
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| Line 2,517: | Line 2,517: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,527: | Line 2,527: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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| Line 2,537: | Line 2,537: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,544: | Line 2,544: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| + | |{{n}} | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
|{{i}} | |{{i}} | ||
| + | |- | ||
| + | | align="left" |[[Claw|Lemming]] | ||
| + | | align="left" |''Lemmings'' | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |style="background-color:#ccff66" | {{y}} | ||
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,557: | Line 2,567: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,567: | Line 2,577: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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| Line 2,577: | Line 2,587: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 2,587: | Line 2,597: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,597: | Line 2,607: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,607: | Line 2,617: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
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| Line 2,617: | Line 2,627: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,627: | Line 2,637: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,637: | Line 2,647: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,647: | Line 2,657: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,657: | Line 2,667: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,667: | Line 2,677: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,677: | Line 2,687: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,687: | Line 2,697: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
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|{{n}} | |{{n}} | ||
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|{{i}} | |{{i}} | ||
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|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 2,727: | Line 2,737: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,737: | Line 2,747: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,747: | Line 2,757: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,757: | Line 2,767: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,767: | Line 2,777: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,777: | Line 2,787: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,787: | Line 2,797: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
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| Line 2,797: | Line 2,807: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,807: | Line 2,817: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
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| Line 2,817: | Line 2,827: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,827: | Line 2,837: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,837: | Line 2,847: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 2,847: | Line 2,857: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,857: | Line 2,867: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,867: | Line 2,877: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,877: | Line 2,887: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,887: | Line 2,897: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,897: | Line 2,907: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,907: | Line 2,917: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,917: | Line 2,927: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,927: | Line 2,937: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 2,937: | Line 2,947: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,947: | Line 2,957: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,967: | Line 2,977: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 2,987: | Line 2,997: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 2,997: | Line 3,007: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,007: | Line 3,017: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,017: | Line 3,027: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,027: | Line 3,037: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,037: | Line 3,047: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,047: | Line 3,057: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,057: | Line 3,067: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,067: | Line 3,077: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,077: | Line 3,087: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,087: | Line 3,097: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,097: | Line 3,107: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,107: | Line 3,117: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,117: | Line 3,127: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,127: | Line 3,137: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,137: | Line 3,147: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,147: | Line 3,157: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,157: | Line 3,167: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,167: | Line 3,177: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,177: | Line 3,187: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,187: | Line 3,197: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,197: | Line 3,207: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,207: | Line 3,217: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,217: | Line 3,227: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,227: | Line 3,237: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,247: | Line 3,257: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,267: | Line 3,277: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,277: | Line 3,287: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,287: | Line 3,297: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,297: | Line 3,307: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,307: | Line 3,317: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,317: | Line 3,327: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,327: | Line 3,337: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,337: | Line 3,347: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,347: | Line 3,357: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,357: | Line 3,367: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,367: | Line 3,377: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,377: | Line 3,387: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,387: | Line 3,397: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,397: | Line 3,407: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,407: | Line 3,417: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| + | |- | ||
| + | | align="left" |[[Boobeam Trap|Phantom]] | ||
| + | | align="left" |''[[MaG48HMML]]'' | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |style="background-color:#ccff66" | {{y}} | ||
| + | |{{i}} | ||
|- | |- | ||
| align="left" |[[Pickelman Bull]] | | align="left" |[[Pickelman Bull]] | ||
| Line 3,417: | Line 3,437: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,427: | Line 3,447: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,437: | Line 3,457: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,447: | Line 3,467: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,457: | Line 3,477: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,467: | Line 3,487: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,477: | Line 3,497: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,487: | Line 3,507: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,497: | Line 3,517: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,507: | Line 3,527: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,517: | Line 3,537: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,527: | Line 3,547: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,537: | Line 3,557: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,547: | Line 3,567: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,557: | Line 3,577: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,567: | Line 3,587: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,577: | Line 3,597: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,587: | Line 3,607: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,597: | Line 3,617: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,607: | Line 3,627: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,617: | Line 3,637: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,627: | Line 3,647: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,637: | Line 3,657: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,647: | Line 3,667: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,657: | Line 3,677: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,667: | Line 3,687: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,677: | Line 3,697: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,687: | Line 3,707: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,697: | Line 3,717: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,707: | Line 3,727: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,717: | Line 3,737: | ||
|{{y}} | |{{y}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,727: | Line 3,747: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,757: | Line 3,777: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,767: | Line 3,787: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,777: | Line 3,797: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,787: | Line 3,807: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,797: | Line 3,817: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,807: | Line 3,827: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,817: | Line 3,837: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,827: | Line 3,847: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,837: | Line 3,857: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,847: | Line 3,867: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,857: | Line 3,877: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,867: | Line 3,887: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,877: | Line 3,897: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,887: | Line 3,907: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,897: | Line 3,917: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,907: | Line 3,927: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,917: | Line 3,937: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,937: | Line 3,957: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,947: | Line 3,967: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,957: | Line 3,977: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,967: | Line 3,987: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 3,977: | Line 3,997: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 3,987: | Line 4,007: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 3,997: | Line 4,017: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,007: | Line 4,027: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,017: | Line 4,037: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,027: | Line 4,047: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,037: | Line 4,057: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,047: | Line 4,067: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,057: | Line 4,077: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,067: | Line 4,087: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,077: | Line 4,097: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,087: | Line 4,107: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,097: | Line 4,117: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,107: | Line 4,127: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,117: | Line 4,137: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,127: | Line 4,147: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,147: | Line 4,167: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,157: | Line 4,177: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,167: | Line 4,187: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,177: | Line 4,197: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,187: | Line 4,207: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,197: | Line 4,217: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,207: | Line 4,227: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| + | |- | ||
| + | | align="left" |[[Pointan|Skullinter]] | ||
| + | | align="left" |''[[MaG48HMML]]'' | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |{{n}} | ||
| + | |style="background-color:#ccff66" | {{y}} | ||
| + | |{{i}} | ||
|- | |- | ||
| align="left" |[[Skullmet]] | | align="left" |[[Skullmet]] | ||
| Line 4,217: | Line 4,247: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,227: | Line 4,257: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,237: | Line 4,267: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,247: | Line 4,277: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,257: | Line 4,287: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,267: | Line 4,297: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,277: | Line 4,307: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,287: | Line 4,317: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,307: | Line 4,337: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,317: | Line 4,347: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,327: | Line 4,357: | ||
|{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | |{{y}}<ref name="stage2">Appeared in a level from Stage 2 of Applications.</ref> | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,337: | Line 4,367: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{y}}<ref name="cheat">Only appears through [[Cheat Mode|cheats]].</ref> |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,347: | Line 4,377: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,357: | Line 4,387: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,367: | Line 4,397: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,377: | Line 4,407: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,387: | Line 4,417: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,397: | Line 4,427: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,407: | Line 4,437: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,417: | Line 4,447: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,427: | Line 4,457: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,437: | Line 4,467: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,447: | Line 4,477: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,457: | Line 4,487: | ||
|{{y}} | |{{y}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,467: | Line 4,497: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,477: | Line 4,507: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,487: | Line 4,517: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,497: | Line 4,527: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,507: | Line 4,537: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,517: | Line 4,547: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,527: | Line 4,557: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,537: | Line 4,567: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,547: | Line 4,577: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,557: | Line 4,587: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,567: | Line 4,597: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,577: | Line 4,607: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#ccff66" | {{y}} | |style="background-color:#ccff66" | {{y}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,587: | Line 4,617: | ||
|{{n}} | |{{n}} | ||
|{{n}} | |{{n}} | ||
| − | |{{ | + | |{{n}} |
|{{i}} | |{{i}} | ||
|- | |- | ||
| Line 4,597: | Line 4,627: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,607: | Line 4,637: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{i}} | | style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,617: | Line 4,647: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,627: | Line 4,657: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,637: | Line 4,667: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,647: | Line 4,677: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,657: | Line 4,687: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,667: | Line 4,697: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,677: | Line 4,707: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{y}} |
|style="background-color:#b3ccff" | {{i}} | |style="background-color:#b3ccff" | {{i}} | ||
|- | |- | ||
| Line 4,697: | Line 4,727: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{n}} | | style="background-color:#b3ccff" | {{n}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,707: | Line 4,737: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{n}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,717: | Line 4,747: | ||
|{{n}} | |{{n}} | ||
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
| − | | style="background-color:#b3ccff" | {{ | + | | style="background-color:#b3ccff" | {{y}} |
| style="background-color:#b3ccff" | {{y}} | | style="background-color:#b3ccff" | {{y}} | ||
|- | |- | ||
| Line 4,727: | Line 4,757: | ||
|{{n}} | |{{n}} | ||
|style="background-color:#b3ccff" | {{n}} | |style="background-color:#b3ccff" | {{n}} | ||
| − | |style="background-color:#b3ccff" | {{ | + | |style="background-color:#b3ccff" | {{n}} |
|style="background-color:#b3ccff" | {{y}} | |style="background-color:#b3ccff" | {{y}} | ||
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{{MaGMML}} | {{MaGMML}} | ||
{{MaGMML2}} | {{MaGMML2}} | ||
| + | {{MaGMML3}} | ||
{{MaG24HMML}} | {{MaG24HMML}} | ||
| + | {{MaG48HMML}} | ||
| + | {{MaGMMLEZ}} | ||
{{MaGMML3Tier?}} | {{MaGMML3Tier?}} | ||
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| − | |||
[[Category:Lists]] | [[Category:Lists]] | ||
Revision as of 17:58, 8 February 2022
It is your destiny! This article contains content on an upcoming game. Beware of any potential spoilers!
Enemies are a type of non-playable character in any video game. Usually, enemies are intended to impede or completely stop the player's progress, and act in such a way. This usually entails them moving around in specific patterns, shooting projectiles at the player, chasing the player around, or countering the player's attacks, among other things. In the Mega Man, and by extension the MaGMML, series, a wide variety of enemies, usually of a robotic variety, attack Mega Man on his quest to do whatever he's supposed to do. Mega Man must defeat enemies via damaging them with his Mega Buster or Special Weapons, and upon depleting any specific enemy's health points, they will usually explode and occasionally leave an item drop behind, such as a health recharging pickup.
The series has seen an absolutely massive variety of enemies appear in all of the games, and as of MaG48HMML, every enemy from the NES and Game Boy games, as well as Mega Man 9 and Mega Man 10, are available for use in the contest's devkit, along with some extra content from Mega Man 7 and Mega Man 8. The massive collection makes for well over 350 enemies for users to use when making MaGMML entries.
On top of the pre-existing classic series enemies, a myriad of custom enemies have appeared throughout the series' life, either as part of an entry or as part of bonus content. Some enemies are ripped directly from other series such as the Super Mario games, while others are completely original to MaGMML.
Minibosses and bosses are more powerful or "important" forms of enemies that have their own pages. More information on enemies' specific behavior and appearances can be found on their own pages.
List of enemies
| Devkit | Entry | Fortress | Postgame |
Notes
| Make a Good 24 Hour Mega Man Level | |
|---|---|
| Characters | |
| Mega Man • Dr. Wily | |
| Special Weapons | |
| Water Wave • Time Slow • Super Arm • Chill Spike • Rush Coil • Rush Jet | |
| Alternative Weapons | |
| Hornet Chaser • Jewel Satellite • Grab Buster • Triple Blade • Flash Stopper • Slash Claw • Wheel Cutter • Sakugarne • Wire Adaptor • Super Arrow • Match Blast • Skeletup N' Pakkajoe | |
| Entries | |
| Air Trick • Breaking Ground • Flooded Temple • Nauseous Greenhouse • Pollution Park • X Factory | |
| Wily Castle | |
| Abyss Balcony • Up 'n' Duck • Wily 3 | |
| Robot Masters | |
| Centaur Man • Metal Man • Quick Man • Toad Man • Top Man | |
| Fortress Guardians | |
| Giga Count • Cloud Devil • Wily Machine Arc | |
| Make a Good Mega Man Level 3 - Judge Application Levels | |
|---|---|
| Stages | |
| Midnight Man • Coptar Man • X Factory • Space Crusade • Gate 303 • Universe City V • Magnum Man | |
| List of Bosses | |
| Dreadnought • Plant Man • Gemini Man • Volt Man • Volt Boss • Magnum Man | |