Uploaded March 2024 | Updated September 2026, 16 hours ago
Stage 9 from NFME's Original Hacked NFM. Made by Ryan Albano aka N.F.M.E. (Need For Madness Expert)
This is an epic hack of the stage The Beach Arcade Dream from the original Need For Madness. The obstacles and hazards of this stage are very unique. The pieces are used in nonconventional ways to make you take altering paths from the norm.
code:
snap(0,0,0)
sky(0,0,0)
fog(0,0,0)
ground(0,0,0)
fadefrom(13865)
name(The Beach Arcade Nightmare)
nlaps(3)
set(10,0,0,0)p
chk(40,0,1100,90)
chk(40,0,2300,90)
chk(40,0,3500,90)
chk(40,0,4700,90)
chk(40,0,5900,90)
set(10,0,5600,0)p
set(22,0,8960,180)p
set(18,0,12320,0)p
set(18,0,17920,0)p
set(36,-1810,19000,90)ph
set(36,1810,19000,-90)
set(18,0,23520,0)p
set(22,0,26880,0)p
set(10,0,30240,0)p
chk(40,0,33040,0)
set(14,0,34790,0)
set(10,4550,34790,90)p
set(10,10150,34790,90)p
set(10,15750,34790,90)p
set(10,21350,34790,90)p
set(10,26950,34790,90)p
set(23,29750,34790,90)
set(26,29750,34790,-90)pr
set(23,35490,34790,-90)
set(26,35490,34790,90)pr
set(10,38290,34790,-90)p
set(14,42840,34790,-90)pt
set(22,42840,32480,0)p
set(18,42840,29120,0)p
set(19,42840,24570,180)pt
set(22,40530,24570,90)p
chk(40,39970,24570,90)
set(10,37170,24570,90)p
set(14,32620,24570,90)pt
set(10,32620,29120,180)p
set(23,32620,31920,180)
set(26,32620,31920,0)pr
set(23,32620,37660,0)
set(26,32620,37660,180)pr
set(10,32620,40460,0)p
set(10,32620,46060,0)p
set(14,32620,50610,-90)pt
set(10,28070,50610,-90)
chk(40,28070,50610,90)
set(14,23520,50610,0)pt
set(10,23520,46060,0)p
set(31,23520,39951,180)pr
set(23,23520,38271,0)
fix(41,23520,2000,-1500,0)s
set(23,23520,31309,180)p
set(31,23520,29629,0)p
set(10,23520,23520,180)p
set(10,23520,17920,180)p
set(37,23520,18000,0)
set(37,22520,19000,0)
set(37,23520,19000,0)
set(37,24520,19000,0)
maxr(4,26020,13500)
maxl(4,21020,13500)
chk(22,23520,14560,0)
set(25,25520,16000,-90)
set(25,21520,15100,-90)
set(25,25520,14200,-90)
set(25,21520,13300,-90)
set(18,23520,11200,0)p
set(22,23520,8290,180)
.maxr(3,24320,-7000)
.maxl(3,22720,-7000)
.maxb(1,7400,20420)
.maxb(1,7400,26620)
.maxb(1,2400,20420)
.maxb(1,2400,26620)
.maxb(1,-3400,20420)
.maxb(1,-3400,26620)
.maxt(1,-8400,20420)
.maxt(1,-8400,26620)
chk(40,23520,7720,0)
set(13,25030,4890,30)p
chk(40,26560,2060,0)
set(12,25030,-800,-30)p
chk(40,23520,-3640,0)
set(13,25030,-6484,30)
.chk(40,23520,5500,0)
.set(11,23520,4600,0)p
.chk(40,23520,2500,0)
.chk(40,23520,-500,0)
.set(11,23520,-1000,0)p
.chk(40,23520,-3500,0)
.chk(40,23520,-6500,0)
.set(11,23520,-6600,0)p
set(22,26540,-9880,0)
chk(40,26520,-9320,0)
set(22,26540,-10080,0)
set(19,26540,-12390,180)pt
set(18,21990,-12390,90)p
set(18,18970,-12390,90)p
set(26,17970,-12390,90)ph
set(18,13370,-12390,90)p
maxt(2,-9690,5000)
maxb(2,-15090,5000)
set(25,10000,-14390,360)
set(25,9100,-10390,360)
set(25,8200,-14390,360)
set(25,7300,-10390,360)
set(18,7770,-12390,90)p
set(18,2170,-12390,90)
set(18,-3430,-12390,90)
set(18,-5490,-12390,90)
chk(40,-7240,-12390,90)
set(19,-10040,-12390,90)pt
set(21,-10040,-7840,180)p
set(15,-10040,-2240,0)
set(15,-10040,60,0)p
set(15,-10040,5660,0)p
set(15,-10040,11260,0)p
set(15,-10040,16860,0)p
set(15,-10040,22460,0)p
set(15,-10040,28060,0)p
set(15,-10040,33660,0)p
set(21,-10040,39260,0)p
set(14,-10040,43810,0)pt
chk(40,-8290,43810,90)
set(37,-8290,43810,0)
set(37,-8290,43810,90)
set(38,-8290,43810,0)
set(38,-8290,43810,90)
set(14,-6540,43810,-90)pt
set(21,-6540,39260,0)p
set(15,-6540,33660,0)p
set(16,-6540,28060,0)p
set(15,-6540,22460,0)p
set(15,-6540,16860,180)p
set(16,-6540,11260,180)p
set(20,-6540,5660,180)p
set(13,-5020,30,30)p
set(14,-3500,-4550,90)pt
chk(40,-1750,-4550,90)
set(14,0,-4550,180)pt
set(33,-10040,60,0)
set(33,-10040,5660,0)
set(33,-10040,11260,0)
set(33,-10040,16860,0)
set(33,-10040,22460,0)
set(33,-10040,28060,0)
set(33,-10040,33660,0)
set(35,-6940,16860,180)
fix(29,23520,26520,-3000,0)
.maxr(2,45000,32000)
.maxb(1,7400,20420)
.maxb(1,7400,26620)
.maxb(1,2400,20420)
.maxb(1,2400,26620)
.maxb(1,-3400,20420)
.maxb(1,-3400,26620)
.maxt(1,-8400,20420)
.maxt(1,-8400,26620)
set(32,0,600,180)
Stage 9 from NFME's Original Hacked NFM. Made by Ryan Albano aka N.F.M.E. (Need For Madness Expert)
This is an epic hack of the stage The Beach Arcade Dream from the original Need For Madness. The obstacles and hazards of this stage are very unique. The pieces are used in nonconventional ways to make you take altering paths from the norm.
code:
snap(0,0,0)
sky(0,0,0)
fog(0,0,0)
ground(0,0,0)
fadefrom(13865)
name(The Beach Arcade Nightmare)
nlaps(3)
set(10,0,0,0)p
chk(40,0,1100,90)
chk(40,0,2300,90)
chk(40,0,3500,90)
chk(40,0,4700,90)
chk(40,0,5900,90)
set(10,0,5600,0)p
set(22,0,8960,180)p
set(18,0,12320,0)p
set(18,0,17920,0)p
set(36,-1810,19000,90)ph
set(36,1810,19000,-90)
set(18,0,23520,0)p
set(22,0,26880,0)p
set(10,0,30240,0)p
chk(40,0,33040,0)
set(14,0,34790,0)
set(10,4550,34790,90)p
set(10,10150,34790,90)p
set(10,15750,34790,90)p
set(10,21350,34790,90)p
set(10,26950,34790,90)p
set(23,29750,34790,90)
set(26,29750,34790,-90)pr
set(23,35490,34790,-90)
set(26,35490,34790,90)pr
set(10,38290,34790,-90)p
set(14,42840,34790,-90)pt
set(22,42840,32480,0)p
set(18,42840,29120,0)p
set(19,42840,24570,180)pt
set(22,40530,24570,90)p
chk(40,39970,24570,90)
set(10,37170,24570,90)p
set(14,32620,24570,90)pt
set(10,32620,29120,180)p
set(23,32620,31920,180)
set(26,32620,31920,0)pr
set(23,32620,37660,0)
set(26,32620,37660,180)pr
set(10,32620,40460,0)p
set(10,32620,46060,0)p
set(14,32620,50610,-90)pt
set(10,28070,50610,-90)
chk(40,28070,50610,90)
set(14,23520,50610,0)pt
set(10,23520,46060,0)p
set(31,23520,39951,180)pr
set(23,23520,38271,0)
fix(41,23520,2000,-1500,0)s
set(23,23520,31309,180)p
set(31,23520,29629,0)p
set(10,23520,23520,180)p
set(10,23520,17920,180)p
set(37,23520,18000,0)
set(37,22520,19000,0)
set(37,23520,19000,0)
set(37,24520,19000,0)
maxr(4,26020,13500)
maxl(4,21020,13500)
chk(22,23520,14560,0)
set(25,25520,16000,-90)
set(25,21520,15100,-90)
set(25,25520,14200,-90)
set(25,21520,13300,-90)
set(18,23520,11200,0)p
set(22,23520,8290,180)
.maxr(3,24320,-7000)
.maxl(3,22720,-7000)
.maxb(1,7400,20420)
.maxb(1,7400,26620)
.maxb(1,2400,20420)
.maxb(1,2400,26620)
.maxb(1,-3400,20420)
.maxb(1,-3400,26620)
.maxt(1,-8400,20420)
.maxt(1,-8400,26620)
chk(40,23520,7720,0)
set(13,25030,4890,30)p
chk(40,26560,2060,0)
set(12,25030,-800,-30)p
chk(40,23520,-3640,0)
set(13,25030,-6484,30)
.chk(40,23520,5500,0)
.set(11,23520,4600,0)p
.chk(40,23520,2500,0)
.chk(40,23520,-500,0)
.set(11,23520,-1000,0)p
.chk(40,23520,-3500,0)
.chk(40,23520,-6500,0)
.set(11,23520,-6600,0)p
set(22,26540,-9880,0)
chk(40,26520,-9320,0)
set(22,26540,-10080,0)
set(19,26540,-12390,180)pt
set(18,21990,-12390,90)p
set(18,18970,-12390,90)p
set(26,17970,-12390,90)ph
set(18,13370,-12390,90)p
maxt(2,-9690,5000)
maxb(2,-15090,5000)
set(25,10000,-14390,360)
set(25,9100,-10390,360)
set(25,8200,-14390,360)
set(25,7300,-10390,360)
set(18,7770,-12390,90)p
set(18,2170,-12390,90)
set(18,-3430,-12390,90)
set(18,-5490,-12390,90)
chk(40,-7240,-12390,90)
set(19,-10040,-12390,90)pt
set(21,-10040,-7840,180)p
set(15,-10040,-2240,0)
set(15,-10040,60,0)p
set(15,-10040,5660,0)p
set(15,-10040,11260,0)p
set(15,-10040,16860,0)p
set(15,-10040,22460,0)p
set(15,-10040,28060,0)p
set(15,-10040,33660,0)p
set(21,-10040,39260,0)p
set(14,-10040,43810,0)pt
chk(40,-8290,43810,90)
set(37,-8290,43810,0)
set(37,-8290,43810,90)
set(38,-8290,43810,0)
set(38,-8290,43810,90)
set(14,-6540,43810,-90)pt
set(21,-6540,39260,0)p
set(15,-6540,33660,0)p
set(16,-6540,28060,0)p
set(15,-6540,22460,0)p
set(15,-6540,16860,180)p
set(16,-6540,11260,180)p
set(20,-6540,5660,180)p
set(13,-5020,30,30)p
set(14,-3500,-4550,90)pt
chk(40,-1750,-4550,90)
set(14,0,-4550,180)pt
set(33,-10040,60,0)
set(33,-10040,5660,0)
set(33,-10040,11260,0)
set(33,-10040,16860,0)
set(33,-10040,22460,0)
set(33,-10040,28060,0)
set(33,-10040,33660,0)
set(35,-6940,16860,180)
fix(29,23520,26520,-3000,0)
.maxr(2,45000,32000)
.maxb(1,7400,20420)
.maxb(1,7400,26620)
.maxb(1,2400,20420)
.maxb(1,2400,26620)
.maxb(1,-3400,20420)
.maxb(1,-3400,26620)
.maxt(1,-8400,20420)
.maxt(1,-8400,26620)
set(32,0,600,180)
