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{{Leveltabs}}
 
 
{{Infobox level
 
{{Infobox level
 
| image = Level 1982 Reality Buffed.png
 
| image = Level 1982 Reality Buffed.png
| orders = {{Order|icing|28|popcorn|1}}
+
| orders = {{Order|frosting|28|popcorn|1}}
 
| moves = 13
 
| moves = 13
 
| target = 25,000
 
| target = 25,000
| blockers = {{Blocker|Four-layered Icing|Five-layered Icing|Popcorn|Candy Bomb 2}}
+
| blockers = {{Blocker|Four-layered Frosting|Five-layered Frosting|Popcorn|Candy Bomb 2}}
 
| other = {{Other|CannonB|Conveyor Belt}}
 
| other = {{Other|CannonB|Conveyor Belt}}
 
| candies = 5
 
| candies = 5
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}}
 
}}
 
{{Level Passage
 
{{Level Passage
 
| requirement = {{OrderRequirement|frosting|28|popcorn|1}}
| numberintype = 433rd
 
| requirement = {{OrderRequirement|icing|28|popcorn|1}}
 
 
| moves = 13
 
| moves = 13
 
}}
 
}}
   
 
==Difficulty==
 
==Difficulty==
  +
*Be careful! There is a 2-move [[Candy Bomb|candy bomb]] already on the board, and they can spawn from the [[Candy Cannon|candy cannons]].
+
*Be careful! There is a 2-move [[Candy Bomb|candy bomb]] already on the board, and more of its kind can spawn from the [[Candy Cannon|candy cannons]].
 
*The player only has 13 moves. It is hard if they do not remove [[popcorn]] and candy bombs quickly.
 
*The player only has 13 moves. It is hard if they do not remove [[popcorn]] and candy bombs quickly.
*All icing layers must be cleared, which can be challenging with the second point.
+
*All frosting layers must be cleared, which can be challenging with the second point.
 
*The orders are worth 12,800 points.<ref>(28 blockers × 100 points per blocker) + (1 popcorn square × 10,000 points per popcorn square) = 12,800 points</ref> Hence, an additional 12,200 points is required to earn one star.
 
*The orders are worth 12,800 points.<ref>(28 blockers × 100 points per blocker) + (1 popcorn square × 10,000 points per popcorn square) = 12,800 points</ref> Hence, an additional 12,200 points is required to earn one star.
 
{{Clear}}
 
{{Clear}}
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==Strategy==
 
==Strategy==
*Do not remove the lower icing before you set off the popcorn, as it is almost impossible to defuse the 2-move bombs before they explode.
+
*Do not remove the lower frosting before you set off the popcorn, as it is almost impossible to defuse the 2-move bombs before they explode.
 
 
*Try to drop a wrapped candy above the popcorn and explode it for two "hits". 
 
*Try to drop a wrapped candy above the popcorn and explode it for two "hits". 
 
*If possible, match the 2-move candy bombs with regular candies to remove them.
 
*If possible, match the 2-move candy bombs with regular candies to remove them.
 
**The very first bomb can be matched for a colour bomb.
 
**The very first bomb can be matched for a colour bomb.
*Remove the [[Multilayered Icing|icing]] at top and create [[Special Candy|special candies]], especially [[Wrapped Candy|wrapped candies]] to hit the popcorn.
+
*Remove the [[Multilayered Frosting|frosting]] at top and create [[Special Candy|special candies]], especially [[Wrapped Candy|wrapped candies]] to hit the popcorn.
*Trigger [[cascades]] to collect all the icing.
+
*Trigger [[cascades]] to collect all the frosting.
   
 
==Notes==
 
==Notes==
 
{{Board Info|1982|OrangeD}}
 
{{Elements Info
 
{{Elements Info
 
| candy bomb max = 4
 
| candy bomb max = 4
 
}}
 
}}
 
{{Miscellaneous Info}}
 
{{Miscellaneous Info}}
{{Board Info|1982|OrangeD}}
 
   
 
==Walkthroughs==
 
==Walkthroughs==
[[File:Candy Crush Level 1982 (2nd version, 28 icing requirement)|thumb|left|300px]]
+
[[File:Candy Crush Level 1982 (2nd version, 28 frosting requirement)|thumb|left|300px]]
 
{{Clear}}
 
{{Clear}}
   
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{{Levels}}
 
{{Levels}}
 
{{LevelsHTML5}}
 
{{LevelsHTML5}}
 
 
[[Category:Levels with a fixed candy colour layout]]
 
[[Category:Levels with a fixed candy colour layout]]
 
 
 
 
 
 
[[Category:Redesigned levels]]
 
[[Category:Buffed levels]]
 

Revision as of 21:33, 30 June 2020

 Level 1982 
Level 1982 Reality Buffed
Episode
Vanilla-Villa
Level type Objective new
Orders Icing order new: 28   Popcorn order: 1
Moves Moves-13
Target score 1star (trans): 25,000 pts
Blockers Four-layered Icing new  Five-layered Icing new  Popcorn blocker  2-move Bomb
Other features Candy bomb cannon new  Conveyor (trans)
Colours 5
Red Orange Green Blue Purple
Spaces 75
Difficulty Extremely Hard
Previous Next
Jelly new Mixed new
1981 1983

Level 1982 is the twelfth level in Vanilla Villa and the 494th candy order level. To pass this level, you must collect 28 frosting layers in 13 moves or fewer. When you complete the level, Sugar Crush is activated and will score you additional points.

Difficulty

  • Be careful! There is a 2-move candy bomb already on the board, and more of its kind can spawn from the candy cannons.
  • The player only has 13 moves. It is hard if they do not remove popcorn and candy bombs quickly.
  • All frosting layers must be cleared, which can be challenging with the second point.
  • The orders are worth 12,800 points.[1] Hence, an additional 12,200 points is required to earn one star.

Stars

Stars
One-Star
Two Stars
All-Stars
All-Sugar-Stars
Score 25,000 100,000 220,000 440,000

Strategy

  • Do not remove the lower frosting before you set off the popcorn, as it is almost impossible to defuse the 2-move bombs before they explode.
  • Try to drop a wrapped candy above the popcorn and explode it for two "hits". 
  • If possible, match the 2-move candy bombs with regular candies to remove them.
    • The very first bomb can be matched for a colour bomb.
  • Remove the frosting at top and create special candies, especially wrapped candies to hit the popcorn.
  • Trigger cascades to collect all the frosting.

Notes

Board Info

Level 1982 Notes
  • Orange dot(s) show where the specific candy stays in the same layout or pattern without randomisation of candy colours.






Elements Info

Element Spawn Notes
Elements Notes

Miscellaneous Info

  1. (28 blockers × 100 points per blocker) + (1 popcorn square × 10,000 points per popcorn square) = 12,800 points

Walkthroughs

File:Candy Crush Level 1982 (2nd version, 28 frosting requirement)

Gallery