10 Name=Rock Fort 3- Rockford's Dream
14 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
18 Name=Welcome To Rock Fort 3!
21 IntermissionProperties.rewardlife=false
22 Story=At the end of Rock Fort 2, our hero Rockford- the treasure seeker- has actually succeeded in collecting the legendary treasure from the not less legendary fort! He has found and beaten the fort\342\200\231s owner, and now more than 350 jewels from the treasure room are his! All the efforts he made, all the dangers he faced, seem to be behind him and pure glory and richness seem to lie before him! Nothing seems to be able to bar him from living a life like his animated idol Dagobert Duck , swimming in glittering treasures! Of course, he wouldn\342\200\231t make everything as the Duckburgian does; he, Rockford, would waste his money for limousines, women, villas, dignified brand name clothing, and this life he always dreamed of seems to be his now, it finally seems to be his...\n\nIt seems to.\n\nBut let me ask two more questions to our hero, only two.\nThe first is a rather principal one: \n\nDoes money actually make happy? \n\nWell, admittedly I am not the first to ask such a question. Surely Rockford has been confronted with it before and I guess he still would answer it with a clear \342\200\234yes\342\200\235. So I\342\200\231ll postpone this one for now and come to the second question, this time a very pragmatic and urgent one which even Rockford can\342\200\231t avoid:\n\nHow to get out of the Big Mountain again??\n\n With this shocking question we return to the setting; first of all, though, we have to search Rockford, whom we had lost track of when we had left him alone in the treasure room with his euphoria and his diamonds. \nBut he isn\342\200\231t there anymore. \nWe leave the fort as he has obviously done and walk all the way back with him, until the entrance of cave J of Rock Fort 1, where his adventure inside the Mountain had started two years ago. \nAnd there we find him. \nMy (second) question has already come to him, too, suddenly derailing his euphoric mood and, up to now, changing it nearly into desperation. He seems to have tried everything: he has hit the walls, screamed for help, hit fire- and butterflies next to the walls, but nothing has helped. \342\200\230This cannot be!\342\200\231, he thinks. \342\200\230It\342\200\231s not possible that I make all my dreams of richness come true and then have to starve here wretchedly in this foreign world! There MUST be a way to get out!!\342\200\231 And suddenly he comes to think about how he had come in here- \342\200\234I am such an idiot!\342\200\235 he shouts with ease, opens his rucksack, searches and finds the bottle with the rest of the potion- \342\200\230luckily I haven\342\200\231t drunk all up!\342\200\231, he thinks- and without wasting one more minute he drinks, convinced that the potion will bring him out of this world as well as it had brought him inside.\n\nAnd then everything happens very fast.\n\nSuddenly Rockford senses a big yearning, a yearning he had never felt before, a yearning which has nothing to do with money... something hits him like a knockout punch from Mike Tyson, everything becomes indistinct in front of his eyes, and the next moment he hits the floor, unconscious for one instant. All this happened so suddenly that he had no more time to understand what was happening to him, which he could only have found out by reading the inscription on the bottle:\n\nDrink this once to get in.\nDrink it again, and you\342\200\231ll begin\nTo dream a nearly endless dream\nIn which you\342\200\231ll encounter your own self\nNot as a druid, not as an elf\nYour truthful ego, that\342\200\231s the theme.\nYou\342\200\231ll see the life you\342\200\231ve lived before\nYour deeds, your jobs, but even more\nWishes, sweets, but also fears\nYou have collected within years.\nPerhaps you even weren\342\200\231t aware\nOf some of them, but they are there\nDeep-seated inside your heart.\nThat\342\200\231s what dreams try to impart.\nIt\342\200\231s your turn now- you must decide\nWhether your dreams shall stay denied\nOr get the strength they need in you.\nAnd- be sure!- that your decision will come true.\n\nBut, as I said before, Rockford doesn\342\200\231t know all this, he\342\200\231s already dreaming, not knowing what will all happen...\n\nHINT: As in Rock Fort 1 and 2, the main level is 3. This story refers to this level and the replays from \"Rockford\" are a \"movie\" referring to the story. I wish you:\n\nA LOT OF FUN WITH THIS GAME!!! :D\n
24 Colors=Black Black Blue Purple Yellow White Yellow
25 DiamondsRequired=0 0 0 0 0
27 CaveTime=30 30 30 30 30
30 FrameTime=150 150 150 120 120
31 HatchingDelay=8 8 8 8 8
33 RandSeed=-1 -1 -1 -1 -1
34 RandomFill=BUTTERFLYl 60 FIREFLYl 55 SPACE 50 BOULDER 30
35 SlimePermeabilityC64=0 0 0 0 0
40 Rectangle=8 4 11 6 DIRT
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51 Movements=.22 d dl2 d5 .7 l3 u l2 d l2 r u l3 r2 l3 r2 l3 r2 l3 r2 .7 r .3 r .2 d2 .2 r9 U l9 u l4 u3 .3 r3 .12 u3 .5 L d4 l3 .7 d .2 r4 L l2 . r2 .2 UL l3 r3 U l5 u2 .10 u4 r3 .18 d3 l2 d4 R L2 .6 u5 l6
76 Name=Dream A. Big Bang
77 Author=Dustin (original: Peter Liepa)
79 Story=Story (level 3)\n\nEverything seems to recur as Rockford appears within the cave in which he had once started his famous career! Everything seems to be quite realistic to him- he doesn\342\200\231t even feel that he\342\200\231s dreaming... as if he were in a trance, he collects all the fourteen diamonds as he had done it back then and just wants to head to the exit when he notes that something has gone wrong...Why hasn\342\200\231t the exit opened yet? Then he notes that 46 more diamonds are demanded from him! Rockford starts to panic. Is he given an unsolvable task? Does someone want to barrack him? But then, of course, he suddenly realises how it must work- it\342\200\231s just time for a neat melody! Finally he enters the exit door, awaiting that it would lead into a cave with twelve rooms and a few fireflies...
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82 DiamondsRequired=30 45 60 75 90
84 CaveTime=200 200 200 160 160
87 FrameTime=150 150 150 120 120
88 HatchingDelay=8 8 8 8 8
90 RandSeed=10 11 12 13 14
91 InitialFill=BOMBEXPLOSION1
92 RandomFill=EXPLOSION1 60 BOULDERBIRTH1 50 DIAMONDBIRTH1 9 DIRT 0
93 MagicWallTime=75 50 40 40 30
94 SlimePermeabilityC64=0 0 0 0 0
95 Effect=BOMBEXPLOSIONeffect DIRT
96 Effect=NITROEXPLOSIONeffect MAGICWALL
99 Line=1 7 30 7 NITROEXPLOSION1
100 Line=9 14 38 14 NITROEXPLOSION1
101 Add=0 -1 NITROEXPLOSION1 BOMBEXPLOSION1
110 RecordedWith=GDash 20100212
115 Movements=.18 r5 d r5 .3 d r4 d r5 u3 ur r4 .5 d3 r4 d r4 u2 .2 d2 l2 d6 .2 l5 u l u3 l9 .2 d l3 u l5 d .3 l3 d .4 u2 ul l4 d4 r2 d2 r2 d3 .11 d dl l2 . d l2 u r4 d r6 d r2 u3 ur r4 d2 .2 r5 u r2 u r10 u r2 .32 d3 l4 u2 ul l6 d l2 u2 ul l4 d2 dl l9 u2 l4 .3 l ul u3 l u4 .8 d5 r5 d l5 r22 u r7 .51 u .15 u .10 d r2 u r l3 dl d l11 d l7 u r15 u ul l21 .5 l3 .8 u2 r2 u4 r2 .30 r2 d2 l d l2 u2 r4 d2 r3 u l2 u r2 d r2 d r l u2 l5 u2 l5 r4 l5 d3 l d2 l u l u ul u3 l2 d4 r7 u5 r12 d3 r d . u r2 d r4 u l6 u r5 u l5 r3 d3 r5 u l u2 r2 d3 r6 d r l4 u r5 d .2 u2 l7 u r5 u l5 r u r5 d r3 u2 .2 d3 l4 u4 l3 u r2 .4 d l8 u2 r d r4 u l6 u l3 d l3 d r2 l u2 l2 d2 l2 d . u2 r l2 u ul l2 d3 r2 l5 u r3 u2 l4 dl d3 l5 u r5 .2 d2 dl l5 .4 r22 .6 u l3 d .2 r12 d5 l2 u l3 d2 l2 u l2 D .2 l3 u l2 d l5 D l2 D2 l3 d2 r30 .3 l30 .2 u ul l6 u r2 d2 l2 d3 r3 d r l .4 r4 d r . D r7 D .2 r2 u r2 d2 r u ur r . D . r5 u r5 u r2 d l d2 r3 . D . u4 r .5 d
139 Story=Story (level 3)\n\n...when the next surprise awaits him! No rooms at all, but far more than \342\200\234a few\342\200\235 fireflies... now Rockford starts to realise that he has to pass a fully new examination! No less than eighty \342\200\234bodyguards\342\200\235 protect their more valuable equivalent. Rockford has to find a clever way to advance to the queen\342\200\231s little \342\200\234cocoon\342\200\235, because it is the only guarantor for a success here...
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142 DiamondsRequired=9 9 9 9 9
144 CaveTime=150 150 150 111 210
147 FrameTime=150 150 150 120 120
148 HatchingDelay=8 8 8 8 8
150 RandSeed=17 28 35 235 219
151 RandomFill=BOULDER 75 DIRT 0 DIRT 0 DIRT 0
152 SlimePermeabilityC64=0 0 0 0 0
155 FillRect=9 1 30 20 DIRT
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208 FillRect=19 9 20 10 SPACE
209 Point=20 9 BUTTERFLYd
213 Rectangle=11 1 28 18 DIRT
216 Rectangle=12 2 27 17 DIRT
219 Add=-1 1 FIREFLYl SPACE
227 RecordedWith=GDash 20100212
232 Movements=.37 l2 .12 u .4 d .3 l6 .8 l3 .3 u r u9 .14 u4 .5 u3 .7 d16 .11 r d2 r9 .10 r11 .12 u2 .3 u7 .7 u3 .30 d12 .53 u9 .16 d3 . u3 .10 L d3 r2 u3 .6 r2 .16 l2 u3 .15 u2 ul l .11 d4 .2 l3 .9 D2 r7 u5 .16 u ul l .2 R2 .10 d4 .5 d3 .5 u6 .5 r .2 u2 .5 d2 .6 d5 dl l4 .2 l2 .6 L2 r6 ur u4 .5 r5 u3 .10 u2 .8 d .15 d4 .6 l2 d2 .3 d3 . dl d2 dl l3 .2 d .3 l3 .22 r3 u5 .4 d5 .2 l8 .11 D R r11 u2 r2 . u r2 . ur r2 ur r u r2 u3 .2 l .2 u .3 l u3 .6 l2 .3 D . r2 d .2 l13 d .2 L . r3 . l4 d8 l3 d3 .20 u6 r7 d3 dl d2 dl l .4 d4 dr r .3 d5 r .3 l4 u2 r3 d r2 u ul l .9 l .2 r . u2 .3 r2 . l2 u2 l2 u l2 u2 ul l10 .5 L r12 d2 r3 d5 .11 r3 u4 .11 L2 .7 d4 l3 d dr r2 d dl l2 .7 u7 l4 u l3 .8 D r3 .5 l3 d2 l .5 d .10 D . u3 ur r3 .9 l3 d8 dl l8 d
254 Name=Dream C. Disquietingly Light Bulbs
257 Story=Story (level 3)\n\nThe next task Rockford has to solve is to avoid lots of fireflies spinning around in the outer space like tiny shiny stars. In the meantime, he must collect at least twelve of the fourteen available jewels. The moment he enters the long \342\200\234pipe\342\200\235 with the exit door in it, he suddenly feels afraid- and then, for one second only, he senses something he cannot understand. It is a yearning, a big yearning, but he doesn\342\200\231t know whereby...
259 Colors=#000000 #000000 #22ae23 #7f3c26 #c4dd16 #267f3c #2237ae
260 DiamondsRequired=9 7 12 11 10
262 CaveTime=120 120 120 100 150
265 FrameTime=150 150 150 120 120
266 HatchingDelay=8 8 8 8 8
269 SlimePermeabilityC64=0 0 0 0 0
273 RandomFillC64=0 1 39 20 16 21 22 29 35 NONE DIAMOND 15 FIREFLYl 10
276 RandomFillC64=0 1 39 20 16 116 208 188 241 NONE DIAMOND 20 FIREFLYl 15
278 Rectangle=0 0 39 21 STEELWALL
280 Raster=8 14 25 2 1 2 STEELWALL
283 Line=8 5 32 5 STEELWALL
286 FillRect=19 8 21 10 DIRT INBOX
287 Add=0 1 DIAMOND STEELWALL
294 RecordedWith=GDash 20100212
299 Movements=.57 u4 l u .6 L .3 u .8 l4 u r3 d3 .5 u4 r10 .17 l .2 d6 .8 l .3 l .4 d .4 D .7 u .2 r2 .3 u6 r7 .4 d6 .2 L .3 d .4 r2 d2 .3 l2 .2 d2 .11 r .3 d .2 r .2 d .3 d .5 d .11 d2 .3 l2 . l6 u l r d3 dl l4 . l5 . l5 . l5 .2 l6 u l .3 r ur u5 ur l2 u2 .3 l2 . u2 .2 u4 .9 r6 .2 d3 r2 .3 u2 .3 r .5 R . l u2 r .12 u2 .3 d3 .18 dl d3 .4 d2 .5 r .3 d .4 d .5 u .9 u4 .11 r .3 u2 .6 r2 l2 .2 r6 u2 ur .2 u2 ur r8 dr d2 .2 l .3 d2 .3 l .3 d2 .6 l .2 d .5 l2 d3 .30 r d4 . r9 d2 l8 .6 l5
319 Name=Dream D. Lost Treasuries
322 Story=Story (level 3)\n\nNow Rockford undergoes a real nightmare! Everything seems to be alright- lots of butterflies there and only fifteen diamonds needed! But soon he notes that whenever he hits a butterfly and sees the jewels coming, all the treasures immediately fall down, directly into an inactive magic wall, and vanish. If only he could do anything for his beloved diamonds! Well, he cannot save them all indeed, but there\342\200\231s actually a way to escape this scenario!
324 Colors=#000000 #000000 #26627f #24b6a6 #1749ee #29b624 #38267f
325 DiamondsRequired=3 9 15 21 30
327 CaveTime=120 120 120 120 180
330 FrameTime=150 150 150 120 120
331 HatchingDelay=8 8 8 8 8
334 MagicWallTime=0 0 0 0 0
335 SlimePermeabilityC64=0 0 0 0 0
338 Line=1 1 38 1 BOULDER
339 FillRect=1 2 38 4 DIRT
340 Raster=1 20 38 -3 1 2 MAGICWALL
342 Raster=3 11 6 1 6 2 BUTTERFLYr
345 Raster=3 11 12 1 3 2 BUTTERFLYr
350 Add=0 -6 BUTTERFLYr BUTTERFLYl
358 RecordedWith=GDash 20100212
363 Movements=.18 r3 .2 l .15 l10 .2 r11 .4 u3 .5 u3 .39 r3 .12 r .23 d8 l2 .4 u2 .63 l u2 .9 l3 .5 d3 r3 .11 l6 .16 u4 .15 u2 .4 u .5 r2 .3 l4 r dr d9 .20 r2 u3 .10 r7 .6 u .7 l3 u3 l2 .2 d2 dl l3 .2 l6 .3 u5 .14 r2 .2 l5 r2 d7 .6 l4 u4 l2 .8 u4 .16 l2 .2 r6 l2 . d5 l3 .2 r4 d3 dl l . d3 r2 u2 ur r3 u3 .3 d2 r7 .23 r15 .7 r3 .7 u5 .8 u3 .56 r3 . l5 r3 .4 d4 l15 u4 l2 r ur ul l u .10 l .10 u
377 Name=Intermission Q. Stamina Test
381 IntermissionProperties.instantlife=true
382 Story=Story (level 3)\n\nAfter this shocking experience Rockford has really deserved a timeout? As if! He comes out and finds that he\342\200\231s trapped on a square \342\200\234dance floor\342\200\235 until the door leading him to the treasures will open with a bang- and, as if this weren\342\200\231t severe enough, he is in very bad company. He must show his abilities in \342\200\234carousel dancing\342\200\235- and hold out!
384 Colors=Black Black Blue Orange White White Orange
385 DiamondsRequired=36 36 36 36 36
387 CaveTime=50 50 50 50 50
390 FrameTime=100 100 100 100 100
391 HatchingDelay=8 8 8 8 8
393 SlimePermeabilityC64=248 248 248 248 248
394 SlimePredictableC64.seed=35 35 35 35 35
397 FillRect=1 1 7 10 STEELWALL
398 Rectangle=1 5 6 10 SPACE
401 Raster=8 2 1 4 2 2 SLIME
403 FillRect=10 2 17 9 BOULDER DIAMOND
414 RecordedWith=GDash 20100212
419 Movements=.13 l3 dl d5 dr r4 ur u5 ul l4 d5 dr r4 u5 ul l4 d5 dr r4 u5 l4 dl d5 dr r4 u5 ul l4 d5 dr r4 u5 l5 d5 dr r4 u6 l4 dl d5 dr r4 u5 ul l4 dl d5 dr r16 u9 ul l dl d4 .5 r3 dr d5 . u4 . l2 .9 d7 l2 .9 r .5 R .8 u .4 R6 .10 u .41 l .12 u .3 r3 .6 l2 .3 d .7 r .3 d .4 D .2 u5 l5 .7 d7 dr r3 .8 u3 ul l .5 d3 dr r .4 u r2 . u3 l5 d4 l .7 d l2 u5 l2 d
430 Name=Imminent Danger! (1)
431 Author=Dustin Bachstein
435 IntermissionProperties.rewardlife=false
436 Story=The fort\342\200\231s owner can\342\200\231t believe it. He has really been fooled! He, who had protected his secret and his gold for so many decades! But now he stares into an empty room, the room in which he had collected all his treasures. He is stunned. And then- he starts to get angry. He bolls with rage. This wimpy little guy shall not think he can escape with his jewels! He- the owner of the legendary fort- would catch him! And then, there wouldn\342\200\231t be a laughing matter for him! Absolutely determinedly, the little goblin leaves his fort and starts his searching.
438 Colors=Black Black Purple Cyan White Cyan Gray1
439 DiamondsRequired=0 0 0 0 0
444 FrameTime=100 100 100 100 100
445 HatchingDelay=1 1 1 1 1
447 MagicWallTime=20 20 20 20 20
448 SlimePermeabilityC64=0 0 0 0 0
451 Rectangle=0 0 19 11 STEELWALL
452 FillRect=4 3 15 9 WALL
453 Rectangle=4 3 5 5 DIRT
454 Rectangle=14 3 15 5 DIRT
461 FillRect=9 7 10 9 SPACE
464 FillRect=12 2 14 4 SPACE
465 FillRect=5 2 7 4 SPACE
466 Line=3 10 10 10 SPACE
471 Line=39 5 26 18 SPACE
472 Line=38 5 25 18 SPACE
473 Line=4 18 24 18 SPACE
475 Line=5 13 21 13 SPACE
476 Line=21 12 32 1 SPACE
477 Line=21 11 31 1 SPACE
478 FillRect=34 16 36 18 STEELWALL INBOX
485 RecordedWith=GDash 20100212
486 RandomSeed=1033212635
508 Name=Dream E. Dangerous Dance
511 Story=This intermission was only a little foretaste- now it\342\200\231s no less than eighteen flies asking Rockford for the next dance! Rockford has to play this dangerous \342\200\234game\342\200\235 not only to get the seven diamonds; the song is only over when he\342\200\231s gone all the way back again!
513 Colors=#000000 #580f1b #93b28b #219967 #ccca66 #339921 #918bb2
514 DiamondsRequired=6 6 7 7 13
516 CaveTime=120 120 120 90 120
519 FrameTime=150 150 150 120 120
520 HatchingDelay=8 8 8 8 8
523 SlimePermeabilityC64=0 0 0 0 0
526 Raster=1 1 4 20 7 1 STEELWALL
527 Raster=7 1 3 20 7 1 STEELWALL
528 Raster=3 3 3 6 1 3 STEELWALL
529 Raster=10 3 3 6 1 3 STEELWALL
530 Raster=17 3 3 6 1 3 STEELWALL
531 FillRect=24 5 36 17 STEELWALL
532 Rectangle=25 6 35 16 DIRT
533 Rectangle=27 8 33 14 DIRT
534 Line=24 11 36 11 DIRT
546 Raster=4 17 1 -1 1 6 FIREFLYl
547 Add=0 -1 FIREFLYl FIREFLYr
564 Raster=18 17 1 -1 2 6 FIREFLYl
565 Raster=18 16 1 -1 2 6 BUTTERFLYl
567 Line=14 20 15 20 DIAMOND
568 Line=21 1 22 1 DIAMOND
570 FillRect=3 3 5 4 SPACE FIREFLYr
573 FillRect=3 17 5 18 SPACE FIREFLYr
576 FillRect=17 17 19 18 SPACE FIREFLYr
579 FillRect=17 3 19 4 SPACE FIREFLYr
597 Raster=1 6 3 2 7 9 DIAMOND
605 RecordedWith=GDash 20100212
610 Movements=.55 r5 u2 . u3 .3 u3 .4 u3 .3 u3 .3 u3 .3 u2 r2 .109 r d19 dr r5 .144 r5 u4 l4 u3 r4 u3 l4 u3 r4 u3 l4 u3 r8 .10 r4 .10 r4 .13 l2 .11 d3 .5 d4 .5 d3 .12 d3 .9 d2 .5 d3 .7 u10 .2 u7 .11 u l9 .13 l d4 l4 d3 r4 d3 l4 d3 r4 d3 l4 d3 l2 .89 l u2 .6 u3 .7 u3 .7 u3 .7 u3 .7 u3 .2 u2 ul l5 .8 l5 d2 .2 d3 .3 d3 .3 d3 .4 d3 .3 d5 l2
630 Name=Dream F. Shooting Gallery
633 Story=This time it\342\200\231s Rockford who determines the rhythm! There are six rooms with all in all eight butterflies awaiting the coup de grace; but Rockford only has one trial for each of them. He may not fail more than twice if he wants to win the \342\200\234main prize\342\200\235 in the gallery!
635 Colors=#000000 #082005 #7f0c36 #709d2f #259fbb #2f9d34 #0c0e7f
636 DiamondsRequired=36 36 54 63 64
638 CaveTime=150 150 150 150 150
641 FrameTime=150 150 150 120 120
642 HatchingDelay=8 8 8 8 8
645 SlimePermeabilityC64=0 0 0 0 0
648 FillRect=9 1 9 20 STEELWALL
649 FillRect=20 1 20 20 STEELWALL
650 FillRect=30 1 30 20 STEELWALL
651 FillRect=9 9 30 12 STEELWALL SPACE
654 Raster=14 9 2 2 10 3 HEXPANDINGWALL
655 Raster=9 9 2 2 21 3 VEXPANDINGWALL
656 Add=-1 0 HEXPANDINGWALL DIRT
657 Add=1 0 HEXPANDINGWALL DIRT
659 Line=30 10 30 11 DIRT
664 Point=15 4 BUTTERFLYd
668 Point=23 6 BUTTERFLYd
669 Line=25 16 25 20 STEELWALL
674 FillRect=24 15 26 16 STEELWALL
675 Point=24 19 BUTTERFLYd
676 Point=27 19 BUTTERFLYd
677 Point=18 19 BUTTERFLYd
681 Point=12 19 BUTTERFLYd
689 FillRect=34 17 36 19 WALL BUTTERFLYd
698 Point=34 18 HEXPANDINGWALL
700 FillRect=3 17 5 20 WALL SPACE
702 Point=4 18 BUTTERFLYd
729 RecordedWith=GDash 20100212
734 Movements=.33 l8 .8 r .11 r7 u r2 d dr r6 .31 l4 .12 r .2 u5 .6 r2 u3 .14 l . d .22 l2 d3 .9 l3 .8 u6 .44 r4 .10 d4 l5 d r4 d l2 d2 .9 l8 .19 u3 r3 u2 .7 u2 .19 l3 L3 r3 .5 l5 r3 .6 l6 r4 .8 d4 l7 d r6 l3 d2 .32 l6 .8 d3 .9 d4 .55 u7 .16 l3 .46 r3 .25 dr r2 d r7 .13 d4 .8 l .3 d .6 d .6 u2 .14 r3 .67 l2 .13 d4 r4 d dl l4 . r2 u5 .3 l5 .31 r5 .8 d3 dl l5 dl dr r2 d2 l4 .2 r2 l2 r5 u7 ul l ul u2 r u2 r6 u r4 d4 l2 dl d3 .3 u .5 r3 .22 l2 .10 d2 r3 d l3 d dr r2 l2 u6 r6 d2 l .20 r3 .3 u2 .9 l4 u3 r8 ur u2 r3 dr d8 . u3 l3 .6 l2 .10 r3 .2 u2 .3 l .21 r3 . d3 dl l3 d dr r2 d l3 d dr r u ur r dr d3 l7 u10 l11 d
753 Name=Dream G. Blue Sky
756 Story=Suddenly there\342\200\231s this yearning again, this undefined yearning Rockford had already felt in dream C, but this time it remains longer. While he\342\200\231s looking into the green-blue sky and trying to collect enough diamonds without getting hit by the boulders, his feelings start to become stronger... he feels that he does all this for something he cannot identify yet... but it cheers him on and motivates him to continue his way. The magic wall at the end of this cave just expresses in two letters what he is decided to do, anyway.
758 Colors=#000000 #150844 #2236c0 #34aa33 #d4c915 #33aa3f #20197f
759 DiamondsRequired=112 112 120 140 107
761 CaveTime=250 250 250 210 250
764 FrameTime=150 150 150 120 120
765 HatchingDelay=8 8 8 8 8
767 RandSeed=7 14 21 28 35
769 RandomFill=DIAMOND 100 DIRT 0 DIRT 0 DIRT 0
770 MagicWallTime=30 25 20 20 20
771 SlimePermeabilityC64=0 0 0 0 0
775 RandomFillC64=0 1 39 20 0 0 0 0 35 NONE BOULDER 100 NONE 70
777 FillRect=1 13 38 20 DIRT
781 FillRect=27 3 36 7 DIRT
782 Line=27 3 29 3 MAGICWALL
783 Line=27 4 27 7 MAGICWALL
784 Line=28 7 29 7 MAGICWALL
786 Rectangle=31 3 33 7 MAGICWALL
787 Line=36 3 36 5 MAGICWALL
789 Line=27 13 36 13 MAGICWALL
790 Rectangle=25 1 38 12 DIRT
795 FillRect=1 11 23 12 DIRT
798 FillRect=1 12 23 12 DIRT
801 Rectangle=0 0 39 21 STEELWALL
809 RecordedWith=GDash 20100212
814 Movements=.14 l4 .38 r4 .20 l5 .14 l2 .15 l25 .19 l2 .7 l3 u .6 u2 .10 d .2 r .5 u7 .4 d3 r3 .27 d3 l2 u l u r2 d2 r u3 .12 d2 l2 .2 r .17 u .6 l2 .6 l3 .10 U .6 r5 .12 l2 r2 .3 l2 r4 d2 l u3 .4 l4 u ur r4 d2 .10 u2 .2 l4 u .6 L2 .14 u L2 .18 L .6 d r d2 r3 .9 d D L2 . r2 d2 l u4 .5 l3 .3 r .2 l u2 . L2 .11 r .31 u .19 d2 dr r3 .2 d4 . u2 l2 d dl l .5 r .6 u2 l2 . d l r3 u2 .10 l3 u3 l3 .12 l u2 l r3 dr d4 .5 L .2 u4 l4 dl d2 . u2 ur r5 d6 r3 d2 r2 d2 l u3 l u2 .4 d3 r3 .11 d .5 l2 r2 .7 l u ul l u .2 L .7 r .3 L2 . r3 .6 d3 l u3 .6 l3 r u r3 .12 l3 .11 L .10 L4 . L6 .4 l .2 l . l2 . l .4 L7 .2 r .4 L9 . D .2 r2 .2 l3 r .5 u .17 dr r .22 d2 r3 .8 d .3 L .3 u .4 l3 r3 .5 u .2 l3 r3 .4 d4 l u r u3 .16 d2 . L .4 u .2 l2 u .5 l .25 u .8 u L .12 dr r .2 d r .8 r .15 L6 .3 r .14 d .2 r .5 d .2 l .3 L .2 r .6 r .4 d3 dl l u2 r u2 .12 l2 u ul u4 . d4 .11 r .6 l u12 .17 d2 .4 d10 .3 r2 d2 r4 .7 d .2 l2 u2 ul l .3 d l r .4 u .2 l .2 L .2 r3 .8 l2 .5 u .2 L .5 L3 .4 L5 .8 d r3 .9 d4 l2 u ur r u3 .19 l2 D2 L .2 r3 d4 r u4 .3 l5 r2 .3 u .5 d2 r4 .10 d .4 d3 u2 l2 . d l r3 .6 l u l u l .3 r3 .5 l2 .2 D L .4 l10 r3 .4 l3 r4 .2 u2 .6 u .2 L4 .12 u L3 .3 u3 .2 l2 d2 .2 l d2 r3 d3 . u6 l5 d2 r5 u7 ur r4 d r2 l2 d2 u2 ur r4 D r5 D .3 l5 .10 l6 d14 r8 .6 r3 u l9 d2 dr r8 d l9 .5 l2 u r9 l7 d . u3 l2 r13 u3 . L .9 d4 l10 u ul l3 D . u3 .2 d .2 r .2 R .20 u .2 d3 r d r d dr r d r .2 l2 d l r4 u4 l6 u2 r2 l2 u4 r5 d4 dl l u4 r4 d3 dr d r .26 r2 .9 r . d3 l6 d l5 r2 d r d r l ul u4 ur r7 u5 l u8 . r
833 Name=Dream H. Reprieve
836 Story=Rockford looks back on the first cave of his second great adventure! But this time, he cannot simply pass the fireflies but has to let them out and hit them in the area where he started... hit them? Well, a seer would know that this isn\342\200\231t a good idea! Instead, Rockford makes some little cages for the flies- but these won\342\200\231t stay there for long!
838 Colors=#000000 #000000 #197f46 #44b011 #e1d543 #19b011 #19237f
839 DiamondsRequired=5 6 8 9 25
841 CaveTime=120 180 240 200 360
844 FrameTime=150 150 150 120 120
845 HatchingDelay=8 8 8 8 8
847 RandSeed=108 5 13 88 45
848 RandomFill=DIRT 18 DIRT 18 BOULDER 18 DIAMOND 7
849 SlimePermeabilityC64=0 0 0 0 0
852 FillRect=1 12 29 20 DIRT
853 Line=29 1 29 18 STEELWALL
854 Line=3 18 28 18 STEELWALL
860 Line=21 12 21 17 WALL
866 Line=12 12 12 17 WALL
881 Rectangle=27 19 28 20 SPACE
883 Rectangle=19 19 20 20 SPACE
884 Rectangle=11 19 12 20 SPACE
886 Rectangle=3 19 4 20 SPACE
899 Rectangle=7 19 8 20 SPACE
902 Rectangle=23 19 24 20 SPACE
911 Line=1 11 21 11 MAGICWALL
917 Line=15 12 15 17 WALL
926 Rectangle=24 4 26 6 WALL
932 Rectangle=13 19 18 20 SPACE
935 Rectangle=15 19 16 20 SPACE
941 FillRect=6 4 15 7 WALL DIAMOND
949 RecordedWith=GDash 20100212
953 Movements=.16 r u r3 l2 dl d l dl d5 .4 d5 .2 r3 d4 .2 d3 .22 d l6 .5 L2 u7 r3 d6 .5 l11 .21 r4 . r4 u8 .9 u6 .28 d3 .7 d6 r3 .5 d4 .4 u14 .10 l2 .2 r2 .10 d15 l11 .4 L r11 u12 .4 u3 .3 l .3 u3 .9 r4 l3 d6 .5 d12 l3 u l13 .2 l3 .4 l .5 L r19 u9 .3 d2 dr r2 .3 l3 . r3 .4 r2 u5 .4 u3 .15 d .4 d3 .4 l5 d7 l3 d4 l24 .9 L r14 .2 r13 .4 l6 .5 r3 .3 l3 .61 r3 . l3 .7 l5 .5 l4 .2 l16 u7 .13 l2 .7 d6 dr r29 .15 u7 .6 u2 .2 r4 d . u5 .7 l3 d9 .2 l2 d4 .2 l2 .12 r2 u8 .4 r3 u4 .4 r2 u3 .14 d4 l3 d3 .3 u2 r3 u3 r3 u5 .5 l .3 d4 l7 d4 .3 d6 .2 d2 dl l27 u3 r9 u3 .50 l7 d4 l2 d2 r30 u8 r2 u5 .4 l .3 l .2 u .2 r2 d14 dl l32 u3 r19 u3 .100 l3 .5 d2 r5 ur u7 .11 l r .2 u3 .9 r ur u3 r3 .9 l3 .4 d3 l d3 .17 d7 l19 d2 dl l d2 r33 u6 l u11 .14
960 RecordedWith=GDash 20100212
965 Movements=.18 d2 .7 l5 .4 r7 .4 d6 .49 l8 .6 r7 .2 d4 .6 d2 .13 l7 r7 .9 u4 l .2 d4 .9 d4 dl l5 .15 L r6 u4 l3 u3 .4 r3 .6 r .2 u5 .5 d9 .4 l . d3 dl l13 .6 L r14 u8 ur u2 .4 l4 .2 u2 .26 l3 .8 r3 .16 d .2 r .3 d .2 r3 .40 d2 .12 u8 .7 d16 dl l22 .8 L r22 u8 .4 u2 r u6 .11 l4 d2 . u2 .7 l .3 u3 .13 r3 .4 d2 r2 u3 r l d19 l27 .4 l4 d .7 L u ur r30 u3 r2 .10 d3 .4 l3 d2 l3 u l30 u6 .96 l .8 r d6 r31 .4 u3 r2 d3 dl l32 u3 r9 u3 .107 l7 dl d3 l2 d3 r32 u7 .7 l .9 u2 ur r dr d10 l4 u l30 u3 r18 u3 .88 l3 .6 d3 dl l14 d3 r33 . u8 .4 u3 .4 r ur u4 .5 d .2 l5 r4 d5 dl l dl d8 dl l2 d l28 u3 r20 . u13 .69 r4 u2 r2 .2 l3 d2 l5 d5 .8 d l5 .5 r5 u4 r2 d8 l3 . u2 l6 d3 dr r7 ur u9 l2 d4 l9 .10 l u2 ul l3 u3 l2 u4 r6 dr d3 r14 .2 d
979 Name=Intermission R. Seven!
980 Author=Dustin (original: Peter Liepa)
983 IntermissionProperties.instantlife=true
986 Story=Another seemingly well- known task! But back in the 1980\342\200\231s, Rockford has needed one diamond less- and that was a lot easier than this is!
988 Colors=Black Black Blue Orange White White Blue
989 DiamondsRequired=7 7 7 7 7
991 CaveTime=50 50 50 50 50
994 FrameTime=100 100 100 100 100
995 HatchingDelay=8 8 8 8 8
997 MagicWallTime=40 40 40 40 40
998 SlimePermeabilityC64=0 0 0 0 0
1001 Rectangle=11 1 13 2 BOULDER
1002 FillRect=11 5 13 10 SPACE
1003 Line=11 4 13 4 MAGICWALL
1004 Line=11 8 13 8 MAGICWALL
1005 Line=8 5 10 7 BOULDER
1014 RecordedWith=GDash 20100212
1015 RandomSeed=478511644
1017 Checksum=-1639434411
1018 Movements=.15 d3 .7 d3 .3 r15 u3 l3 u ul l2 d3 .3 r21 u ul l3 dl .4 d .6 r11 . u4 r6 .2 d3 l5 . r4 l4 d .23 l .6 d5 . d2 . d2 .15 u5 .5 l7 . u .5 u .3 u . u .40
1037 Name=Imminent Danger! (2)
1038 Author=Dustin Bachstein
1042 IntermissionProperties.rewardlife=false
1043 Story=Seeking for a hint, the fort\342\200\231s owner is looking about. Where can the brash thief be? He must find him and get his jewels back! This guy may not save his bacon! Attentively, the goblin looks the floor over. And suddenly he finds what he has searched. Footprints! Fresh footprints! There\342\200\231s no doubt that they stem from that Rockford! With a vicious grin the goblin follows them. Now they would meet again- and one of them would not survive this meeting.
1044 Size=40 22 0 0 19 11
1045 Colors=Black Blue Green Yellow White Red Gray1
1046 DiamondsRequired=0 0 0 0 0
1051 FrameTime=150 150 150 150 150
1052 HatchingDelay=1 1 1 1 1
1054 AmoebaProperties.immediately=false
1055 AmoebaProperties.waitforhatching=true
1056 AmoebaTime=100 100 100 100 100
1057 SlimePermeabilityC64=0 0 0 0 0
1060 Line=12 0 12 5 SPACE
1064 Line=5 16 21 16 SPACE
1065 Line=21 16 21 3 SPACE
1066 Line=21 3 26 3 SPACE
1067 Line=26 3 26 16 SPACE
1068 Line=26 16 32 16 SPACE
1069 Line=32 16 32 3 SPACE
1070 Line=32 3 37 3 SPACE
1071 Line=37 3 37 19 SPACE
1072 Line=36 19 2 19 SPACE
1075 Point=15 19 FIREFLYl
1085 FillRect=34 11 36 13 STEELWALL INBOX
1092 RecordedWith=GDash 20100212
1093 RandomSeed=135549305
1114 Name=Dream I. Party!
1117 Story=It is Rocky\342\200\231s birthday! Absolutely everyone (and everything!) is present; that goes without saying. Even the magic wall and the amoeba, who do not really like each other normally, now chorus a birthday song for him! Not all guests wish him all the best, though - Rockford must pass flies, amoeba, boulders and partly growing walls while he tries to get as many jewels as possible. At least he needn\342\200\231t search for the exit too long! :-)
1118 Size=40 22 0 0 39 21
1119 Colors=#000000 #000000 #b0236d #7f7e0c #e26843 #237f0c #2350b0
1120 DiamondsRequired=45 60 60 90 150
1122 CaveTime=150 150 180 180 210
1125 FrameTime=150 150 150 120 120
1126 HatchingDelay=8 8 8 8 8
1128 RandSeed=0 11 98 4 25
1129 RandomFill=FIREFLYl 125 SPACE 120 BOULDER 50 DIAMOND 20
1130 AmoebaTime=999 999 999 999 75
1131 MagicWallProperties.convertamoeba=false
1132 SlimePermeabilityC64=0 0 0 0 0
1135 RandomFillC64=0 1 39 20 0 11 98 4 25 NONE OUTBOX 145 WALL 140 BUTTERFLYd 130 NONE 125
1136 RandomFillC64=0 1 39 20 0 11 98 4 25 NONE SLIME 160 STEELWALL 155 MAGICWALL 150 NONE 145
1138 RandomFillC64=0 1 39 20 0 11 98 4 25 NONE VEXPANDINGWALL 170 HEXPANDINGWALL 168 AMOEBA 165 NONE 160
1140 Rectangle=0 0 39 21 STEELWALL
1141 FillRect=18 9 22 13 DIRT
1152 RecordedWith=GDash 20100212
1153 RandomSeed=184794453
1156 Movements=.37 d .4 d .2 d .3 u3 .4 l2 .2 l2 .2 u .4 l .5 u . l2 r3 .14 l . u2 .4 u2 l2 .2 l3 r3 .2 d4 .4 r3 .3 l3 .8 ul l . u l2 u2 l2 u2 l2 d r2 d dl l r d3 .3 l2 d2 .4 d2 .4 d .2 l d2 .4 d .2 l .2 r3 .8 d l .2 d l .3 u l .3 d .2 u3 l u l2 r2 ur u2 .3 u3 .5 r4 u r u2 r3 .2 l2 d6 r l u5 ur r2 ur u3 ur r4 u2 .9 r2 .2 l4 d2 .6 u l3 d4 dl l3 d5 .3 u4 l2 dl d5 l d4 .5 u5 .4 u3 ur r2 u ur r u ur r2 u4 r3 u ur r3 .31
1163 RecordedWith=GDash 20100212
1164 RandomSeed=238857873
1168 Movements=.18 d3 .2 u4 .5 l .3 u2 .2 d2 r .3 l .6 u3 .2 L3 .11 d4 l3 u l u l2 r2 .5 u l2 . D .4 L2 r2 dr d .2 l3 u l2 u2 .3 U2 l2 u2 .6 r2 dr d3 l4 d l2 d3 .5 d2 l .4 d3 l .3 d2 dr r .6 l u6 .6 u3 r2 u r u2 ur r5 d3 dr r4 d3 r2 .6 r3 .7 l2 u .2 l3 .4 u .4 r2 . l6 u .8 l .4 r .2 r3 .3 d .3 u2 .2 r3 u2 . d5 l2 r .2 d2 .2 u2 .2 r6 l .8 u3 .4 r2 u r2 . l ul u2 r2 u2 l3 u r2 d3 dr r4 d4 l4 .3 r2 dr dl l .3 r2 . d dr r .5 d r2 .4 r .3 u2 l u3 r4 .2 u l9 d2
1190 Story=Looking for a place to sleep after such a dangerous \342\200\234celebration\342\200\235 Rockford enters a luxurious villa. Instead of relaxing, though, Rockford unintentionally meets another threatening adventure as the entrance door magically slams behind him. From outside, the villa didn\342\200\231t look that dark and uncomfortable... it is even haunted! On the other hand, as Rockford soon finds out, this is exactly his chance to get out of this castle again. That is to say, he has to search through all nine rooms for nineteen keys- and there aren\342\200\231t any doors but only very solid- looking walls...
1191 Size=40 22 0 0 39 21
1192 Colors=#000000 #000000 #7f1948 #5032a6 #14cecc #32a639 #20197f
1193 DiamondsRequired=7 15 19 22 23
1195 CaveTime=120 210 300 240 300
1198 FrameTime=150 150 150 120 120
1199 HatchingDelay=8 8 8 8 8
1201 RandSeed=193 50 43 25 201
1202 RandomFill=SPACE 60 BOULDER 50 DIAMOND 15 FIREFLYl 4
1203 SlimePermeabilityC64=0 0 0 0 0
1215 Add=1 0 FIREFLYl SPACE
1216 Add=0 -1 FIREFLYl DIRT
1217 Add=-1 -1 FIREFLYl DIRT
1218 Add=1 -1 FIREFLYl DIRT
1219 Add=-1 0 FIREFLYl DIRT
1220 Add=2 1 FIREFLYl DIRT
1221 Add=-1 1 FIREFLYl DIRT
1222 Add=0 1 FIREFLYl DIRT
1223 Add=1 1 FIREFLYl DIRT
1224 Add=2 -1 FIREFLYl DIRT
1225 Add=2 0 FIREFLYl DIRT
1226 Rectangle=0 0 39 21 STEELWALL
1227 Raster=1 7 38 2 1 7 WALL
1228 Raster=13 1 2 20 13 1 WALL
1229 FillRect=14 1 25 6 DIRT
1237 Raster=13 7 2 2 13 7 DIAMOND
1239 Line=19 3 20 3 BOULDER
1241 FillRect=12 6 14 8 WALL DIAMOND
1244 FillRect=25 6 27 8 WALL DIAMOND
1247 FillRect=25 13 27 15 WALL DIAMOND
1250 FillRect=12 13 14 15 WALL DIAMOND
1253 FillRect=1 14 38 20 STEELWALL
1256 FillRect=26 1 38 13 STEELWALL
1264 Add=0 0 WALL STEELWALLDESTRUCTABLE
1271 RecordedWith=GDash 20100212
1272 RandomSeed=279409059
1275 Movements=.42 l2 .20 u l3 .12 r3 .12 r5 .8 d3 .4 d .4 L r3 u3 .29 l3 .7 r3 d3 r . D .25 u r .17 R l3 dl2 l2 .2 d .2 u3 .3 l2 .24 r10 .5 r3 .3 u r3 .4 u3 .2 d2 .14 u2 .13 d2 l4 .5 l3 d2 l8 .8 r2 d4 .13 d4 .40 u4 .9 r3 d r l2 u ul l d r8 .2 l3 .8 d2 l2 d r6 .4 dl l2 . d l3 .6 u .28 r3 .3 u2 l2 d3 r10 .20 l4 u2 .5 L d3 r2 u r3 u r .3 u7 .2 r3 d3 .5 l4 d3 l u . d4 .55 l2 .13 u2 .7 l .21 r4 u2 .7 u5 .6 u l u2 ul l4 r5 d11 .2 l d3 .26 l2 d l .6 u r3 d l19 r2 d2 .4 d2 .2 l3 D . d dr r u ur .4 R L l2 ul u2 .3 r2 u2 .8 d5 l3 .9 u2 r4 l u2 .5 r3 .4 d3 .4 d r3 .17 l3 u4 r .7 R l2 u7 .3 d2 r2 u6 .28 l5 u3 .16 r5 .7 d3 l6 d .7 u2 l4 .5 D .10 u4 ul l4 .18 l2 .3 d5 dl .2 u .37 r .3 u4 ur r6 d4 .2 L r14 .2 u r8 .10 u .6 r5 U .5 r3 .12 u2 .3 d5 l2 .20 u2 .7 r3 .4 l2 d3 r .3 d2 dl l .5 d3 .3 u l5 .19 r4 .2 d5 .8 r5 .2 u4 .3 d2 l2 . r .3 ur r u .5 u2 . d2 . L . u3 l2 u5 l9 d2 l7 d6 l3 d4 .11 u6 r3 .9 u4 r3 . l3 d6 l3 d5 .37 u8 .2 r3 u4 r11 u ur r5 d8 .9 l3 .12 l2 u ul l .15 r5 .2 l3 .8 l .4 l3 .2 d .2 r2 u r2 d l14 . r .19 d3 l2 . r2 .2 u2 r6 u r u7 l10 d2 l7 d6 l3 d3 .22 l r l2 . r2 .3 l u4 r2 u5 l14 .5 r14 d7 l2 dl d6 .15 d .4 l4 L r5 u11 r2 u3 l10 . l3 .4 D .4 u4 .13 r4 l3 dl d4 l d4 l2 u ul .3 r2 .23 d r3 u l u r u4 r13 d8 l2 .3 d5 .10 r6 l10 d2 l5 u .2 u3 r2 d3 dr r5 u11 r3 ur u3 r10 u2 ur r4 dr d8 l7 d2 dl l .158 u .6 ul u2 .2 d5 l r2 dr d6 r4 u3 r4 d2 . u3 l8 u6 ur r7 u7 l9 dl d dl l7 u2 .7
1282 RecordedWith=GDash 20100212
1286 Movements=.12 l3 d3 .2 R U u4 r5 dr d4 r2 u3 .2 l2 .5 r2 d3 r D2 .11 u r .3 R l3 d l5 u2 .6 l3 .3 r2 .3 d3 r d2 .3 r . d3 .22 u3 r2 dr2 r2 . d r2 . l ul u l2 d r13 l3 d2 l2 d2 dl l .6 u r2 u2 r u ul l r2 .4 u l4 D r5 d4 r4 u2 .65 l3 .2 d2 r4 d2 . u4 .9 u2 . r u .2 r3 .6 r5 .7 d .2 r4 . d3 l3 r2 u r u2 .9 d2 l2 .2 r2 u3 l3 u r2 l9 d3 l5 u3 l6 .23 d r2 . l3 d l u ur r2 d l8 r2 d2 dl l d l .2 ul l . u l .2 r2 .2 u r3 u7 .3 d2 r6 l5 d4 dr r4 d r3 u r7 .10
1293 RecordedWith=GDash 20100212
1294 RandomSeed=673026548
1298 Movements=.16 u r3 d4 L r3 u3 .19 l3 .3 d2 dr r3 d2 .4 u2 r .4 L l2 . r2 .6 R l4 d l4 u2 .4 l3 .3 r3 .14 d4 r d3 .4 u3 ur r2 d r2 .2 u2 l u2 l3 d r8 l3 d2 l2 d2 dl .6 l .3 ur r2 u r2 u2 .8 l u l u .4 l .5 D r4 d .2 d2 . l ul u ul l dl . u ul l d l u2 ur r2 d2 l10 dl d3 l u l2 r3 u .2 d2 l3 .6 u .23 l2 .6 d3 l r2 d2 r .2 u r2 d l15 . r2 d3 l3 d r2 u2 l .2 r3 .6 D l4 u2 .3 r2 .3 d2 l4 D . r4 u9 r3 u6 .3 d7 l3 d7 dl l2 .5 d .2 l .3 L r4 u11 r2 u3 . l4 u3 .12 r4 d3 l5 D r5 d5 l2 d3 .4 u3 .8 u3 r2 u4 l4 d l5 .2 D .2 r9 l9 .6 L r16 dr .3 r3 .3 l3 d l7 d5 .2 r2 d2 .7 r4 ur u2 .18 l3 dl d2 r3 d r2 dr D . u3 r4 u r5 d .19 r d2 dl r3 u .3 l u r u . l u .2 l2 u ur r l9 d l d2 l11 d7 .3 d l7 .7 l u r2 l5 u2 l r .3 d . r6 d r5 u11 r2 u3 l3 . r3 l12 D r12 d7 l3 d3 r5 .5 D l4 ul u7 r3 u3 l11 .14 u4 l3 r3 d4 l . u3 .50 r4 l3 d6 r d2 r4 d2 dl l4 u ul l3 u l r6 u l3 u3 r6 u r18 .7 l9 d6 .7 r10 u3 r7 . l8 d2 l2 d l11 d6 r9 u ul l10 d2 dl l7 .3 r4 .4 u3 .5 L d3 dr r5 u9 ur r2 u4 ur r6 . r4 .3 l . r u3 ur r3 u ul l6 d4 l7 d6 r10 u2 r5 u2 r3 d4 l2 .4 u3 .139 r3 .4 l2 d8 .3 dr d . u9 ul l9 d l8 u9 .4 r
1317 Name=Dream K. Submachine
1320 Story=Rockford has got rid of all the ghosts, but the haunt isn\342\200\231t over yet! Rockford has put all nineteen keys into the keyholes of the entrance door and it has opened again- but what Rockford sees now makes him doubt his intellect. Said intellect tells him that the door which has brought him into the villa should also bring him out again; but actually Rockford\342\200\231s just got out of the frying pan into the fire. He stands in a room with a big maze probably- hopefully!- hiding the door out, but all ways he takes are immediately and forever blocked behind him. So he would surely get stuck- if there weren\342\200\231t these hints lying everywhere in the labyrinth and something like a \342\200\234password\342\200\235 chiselled into the wall! How to interpret these clues correctly? It\342\200\231s left to Rockford to answer this very important question...
1321 Size=40 22 0 0 39 21
1322 Colors=#000000 #000000 #b23e5e #4c9699 #b0cc84 #4c9960 #3e42b2
1323 DiamondsRequired=20 20 20 24 25
1325 CaveTime=120 100 90 80 80
1328 FrameTime=150 150 150 120 120
1329 HatchingDelay=8 8 8 8 8
1331 SlimePermeabilityC64=0 0 0 0 0
1334 Line=8 2 8 20 STEELWALL
1335 FillRect=1 1 7 3 DIAMOND
1337 Maze=9 1 38 20 2 1 50 0 138 44 108 13 EXPANDINGWALL DIRT braid
1339 Point=36 16 EXPANDINGWALL
1342 Point=21 4 EXPANDINGWALL
1345 Point=25 1 EXPANDINGWALL
1414 Raster=1 4 7 2 1 2 STEELWALL
1444 Point=24 4 EXPANDINGWALL
1453 Point=15 16 EXPANDINGWALL
1456 Point=17 10 EXPANDINGWALL
1513 Line=3 7 5 7 STEELWALL
1534 Raster=1 10 2 1 2 2 SLIME
1537 Line=2 11 2 12 SLIME
1540 Rectangle=5 11 6 12 SLIME
1543 Line=1 14 1 15 SLIME
1546 Line=3 14 3 15 SLIME
1555 Line=5 14 6 14 SLIME
1558 Line=1 18 1 20 SLIME
1561 Line=3 18 3 20 SLIME
1564 Raster=2 17 1 2 2 2 SLIME
1567 Line=4 19 4 20 SLIME
1573 Rectangle=6 19 7 20 SLIME
1576 Line=7 17 7 18 SLIME
1582 Point=20 19 EXPANDINGWALL
1588 Point=29 1 EXPANDINGWALL
1597 Point=29 19 EXPANDINGWALL
1606 Point=35 10 EXPANDINGWALL
1609 Point=32 19 EXPANDINGWALL
1615 Point=36 6 EXPANDINGWALL
1618 Point=36 3 EXPANDINGWALL
1621 Point=23 1 EXPANDINGWALL
1624 Line=15 17 15 18 EXPANDINGWALL
1627 Point=15 9 EXPANDINGWALL
1630 Point=27 2 EXPANDINGWALL
1636 FillRect=2 4 7 6 STEELWALL BOULDER
1642 Line=2 10 3 10 SLIME
1645 Line=2 12 3 12 SLIME
1651 Rectangle=5 11 6 12 SLIME
1654 Rectangle=2 16 3 17 SLIME
1657 Line=3 14 3 15 SLIME
1660 Rectangle=5 14 6 15 SLIME
1663 Line=5 16 6 17 SLIME
1669 Line=4 7 4 11 STEELWALL
1672 Raster=3 8 2 1 2 2 STEELWALL
1675 Raster=2 9 3 1 2 2 STEELWALL
1702 Point=35 7 EXPANDINGWALL
1729 Point=27 2 STEELWALL
1732 Point=15 5 STEELWALL
1762 Point=35 18 STEELWALL
1801 Point=10 5 STEELWALL
1804 Point=10 12 STEELWALL
1807 Point=32 13 STEELWALL
1810 Point=31 6 STEELWALL
1827 RecordedWith=GDash 20100212
1828 RandomSeed=701986016
1831 Movements=.6 u2 .12 u l4 r6 d l6 d r6 .10 u2 .3 r2 .18 r4 d .19 d .3 d . r3 .2 u3 .2 r7 .13 r2 .17
1838 RecordedWith=GDash 20100212
1839 RandomSeed=153676505
1843 Movements=.24 u2 .3 r3 d l5 u l dl d2 r6 .19 l3 .88 u3 .16 r5 .16 d2 .3 d .3 d .3 d .3 d .13 l4 .21 r3 .7 d3 .4 r4 .5 d2 .5 d3 .7 d .22 r2 .3 r .5 r3 .18 r3 .4 r4 .4 u3 .19 l4 .4 u3 .16 r3 .12 u7 .4 r5 .2 r4 u4 l10
1863 Name=Dream L. Shortage Of Space
1866 Story=Finally Rockford has escaped the villa! Still unaware that he\342\200\231s dreaming, he starts to feel this big yearning again... it grows bigger and bigger inside him... and now Rockford also begins to sense what it is about.\nIt is about love.\nIt is about an own family.\nIt is about a deeper sense in his life, apart from collecting treasures in such great quantities that he doesn\342\200\231t really know what all to do with them. \nAnd it becomes so strong that Rockford has got some troubles with concentrating on his next task- his wishes are not the only things that demand more space from him... \n
1867 Size=40 22 0 0 39 21
1868 Colors=#000000 #000000 #a9104f #47197f #d3aa3f #1c7f19 #1013a9
1869 DiamondsRequired=40 60 60 80 120
1871 CaveTime=210 210 210 210 240
1874 FrameTime=150 150 150 120 120
1875 HatchingDelay=8 8 8 8 8
1877 RandSeed=171 71 17 6 0
1878 RandomFill=BOULDER 160 DIRT 0 DIRT 0 DIRT 0
1879 AmoebaTime=30 30 30 30 30
1880 SlimePermeabilityC64=0 0 0 0 0
1884 RandomFillC64=0 1 39 20 171 71 0 0 0 NONE DIRT 160 NONE 140
1886 FillRect=17 13 22 18 DIRT BOULDER
1887 FillRect=19 16 20 15 AMOEBA
1896 RecordedWith=GDash 20100212
1897 RandomSeed=333131421
1900 Movements=.204 d2 .4 r .20 d .13 u .9 r2 .5 u4 .9 u2 .25 u .111 d .35 d3 r .4 R .3 d l .6 R7 .15 l .53 L4 .9 u .16 u2 l2 .19 l .5 L .6 L .33 l2 .6 L .11 dr r2 .3 d dr r2 .2 d l2 .2 d r2 .23 d2 dr r .12 R .5 u2 .24 u r .6
1907 RecordedWith=GDash 20100212
1908 RandomSeed=877580176
1910 Movements=.32 d r3 d .5 ur r2 u r2 . D .3 u .3 l2 u3 .2 d3 r3 l u2 l u2 .28 u l .2 D .26 d l5 d4 l .28 u4 .14
1917 RecordedWith=GDash 20100212
1922 Movements=.30 d dl l . D .3 u l .5 u3 r d2 . u2 .4 l4 D .7 r4 u .20 d .2 l3 u r2 .4 r .23 u .4 l .4 u2 .7 u .6 u .19 d5 .7 u .13 l .4 u2 .2 r . u2 .14 d4 l2 .26 u2 ur r .8 d .10 u2 .4 l4 .11 l2 r u2 ur r d .4 l2 .9 l2 u2 r3 l u .17 l4 u r u2 l .4 l2 .4 r u ur r3 . l .4 r .8 l5 .132 r6 l d l4 r2 .5 d r5 .3 L .6 d l3 .4 L .7 dr r3 .3 d r2 .6 D .10 r .5 D .8 r2 .11 d2 dr r .3 d2 dl l .15 u .2 L .3 d2 dr r .4 d dr r .2 L .4 d2 r .19 r2 .3 L .7 r3 R L5 .6 u2 .2 d3 l2 .13 u .7 d4 l2 u
1937 Name=Intermission S. Right Of Way
1941 IntermissionProperties.instantlife=true
1942 Story=Here, Rockford has to be clever and hit a firefly at the right point. Then, he must use his right of way immediately!
1943 Size=20 12 0 0 19 11
1944 Colors=Black Black Blue Orange White White Orange
1945 DiamondsRequired=1 1 1 1 1
1947 CaveTime=30 30 30 30 30
1950 FrameTime=100 100 100 100 100
1951 HatchingDelay=8 8 8 8 8
1953 SlimePermeabilityC64=0 0 0 0 0
1957 Point=9 9 VEXPANDINGWALL
1969 RecordedWith=GDash 20100212
1970 RandomSeed=712860786
1974 Movements=.14 d2 .87 d .15 l9 .19 u2 ur r3 dr d6 l5 u4 .17 r2 d4 dl l8 .11 u9 r4 .2 l dl d10 r3
1993 Name=Imminent Danger! (3)
1994 Author=Dustin Bachstein
1998 IntermissionProperties.rewardlife=false
1999 Story=The goblin is hiding behind a rock and looking around. There, only a few steps in front of him, lie his treasuries- and the thief who has stolen them from him, obviously unconscious and completely defenceless. But what has beat this thug? Carefully and attentively the fort\342\200\231s owner searches the area around Rockford. And he sees an open, empty bottle directly beside the thief. Obviously this drink wasn\342\200\231t very good for him! Again, the goblin shows his vicious grin and comes out of his hideout. \342\200\230Either this grungy little guy is already dead- or he\342\200\231ll get what he deserves personally from me!\342\200\231
2000 Size=40 22 0 0 19 11
2001 Colors=Black Black Blue Purple Yellow White Gray1
2002 DiamondsRequired=0 0 0 0 0
2007 FrameTime=150 150 150 150 150
2008 HatchingDelay=1 1 1 1 1
2010 SlimePermeabilityC64=0 0 0 0 0
2020 FillRect=1 4 3 6 DIAMOND
2021 FillRect=1 10 3 12 DIAMOND
2022 FillRect=37 19 39 21 STEELWALL INBOX
2043 Story=We know, of course, that Rockford is very well alive! Unaware of the \342\200\234real\342\200\235 danger in which he is, he now dreams of a magic wall that obviously doesn\342\200\231t want to give him any jewels. One mere diamonds would be enough! But, as it was in one room of the fort, the wall is an encumbrance to itself. Also the solution principle is the same, but this time it\342\200\231s trickier. Rockford needs at least three fireflies to get the desired diamond! And there\342\200\231s another desire Rockford feels. It is nearly tangible by hands now, and Rockford feels that the end of his way is coming nearer. He doesn\342\200\231t know what will await him in the end, but what he definitely knows is that it\342\200\231s worth continuing.
2044 Size=40 22 0 0 39 21
2045 Colors=#000000 #000000 #b28459 #209923 #bbcba0 #209942 #7159b2
2046 DiamondsRequired=1 1 1 2 3
2048 CaveTime=180 210 240 300 300
2051 FrameTime=150 150 150 120 120
2052 HatchingDelay=8 8 8 8 8
2054 RandSeed=64 13 141 42 120
2055 RandomFill=BOULDER 25 DIRT 0 DIRT 0 DIRT 0
2056 SlimePermeabilityC64=0 0 0 0 0
2059 Line=1 1 1 20 MAGICWALL
2060 FillRect=37 1 38 20 SPACE
2061 Raster=37 3 2 6 1 3 DIRT
2062 Raster=38 1 1 7 1 3 FIREFLYl
2065 Line=36 1 36 20 DIRT
2067 Raster=1 1 1 10 2 2 DIRT
2070 Raster=1 2 1 3 2 2 DIRT
2078 RecordedWith=GDash 20100212
2079 RandomSeed=474761845
2082 Checksum=-1851931424
2083 Movements=.23 d3 .7 l11 .6 u2 .3 l4 .28 r3 .7 r4 d2 r3 d11 .9 r2 d3 r2 .2 u r10 u2 r5 .7 l2 u5 .2 u3 l u5 .21 l10 u ul l5 .2 d3 l4 u2 l5 .213 l2 u2 ur r6 d3 r17 .43 r4 d r6 l8 u2 l13 d dl l6 .83 l2 d3 l4 u3 .6 r .18 l .2 u r4 d4 .9 u3 .2 r5 d r3 d7 .196 d4 .33 r2 d3 .5 l4 d dl l4 .38 u4 .17 l5 u ur r4 d3 l2 u r u l10 r4 d4 l5 r u r9 u r14 u r3 d r6 .5 r D2 l7 u l17 d2 dl l9 u2 .24 r3 .18 d .2 l2 .13 r2 .14 r3 u5 .121 l2 .44 l2 .11 l2 u ur r5 d3 .2 l5 u r4 .42 d4 dr r15 u r6 d r7 R l7 u l17 d l10 .3 u2 .5 r .7 u2 .7 u2 l2 .3 u2 .11 r2 .6 l2 u3 r2 dr d l11 r2 d5 L3 u5 r u4 l3 d8 r2 d5 dr r32 .4 u2 L l10 d l25 .24 u3 .28 r3 .2 l d6 dl l2 r2 u13 r4 u l u3 ur r14 .4 l u
2102 Name=Dream N. Powder- Keg
2105 Story=Dozens of fiery fireflies pursue Rockford through a narrow maze, and one false step would have disastrous results. But Rockford doesn\342\200\231t even fully note the danger surrounding him from all directions. Steered by his hopeful and expectant feelings, he runs along the green path as if this would be the easiest thing in the world. He runs with such a speed that Usain Bolt and Michael Johnson might have become green with envy. He runs as if he knew that there\342\200\231s another danger threatening him...
2106 Size=40 22 0 0 39 21
2107 Colors=#000000 #000000 #2e9c3b #3b3f41 #fe7f0f #0c7f10 #2e489c
2108 DiamondsRequired=32 32 32 32 30
2110 CaveTime=30 30 30 30 30
2113 FrameTime=150 150 150 120 120
2114 HatchingDelay=8 8 8 8 8
2116 InitialFill=FIREFLYl
2117 SlimePermeabilityC64=0 0 0 0 0
2120 Maze=2 2 37 19 1 3 50 175 157 147 14 49 NONE DIRT unicursal
2124 Point=32 11 FIREFLYl
2129 Raster=3 3 8 4 4 4 DIAMOND
2131 Point=16 15 FIREFLYl
2134 Point=18 15 FIREFLYl
2143 Line=32 4 32 10 FIREFLYl
2146 Line=24 4 24 9 FIREFLYl
2149 Line=8 4 8 9 FIREFLYl
2157 RecordedWith=GDash 20100212
2158 RandomSeed=579657708
2162 Movements=u22 l20 d8 dl l3 u8 l4 d12 r12 u8 r12 d4 l8 d4 r12 u2
2181 Name=Imminent Danger! (4)
2182 Author=Dustin Bachstein
2186 IntermissionProperties.rewardlife=false
2187 Story=Slowly but decidedly the goblin gets closer to the spot, the eyes narrowed to plackets and incessantly centred on the hateful man lying in front of him. Then suddenly something budges in the thief\342\200\231s face. Appalled, the goblin retreats by one step and waits. Something like excitement is now noticeable in the lineaments of his enemy. This makes the goblin even more furious.\nHe approaches again.\n
2188 Size=40 22 0 0 19 11
2189 Colors=Black Black Blue Purple Yellow White Gray1
2190 DiamondsRequired=0 0 0 0 0
2195 FrameTime=150 150 150 150 150
2196 HatchingDelay=1 1 1 1 1
2198 SlimePermeabilityC64=0 0 0 0 0
2207 FillRect=1 4 3 6 DIAMOND
2208 FillRect=1 10 3 12 DIAMOND
2209 FillRect=37 19 39 21 STEELWALL INBOX
2217 RecordedWith=GDash 20100212
2218 RandomSeed=565438252
2219 Checksum=-1237142311
2239 Name=Dream O. Think!
2242 Story=Rockford feels his destination coming closer and closer. But before he can understand what the point of his long journey is, he still has to get along in a strange- looking level where he shouldn\342\200\231t even do the most obvious things thoughtlessly. There\342\200\231s only one way to free the exit door and convert the silent amoeba into diamonds. But nothing can stop Rockford now. As if he were in trance, he forces boulders and fireflies to the right places, collects all 234 diamonds and, after a deep breath, he enters the blinking door...
2243 Size=40 22 0 0 39 21
2244 Colors=#000000 #000000 #7431a4 #7f1a19 #7ac814 #317f19 #3c31a4
2245 DiamondsRequired=198 198 234 234 234
2247 CaveTime=150 150 240 180 200
2250 FrameTime=150 150 150 120 120
2251 HatchingDelay=8 8 8 8 8
2253 AmoebaProperties.immediately=false
2254 AmoebaProperties.waitforhatching=true
2255 AmoebaTime=5 5 5 5 5
2256 MagicWallTime=5 5 5 5 5
2257 MagicWallProperties.waitforhatching=true
2258 MagicWallProperties.convertamoeba=false
2259 SlimePermeabilityC64=0 0 0 0 0
2262 FillRect=21 10 38 20 AMOEBA
2263 Line=20 10 20 20 WALL
2265 Line=20 9 38 9 HEXPANDINGWALL
2268 Line=1 2 38 2 DIAMOND
2280 Line=17 1 23 1 SPACE
2281 Line=20 1 20 1 FIREFLYl
2283 FillRect=1 4 5 20 SPACE
2286 FillRect=3 18 5 20 STEELWALL OUTBOX
2292 FillRect=1 18 3 20 WALL FIREFLYl
2328 RecordedWith=GDash 20100212
2329 RandomSeed=351231104
2333 Movements=.10 l5 .2 u .4 u2 .7 u2 .12 r13 . r4 .5 l5 .2 l10 .2 l15 .2 l d13 .12 u10 l2 u6 .2 r .2 d2 . u3 .8 R d3 r13 d15 dr r3 u6 .39 l4 u9 .5 r10 l23 ul u3 r14 .9 R L l13 d3 r26 .3 d5 r2 .16 u4 l28 u3 r34 l34 d3 r21 .7 r5 d4 dr r ur u4 ur r6 u3 ul l41 r4 d2 .9 L2 .8 u r6 l10 u ul l119 r3 d r22 d2 dl l10 d6 .5 d2 r4 l4 . r4 d4 dl l2 u2 r .6 d2 r4 u5 ur r16 dr d l14 dl d r15 d9 l18 .3 r18 .2 l18 .3 r18 .3 u3 l17 u l2 d3 . u4 r2 dr d3 l r16 d l15 dl d r17 u3 ul l16 u ul l17 dl d4 r .2 d3 r
2353 Name=Dream P. Rescue
2356 Story=And here, in this golden land, Rockford is supposed to make his decision! To his right side, he sees a dozen of attractive and luminous jewels, each of which must be worth a whole kingdom! And, on his other side, he sees a toughly guarded door, leading out of this world and into the dubious... but Rockford feels that this dubious is what he has taken all the troubles for. The moment he releases the fireflies that would otherwise destroy that door, he feels that he has made his decision, and that against the treasuries he had collected for so many decades and for whatever will await him behind the door. Even though he still can (and has to) take some of the glittering diamonds, he knows that this is only because it\342\200\231s necessary to open the portal. Hidden behind a protective rock, he waits impatiently for the fireflies to get crushed by the amoeba and for the latter to convert into boulders and give way. The closer he comes to the door, the more he feels that his decision was good. Finally, the moment has come to enter...
2357 Size=40 22 0 0 39 21
2358 Colors=#000000 #000000 #9b800f #79197f #37adb7 #197f34 #140f9b
2359 DiamondsRequired=5 6 8 10 11
2361 CaveTime=180 180 160 150 200
2364 FrameTime=150 150 150 120 120
2365 HatchingDelay=8 8 8 8 8
2367 RandSeed=189 216 43 38 11
2368 RandomFill=BOULDER 42 DIAMOND 7 DIRT 0 DIRT 0
2369 DummyProperties.diamondcollector=true
2370 DummyProperties.penalty=true
2371 DummyProperties.alwayskillsplayer=true
2372 MagicWallTime=5 5 5 5 5
2373 SlimePermeabilityC64=0 0 0 0 0
2377 RandomFillC64=0 1 39 20 189 216 0 0 0 NONE DIRT 48 NONE 20
2379 FillRect=1 1 17 20 DIRT
2380 Line=1 20 15 20 MAGICWALL
2381 Line=1 16 15 16 SLIME
2382 FillRect=7 7 9 9 AMOEBA OUTBOX
2383 Rectangle=2 2 14 14 FIREFLYl
2384 FillRect=1 17 15 19 SPACE
2386 Line=16 2 16 20 STEELWALL
2387 Line=1 18 15 18 SLIME
2388 Rectangle=1 1 15 15 FIREFLYl
2390 Line=3 14 13 14 SPACE
2392 Rectangle=0 0 39 21 STEELWALL
2395 Rectangle=2 2 14 14 SPACE
2406 RecordedWith=GDash 20100212
2407 RandomSeed=485484450
2410 Checksum=-1429350293
2411 Movements=.14 u r3 .6 l2 .6 l4 .13 r .2 l .3 u2 .4 u3 U . L D d . u3 L d3 r7 u2 ur r3 d3 r3 d4 dr r3 d2 dr r dr d8 l .2 u2 l7 u4 l2 dl d l2 r2 u3 l3 d2 l dl l dl d4 l4 .2 l u5 r3 u3 r6 d r2 .330 u .2 l6 .29 L6 .2 r .3 u .6 d3 l .189 u4 .2 l4 ul u2 .6 u3 l5 .107 d3 .8 d4 .13 l2 .18 l2
2430 Name=Imminent Danger! (5)
2431 Author=Dustin Bachstein
2435 IntermissionProperties.rewardlife=false
2436 Story=The fort\342\200\231s owner stands directly beside his enemy. As he looks into Rockford\342\200\231s excited face, his rage gets stronger than ever. This would be the last time that this dirty swine grinned! He strikes out, hell- bent on bringing death to our hero! \n
2437 Size=40 22 0 0 19 11
2438 Colors=Black Black Blue Purple Yellow White Gray1
2439 DiamondsRequired=0 0 0 0 0
2444 FrameTime=150 150 150 150 150
2445 HatchingDelay=1 1 1 1 1
2447 SlimePermeabilityC64=0 0 0 0 0
2456 FillRect=1 4 3 6 DIAMOND
2457 FillRect=1 10 3 12 DIAMOND
2458 FillRect=37 19 39 21 STEELWALL INBOX
2479 Author=Dustin Bachstein
2483 IntermissionProperties.rewardlife=false
2484 Story=And then, suddenly, the moment the goblin wants to strike Rockford vanishes into the air!\n\342\200\234Damn!\342\200\235, cries the goblin, \342\200\234what the hell-\342\200\234\nBut then he sees that his treasures\342\200\231 thief has left his booties behind! He cannot understand- what has happened? Has his enemy gone out voluntarily, without the treasures? While the goblin is trying to find an explanation, he doesn\342\200\231t note that somebody approaches him.\n\342\200\234Hi!\342\200\235, says a female voice behind him.\nFrightened, he turns round- and suddenly feelings overcome him that he has never known of...
2485 Size=40 22 0 0 19 11
2486 Colors=Black Black Blue Purple Yellow White Gray1
2487 DiamondsRequired=0 0 0 0 0
2492 FrameTime=150 150 150 150 150
2493 HatchingDelay=1 1 1 1 1
2495 SlimePermeabilityC64=0 0 0 0 0
2503 FillRect=1 4 3 6 DIAMOND
2504 FillRect=1 10 3 12 DIAMOND
2505 FillRect=37 19 39 21 STEELWALL INBOX
2525 Name=Intermission T. The End
2529 IntermissionProperties.instantlife=true
2530 Story=Dizzily, Rockford looks about. Where is he? What has happened? The only thing he remembers is that he has seen a pretty woman and four children- \342\200\230my wife and our children\342\200\231, says a voice inside him. But he never had a wife! And suddenly, a big yearning grows inside him, and at the same time he knows- though he doesn\342\200\231t know why he knows- that this yearning will come true. Little by little, the remembrances of his adventure come back to him when he starts to go back home, and the bottle\342\200\231s inscription- though Rockford never read it- keeps its promise. Finally, the camera shows Rockford with his wife and children to-be, and this story about Rockford, the treasure seeker, is at...
2531 Size=20 12 0 0 19 11
2532 Colors=#000000 #000000 #a62c21 #b88e08 #af3dcd #1c7f0c #2127a6
2533 DiamondsRequired=2 2 2 2 2
2535 CaveTime=120 120 120 120 120
2538 FrameTime=150 150 150 150 150
2539 HatchingDelay=8 8 8 8 8
2541 InitialFill=STEELWALL
2542 SlimePermeabilityC64=0 0 0 0 0
2555 Line=10 0 10 4 OUTBOX
2561 Line=13 0 16 0 OUTBOX
2564 Line=13 1 13 4 OUTBOX
2567 Line=14 2 15 2 OUTBOX
2570 Line=14 4 16 4 OUTBOX
2576 Line=3 7 3 10 OUTBOX
2579 Line=4 10 6 10 OUTBOX
2585 Line=9 7 9 10 OUTBOX
2588 Line=11 6 10 6 OUTBOX
2591 Line=12 7 12 10 OUTBOX
2594 Line=15 6 15 10 OUTBOX
2597 Line=16 6 17 6 OUTBOX
2600 Line=18 7 18 9 OUTBOX
2603 Line=16 10 17 10 OUTBOX
2605 Rectangle=4 3 5 4 GUY
2608 Line=4 1 5 1 DIAMOND
2625 Line=10 0 10 4 OUTBOX
2628 Line=14 3 14 5 OUTBOX
2631 Line=16 4 16 5 OUTBOX
2634 Line=18 4 18 5 OUTBOX
2643 Line=6 7 6 11 OUTBOX
2646 Line=7 11 8 11 OUTBOX
2649 Line=11 7 12 7 OUTBOX
2652 Line=13 8 11 10 OUTBOX
2655 Line=11 11 13 11 OUTBOX
2658 Line=13 8 12 9 OUTBOX
2685 Line=10 0 10 3 OUTBOX
2688 Line=13 0 13 4 OUTBOX
2691 Line=14 0 15 0 OUTBOX
2694 Line=14 2 15 2 OUTBOX
2700 Line=3 7 3 10 OUTBOX
2709 Line=4 10 6 10 OUTBOX
2712 Line=9 6 9 10 OUTBOX
2715 Line=10 6 11 6 OUTBOX
2718 Line=10 8 11 8 OUTBOX
2721 Line=12 9 12 10 OUTBOX
2727 Line=16 6 16 8 OUTBOX
2730 Line=18 6 18 8 OUTBOX
2744 RecordedWith=GDash 20100212
2748 Checksum=-1383378820
2749 Movements=.18 u .5 r .63 l u