Tutorial on how to slam cars in GTA V (No Forklift Required!)

MMX
Still want to see a Fugitive, Regina, Bobcat, and a van of some sort.

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MMX
No doubt.

Still want to see a Fugitive, Regina, Bobcat, and a van of some sort.

Built a Retro styled, Bobcat on GTA. Think it's my favorite car in GTA ATM.
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doesn't go very low unfortunately. Car would look amazing if it layed frame.
 
Stance Chart.jpg
If you kick the tires just right to add camber, combined with the lowering, you could stance a car

Stance is generally considered as bottom 4, however the top 4 can also recognized as stance, but not what the media have made it out to be.
http://data:image/jpeg;base64,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
 
View attachment 108452

Stance is generally considered as bottom 4, however the top 4 can also recognized as stance, but not what the media have made it out to be.
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

DK
What is Paddiflush? Was it invented by us Irish? :lol:
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Which one's the real one?
 
Easiest with rims like Carbon R racer colored Lime Green, gives you a bright target to hit
 
I slammed my Oracle, Stratum and Blista. They looked pretty. <3 :D

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That black Blista and the Surge look soo clean, also Kittens minivan is pretty sweet. Here is a couple of my creations:


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The Dubsta with no armor will make you die in a fiery way after 3 shots of the AP pistol in the back. I tried it once, thought it was me who had shot something else. So I tried again... another fiery death. '-'
 
This is my elegy slammed. I put the borders and filter. this is ontop of the international airport garage.
 

Attachments

  • elegy slammed.jpg
    elegy slammed.jpg
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I know this post is kinda late but just in case if you still don't know how to slam the sultan read carefully, to lower the sultan in the front you have to imagine an imaginary line going from the center of the wheel to the icon on the actual body of the car now that you made the imaginary line you shoot the border of the body where the middle of the rim and the icon basically meet. that's for the front, for the back you have to shoot the back fender. i hope you understand what i'm trying to say since it's easier to teach this visually instead of verbally
 
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