Space Encounter (fixed by paulgummerson
Hover over the thumbnail for a full-size version.
| Author | oft99 |
|---|---|
| Tags | action author:oft99 playable unrated |
| Created | 2006-08-01 |
| Rating | 4 more votes required for a rating. |
| Map Data | |
| Description | Thank you to paulgummerson for making it uncheatable. |
Other maps by this author
 |
 |
 |
| Isometric City | Space Encounter (fixed cheat) | The Giant N |
Comments
Pages: (0)
2006-08-14
OH NO! WAIT!
you can't get the button... This level data will make it finishable:
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|5^396,420!9^396,408,1,0,16,17,0,0,-1!3^570,162!12^36,576!12^60,576!12^84,576!12^108,576!12^132,576!12^156,576!12^180,576!12^204,576!12^228,576!12^252,576!12^276,576!12^300,576!12^324,576!12^348,576!12^372,576!12^396,576!12^420,576!12^444,576!12^468,576!12^492,576!12^516,576!12^540,576!12^564,576!12^588,576!12^612,576!12^636,576!12^660,576!12^684,576!12^708,576!12^732,576!12^756,576!12^630,168!12^630,180!12^630,192!12^630,204!12^594,162!12^594,174!12^594,186!12^594,198!12^732,102!12^726,96!12^732,102!12^726,102!12^720,102!12^738,102!12^738,102!12^738,102!12^738,108!12^720,108!12^738,102!12^738,96!12^756,96!12^744,90!12^756,90!12^726,138!12^738,138!12^738,138!12^732,132!12^732,138!12^726,138!12^738,132!12^744,138!12^744,138!12^744,150!12^768,138!12^744,132!12^744,120!12^762,120!12^750,114!12^750,108!12^768,108!12^768,96!12^750,150!12^762,138!12^756,132!12^762,108!12^324,90!12^330,90!12^330,90!12^312,96!12^324,96!12^324,120!12^330,120!12^330,126!12^336,138!12^336,126!12^348,126!12^336,102!12^342,84!12^342,90!12^354,102!12^354,114!12^360,90!12^378,96!12^384,96!12^348,96!12^378,102!12^396,84!12^348,126!12^366,126!12^390,126!12^726,144!0^516,72!0^720,72!0^264,60!0^318,72!0^156,102!0^108,468!0^252,468!0^456,384!0^684,468!0^540,468!0^72,246!0^282,372!0^402,186!0^516,342!0^690,210!0^732,438!0^72,90!0^276,246!0^522,258!0^450,516!0^48,492!9^468,90,1,0,25,18,1,0,-1!9^372,516,0,0,19,3,1,-1,0!9^372,516,1,0,19,3,1,0,-1!9^336,480,1,0,1,12,1,0,-1!9^336,480,0,0,1,12,1,0,0!9^336,480,1,0,1,12,1,0,0!9^36,300,1,1,25,23,0,0,-1!9^36,300,1,1,26,23,0,0,-1!9^36,300,1,1,27,23,0,0,-1!9^36,300,1,1,28,23,0,0,-1!9^36,300,1,1,22,23,0,0,-1!9^540,540,1,1,21,23,0,0,-1!9^540,540,1,1,20,23,0,0,-1!2^612,492,0,-1!2^612,480,0,-1!2^612,468,0,-1!2^612,456,0,-1!2^612,498,0,-1!2^612,474,0,-1!2^612,462,0,-1!2^612,450,0,-1!2^612,504,0,-1!2^606,450,0,-1!2^606,456,0,-1!2^606,462,0,-1!2^606,474,0,-1!2^606,480,0,-1!2^606,468,0,-1!2^606,486,0,-1!2^606,492,0,-1!2^606,498,0,-1!2^618,450,0,-1!2^618,456,0,-1!2^618,462,0,-1!2^618,468,0,-1!2^618,474,0,-1!2^618,480,0,-1!2^618,486,0,-1!2^618,498,0,-1!11^396,468,396,468!7^396,492,3!7^390,492,3!7^402,492,3!9^468,90,1,0,25,20,1,0,0!9^468,90,1,0,25,8,1,0,-1!9^204,84,1,0,7,7,1,0,0!9^204,84,1,0,7,18,1,0,-1!9^204,84,1,0,7,20,1,0,0!9^672,486,1,0,8,3,1,0,-1!9^672,486,0,0,8,3,1,-1,0!9^672,486,0,0,8,3,1,0,0!12^162,138!12^162,150!12^162,162!12^162,174!12^162,186!12^162,198!12^198,144!12^198,156!12^198,168!12^198,180!12^198,192!9^660,96,1,1,4,23,0,0,-1!9^660,96,1,1,5,23,0,0,-1!9^660,96,1,1,6,23,0,0,-1!9^660,96,1,1,7,23,0,0,-1!9^24,558,1,0,27,3,1,0,-1!9^24,558,0,0,27,3,1,0,0!2^180,498,0,-1!2^180,492,0,-1!2^180,480,0,-1!2^180,474,0,-1!2^180,468,0,-1!2^180,462,0,-1!2^180,504,0,-1!2^174,498,0,-1!2^174,480,0,-1!2^174,474,0,-1!2^174,468,0,-1!2^174,462,0,-1!2^174,456,0,-1!2^186,462,0,-1!2^186,474,0,-1!2^186,468,0,-1!2^186,480,0,-1!2^186,486,0,-1!2^186,492,0,-1!2^186,498,0,-1!3^228,138!2^180,486,0,-1!2^174,486,0,-1!2^174,492,0,-1!2^618,492,0,-1!7^396,468,1!2^186,456,0,-1!2^174,450,0,-1!2^186,450,0,-1!7^180,444,3!7^180,450,3!7^612,444,3!7^612,450,3!9^612,186,1,0,16,18,1,0,-1!9^396,402,1,0,10,6,1,0,0!9^396,402,1,0,9,6,1,0,0!0^168,324!9^180,186,1,0,16,19,1,0,-1
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|5^396,420!9^396,408,1,0,16,17,0,0,-1!3^570,162!12^36,576!12^60,576!12^84,576!12^108,576!12^132,576!12^156,576!12^180,576!12^204,576!12^228,576!12^252,576!12^276,576!12^300,576!12^324,576!12^348,576!12^372,576!12^396,576!12^420,576!12^444,576!12^468,576!12^492,576!12^516,576!12^540,576!12^564,576!12^588,576!12^612,576!12^636,576!12^660,576!12^684,576!12^708,576!12^732,576!12^756,576!12^630,168!12^630,180!12^630,192!12^630,204!12^594,162!12^594,174!12^594,186!12^594,198!12^732,102!12^726,96!12^732,102!12^726,102!12^720,102!12^738,102!12^738,102!12^738,102!12^738,108!12^720,108!12^738,102!12^738,96!12^756,96!12^744,90!12^756,90!12^726,138!12^738,138!12^738,138!12^732,132!12^732,138!12^726,138!12^738,132!12^744,138!12^744,138!12^744,150!12^768,138!12^744,132!12^744,120!12^762,120!12^750,114!12^750,108!12^768,108!12^768,96!12^750,150!12^762,138!12^756,132!12^762,108!12^324,90!12^330,90!12^330,90!12^312,96!12^324,96!12^324,120!12^330,120!12^330,126!12^336,138!12^336,126!12^348,126!12^336,102!12^342,84!12^342,90!12^354,102!12^354,114!12^360,90!12^378,96!12^384,96!12^348,96!12^378,102!12^396,84!12^348,126!12^366,126!12^390,126!12^726,144!0^516,72!0^720,72!0^264,60!0^318,72!0^156,102!0^108,468!0^252,468!0^456,384!0^684,468!0^540,468!0^72,246!0^282,372!0^402,186!0^516,342!0^690,210!0^732,438!0^72,90!0^276,246!0^522,258!0^450,516!0^48,492!9^468,90,1,0,25,18,1,0,-1!9^372,516,0,0,19,3,1,-1,0!9^372,516,1,0,19,3,1,0,-1!9^336,480,1,0,1,12,1,0,-1!9^336,480,0,0,1,12,1,0,0!9^336,480,1,0,1,12,1,0,0!9^36,300,1,1,25,23,0,0,-1!9^36,300,1,1,26,23,0,0,-1!9^36,300,1,1,27,23,0,0,-1!9^36,300,1,1,28,23,0,0,-1!9^36,300,1,1,22,23,0,0,-1!9^540,540,1,1,21,23,0,0,-1!9^540,540,1,1,20,23,0,0,-1!2^612,492,0,-1!2^612,480,0,-1!2^612,468,0,-1!2^612,456,0,-1!2^612,498,0,-1!2^612,474,0,-1!2^612,462,0,-1!2^612,450,0,-1!2^612,504,0,-1!2^606,450,0,-1!2^606,456,0,-1!2^606,462,0,-1!2^606,474,0,-1!2^606,480,0,-1!2^606,468,0,-1!2^606,486,0,-1!2^606,492,0,-1!2^606,498,0,-1!2^618,450,0,-1!2^618,456,0,-1!2^618,462,0,-1!2^618,468,0,-1!2^618,474,0,-1!2^618,480,0,-1!2^618,486,0,-1!2^618,498,0,-1!11^396,468,396,468!7^396,492,3!7^390,492,3!7^402,492,3!9^468,90,1,0,25,20,1,0,0!9^468,90,1,0,25,8,1,0,-1!9^204,84,1,0,7,7,1,0,0!9^204,84,1,0,7,18,1,0,-1!9^204,84,1,0,7,20,1,0,0!9^672,486,1,0,8,3,1,0,-1!9^672,486,0,0,8,3,1,-1,0!9^672,486,0,0,8,3,1,0,0!12^162,138!12^162,150!12^162,162!12^162,174!12^162,186!12^162,198!12^198,144!12^198,156!12^198,168!12^198,180!12^198,192!9^660,96,1,1,4,23,0,0,-1!9^660,96,1,1,5,23,0,0,-1!9^660,96,1,1,6,23,0,0,-1!9^660,96,1,1,7,23,0,0,-1!9^24,558,1,0,27,3,1,0,-1!9^24,558,0,0,27,3,1,0,0!2^180,498,0,-1!2^180,492,0,-1!2^180,480,0,-1!2^180,474,0,-1!2^180,468,0,-1!2^180,462,0,-1!2^180,504,0,-1!2^174,498,0,-1!2^174,480,0,-1!2^174,474,0,-1!2^174,468,0,-1!2^174,462,0,-1!2^174,456,0,-1!2^186,462,0,-1!2^186,474,0,-1!2^186,468,0,-1!2^186,480,0,-1!2^186,486,0,-1!2^186,492,0,-1!2^186,498,0,-1!3^228,138!2^180,486,0,-1!2^174,486,0,-1!2^174,492,0,-1!2^618,492,0,-1!7^396,468,1!2^186,456,0,-1!2^174,450,0,-1!2^186,450,0,-1!7^180,444,3!7^180,450,3!7^612,444,3!7^612,450,3!9^612,186,1,0,16,18,1,0,-1!9^396,402,1,0,10,6,1,0,0!9^396,402,1,0,9,6,1,0,0!0^168,324!9^180,186,1,0,16,19,1,0,-1
2006-08-05
I guess so.
Yeah i guess the ded challenge also aplys to this map as well.
Which in fact, from now on, it ONLY applys to this map.
Which in fact, from now on, it ONLY applys to this map.
2006-08-03
Is the ded challenge
applicable to this map instead of the other one?
2006-08-02
You should have
just edited the last map. o well... i'll just re-vote lol
paulgummerson
One problem for me...