CutiePieHole

1h

Numericals made this?

EchiRodrigo

1h

fat

THE REAL HORIZON

1h

let horizon_y = 150.0       // Waterline
let moon_x = 180.0
let moon_y = 55.0
let moon_r = 16.0

let y = 0
while y < height {
    let x = 0
    while x < width {
        let fx = MathLib.n(x)
        let fy = MathLib.n(y)
        
        let r_val = 0
        let g_val = 0
        let b_val = 0
        
        // ====================================================================
        // 1\. SKY & CELESTIAL LAYER (y < horizon_y)
        // ====================================================================
        if fy < horizon_y {
            // Twilight Sky Gradient using exponential color interpolation
            let sky_factor = MathLib.divide(fy, horizon_y)
            r_val = MathLib.round(MathLib.add(20, MathLib.multiply(sky_factor, 180))) // Deep indigo -> Orange sunset
            g_val = MathLib.round(MathLib.add(15, MathLib.multiply(sky_factor, 80)))
            b_val = MathLib.round(MathLib.add(45, MathLib.multiply(sky_factor, 70)))
            
            // Stars using high-frequency sine / modulo pseudo-randomness
            let star_rand = MathLib.abs(MathLib.sin(MathLib.add(MathLib.multiply(fx, 12.9898), MathLib.multiply(fy, 78.233))))
            let is_star = MathLib.mod(MathLib.multiply(star_rand, 10000.0), 100.0) > 98.2
            if is_star && fy < 100.0 {
                let star_bright = MathLib.round(MathLib.multiply(MathLib.mod(star_rand, 1.0), 200.0))
                r_val = MathLib.add(r_val, star_bright)
                g_val = MathLib.add(g_val, star_bright)
                b_val = MathLib.add(b_val, star_bright)
            }
            
            // Glowing Moon using distance & exponential aura decay
            let dist_moon = MathLib.distance(fx, fy, moon_x, moon_y)
            if dist_moon <= moon_r {
                // Moon disk with crater shading via noise/sine
                let crater = MathLib.sin(MathLib.multiply(fx, 0.4)) * MathLib.cos(MathLib.multiply(fy, 0.4))
                let moon_bright = MathLib.round(MathLib.subtract(255, MathLib.multiply(crater, 25)))
                r_val = moon_bright
                g_val = moon_bright
                b_val = MathLib.subtract(moon_bright, 15)
            } else if dist_moon <= MathLib.multiply(moon_r, 3.5) {
                // Outer Moon Aura
                let aura = MathLib.exp(MathLib.subtract(0, MathLib.divide(dist_moon, 12.0)))
                r_val = MathLib.round(MathLib.add(r_val, MathLib.multiply(aura, 140)))
                g_val = MathLib.round(MathLib.add(g_val, MathLib.multiply(aura, 140)))
                b_val = MathLib.round(MathLib.add(b_val, MathLib.multiply(aura, 170)))
            }
            
            // Distant Mountains Silhouette (Layer 1)
            let bg_mountain = MathLib.add(80.0, MathLib.add(
                MathLib.multiply(MathLib.sin(MathLib.multiply(fx, 0.03)), 25.0),
                MathLib.multiply(MathLib.cos(MathLib.multiply(fx, 0.08)), 12.0)
            ))
            if fy >= bg_mountain {
                // Dark purple atmospheric mountain
                r_val = 45
                g_val = 30
                b_val = 65
            }
            
            // Foreground Mountains Silhouette (Layer 2)
            let fg_mountain = MathLib.add(110.0, MathLib.add(
                MathLib.multiply(MathLib.sin(MathLib.multiply(fx, 0.05)), 20.0),
                MathLib.multiply(MathLib.abs(MathLib.cos(MathLib.multiply(fx, 0.02))), 18.0)
            ))
            if fy >= fg_mountain {
                // Dark near-black silhouette
                r_val = 15
                g_val = 18
                b_val = 30
            }
        } else {
            // ====================================================================
            // 2\. WATER & REFLECTION LAYER (y >= horizon_y)
            // ====================================================================
            // Water ripples: displace the reflected y coordinate using sine waves
            let ripple = MathLib.multiply(MathLib.sin(MathLib.add(MathLib.multiply(fy, 0.3), MathLib.multiply(fx, 0.1))), 4.0)
            let reflected_y = MathLib.subtract(horizon_y, MathLib.subtract(fy, horizon_y)) + ripple
            
            // Distance to reflected moon location
            let dist_moon_refl = MathLib.distance(fx, reflected_y, moon_x, moon_y)
            
            // Water base dark blue color
            let depth_factor = MathLib.divide(MathLib.subtract(fy, horizon_y), MathLib.subtract(height, horizon_y))
            r_val = MathLib.round(MathLib.subtract(20, MathLib.multiply(depth_factor, 15)))
            g_val = MathLib.round(MathLib.subtract(35, MathLib.multiply(depth_factor, 20)))
            b_val = MathLib.round(MathLib.subtract(75, MathLib.multiply(depth_factor, 35)))
            
            // Shimmering Moon Reflection on water surface
            if dist_moon_refl < MathLib.add(moon_r, MathLib.multiply(ripple, 2.0)) {
                let refl_intensity = MathLib.exp(MathLib.subtract(0, MathLib.divide(dist_moon_refl, 15.0)))
                r_val = MathLib.round(MathLib.add(r_val, MathLib.multiply(refl_intensity, 180)))
                g_val = MathLib.round(MathLib.add(g_val, MathLib.multiply(refl_intensity, 180)))
                b_val = MathLib.round(MathLib.add(b_val, MathLib.multiply(refl_intensity, 200)))
            }
            
            // Water surface highlights
            let wave_line = MathLib.abs(MathLib.sin(MathLib.multiply(fy, 0.8)))
            if wave_line > 0.92 {
                r_val = MathLib.add(r_val, 30)
                g_val = MathLib.add(g_val, 40)
                b_val = MathLib.add(b_val, 50)
            }
        }
        
        // Clamp final channel outputs
        r_val = MathLib.clamp(r_val, 0, 255)
        g_val = MathLib.clamp(g_val, 0, 255)
        b_val = MathLib.clamp(b_val, 0, 255)
        
        let pixel_color = "rgb(" + str(r_val) + ", " + str(g_val) + ", " + str(b_val) + ")"
        Draw.pixel(x, y, pixel_color)
        
        x = x + 1
    }
    
    if MathLib.mod(y, 64) == 0 {
        print color("  Progress: " + str(MathLib.round((y / size) * 100)) + "% rendered...", "green")
    }
    y = y + 1
}

THE REAL HORIZON

1h

let horizon_y = 150.0       // Waterline
let moon_x = 180.0
let moon_y = 55.0
let moon_r = 16.0

let y = 0
while y < height {
    let x = 0
    while x < width {
        let fx = MathLib.n(x)
        let fy = MathLib.n(y)
        
        let r_val = 0
        let g_val = 0
        let b_val = 0
        
        // ====================================================================
        // 1\. SKY & CELESTIAL LAYER (y < horizon_y)
        // ====================================================================
        if fy < horizon_y {
            // Twilight Sky Gradient using exponential color interpolation
            let sky_factor = MathLib.divide(fy, horizon_y)
            r_val = MathLib.round(MathLib.add(20, MathLib.multiply(sky_factor, 180))) // Deep indigo -> Orange sunset
            g_val = MathLib.round(MathLib.add(15, MathLib.multiply(sky_factor, 80)))
            b_val = MathLib.round(MathLib.add(45, MathLib.multiply(sky_factor, 70)))
            
            // Stars using high-frequency sine / modulo pseudo-randomness
            let star_rand = MathLib.abs(MathLib.sin(MathLib.add(MathLib.multiply(fx, 12.9898), MathLib.multiply(fy, 78.233))))
            let is_star = MathLib.mod(MathLib.multiply(star_rand, 10000.0), 100.0) > 98.2
            if is_star && fy < 100.0 {
                let star_bright = MathLib.round(MathLib.multiply(MathLib.mod(star_rand, 1.0), 200.0))
                r_val = MathLib.add(r_val, star_bright)
                g_val = MathLib.add(g_val, star_bright)
                b_val = MathLib.add(b_val, star_bright)
            }
            
            // Glowing Moon using distance & exponential aura decay
            let dist_moon = MathLib.distance(fx, fy, moon_x, moon_y)
            if dist_moon <= moon_r {
                // Moon disk with crater shading via noise/sine
                let crater = MathLib.sin(MathLib.multiply(fx, 0.4)) * MathLib.cos(MathLib.multiply(fy, 0.4))
                let moon_bright = MathLib.round(MathLib.subtract(255, MathLib.multiply(crater, 25)))
                r_val = moon_bright
                g_val = moon_bright
                b_val = MathLib.subtract(moon_bright, 15)
            } else if dist_moon <= MathLib.multiply(moon_r, 3.5) {
                // Outer Moon Aura
                let aura = MathLib.exp(MathLib.subtract(0, MathLib.divide(dist_moon, 12.0)))
                r_val = MathLib.round(MathLib.add(r_val, MathLib.multiply(aura, 140)))
                g_val = MathLib.round(MathLib.add(g_val, MathLib.multiply(aura, 140)))
                b_val = MathLib.round(MathLib.add(b_val, MathLib.multiply(aura, 170)))
            }
            
            // Distant Mountains Silhouette (Layer 1)
            let bg_mountain = MathLib.add(80.0, MathLib.add(
                MathLib.multiply(MathLib.sin(MathLib.multiply(fx, 0.03)), 25.0),
                MathLib.multiply(MathLib.cos(MathLib.multiply(fx, 0.08)), 12.0)
            ))
            if fy >= bg_mountain {
                // Dark purple atmospheric mountain
                r_val = 45
                g_val = 30
                b_val = 65
            }
            
            // Foreground Mountains Silhouette (Layer 2)
            let fg_mountain = MathLib.add(110.0, MathLib.add(
                MathLib.multiply(MathLib.sin(MathLib.multiply(fx, 0.05)), 20.0),
                MathLib.multiply(MathLib.abs(MathLib.cos(MathLib.multiply(fx, 0.02))), 18.0)
            ))
            if fy >= fg_mountain {
                // Dark near-black silhouette
                r_val = 15
                g_val = 18
                b_val = 30
            }
        } else {
            // ====================================================================
            // 2\. WATER & REFLECTION LAYER (y >= horizon_y)
            // ====================================================================
            // Water ripples: displace the reflected y coordinate using sine waves
            let ripple = MathLib.multiply(MathLib.sin(MathLib.add(MathLib.multiply(fy, 0.3), MathLib.multiply(fx, 0.1))), 4.0)
            let reflected_y = MathLib.subtract(horizon_y, MathLib.subtract(fy, horizon_y)) + ripple
            
            // Distance to reflected moon location
            let dist_moon_refl = MathLib.distance(fx, reflected_y, moon_x, moon_y)
            
            // Water base dark blue color
            let depth_factor = MathLib.divide(MathLib.subtract(fy, horizon_y), MathLib.subtract(height, horizon_y))
            r_val = MathLib.round(MathLib.subtract(20, MathLib.multiply(depth_factor, 15)))
            g_val = MathLib.round(MathLib.subtract(35, MathLib.multiply(depth_factor, 20)))
            b_val = MathLib.round(MathLib.subtract(75, MathLib.multiply(depth_factor, 35)))
            
            // Shimmering Moon Reflection on water surface
            if dist_moon_refl < MathLib.add(moon_r, MathLib.multiply(ripple, 2.0)) {
                let refl_intensity = MathLib.exp(MathLib.subtract(0, MathLib.divide(dist_moon_refl, 15.0)))
                r_val = MathLib.round(MathLib.add(r_val, MathLib.multiply(refl_intensity, 180)))
                g_val = MathLib.round(MathLib.add(g_val, MathLib.multiply(refl_intensity, 180)))
                b_val = MathLib.round(MathLib.add(b_val, MathLib.multiply(refl_intensity, 200)))
            }
            
            // Water surface highlights
            let wave_line = MathLib.abs(MathLib.sin(MathLib.multiply(fy, 0.8)))
            if wave_line > 0.92 {
                r_val = MathLib.add(r_val, 30)
                g_val = MathLib.add(g_val, 40)
                b_val = MathLib.add(b_val, 50)
            }
        }
        
        // Clamp final channel outputs
        r_val = MathLib.clamp(r_val, 0, 255)
        g_val = MathLib.clamp(g_val, 0, 255)
        b_val = MathLib.clamp(b_val, 0, 255)
        
        let pixel_color = "rgb(" + str(r_val) + ", " + str(g_val) + ", " + str(b_val) + ")"
        Draw.pixel(x, y, pixel_color)
        
        x = x + 1
    }
    
    if MathLib.mod(y, 64) == 0 {
        print color("  Progress: " + str(MathLib.round((y / size) * 100)) + "% rendered...", "green")
    }
    y = y + 1
}

THE REAL HORIZON

1h

let horizon_y = 150.0       // Waterline
let moon_x = 180.0
let moon_y = 55.0
let moon_r = 16.0

let y = 0
while y < height {
    let x = 0
    while x < width {
        let fx = MathLib.n(x)
        let fy = MathLib.n(y)
        
        let r_val = 0
        let g_val = 0
        let b_val = 0
        
        // ====================================================================
        // 1\. SKY & CELESTIAL LAYER (y < horizon_y)
        // ====================================================================
        if fy < horizon_y {
            // Twilight Sky Gradient using exponential color interpolation
            let sky_factor = MathLib.divide(fy, horizon_y)
            r_val = MathLib.round(MathLib.add(20, MathLib.multiply(sky_factor, 180))) // Deep indigo -> Orange sunset
            g_val = MathLib.round(MathLib.add(15, MathLib.multiply(sky_factor, 80)))
            b_val = MathLib.round(MathLib.add(45, MathLib.multiply(sky_factor, 70)))
            
            // Stars using high-frequency sine / modulo pseudo-randomness
            let star_rand = MathLib.abs(MathLib.sin(MathLib.add(MathLib.multiply(fx, 12.9898), MathLib.multiply(fy, 78.233))))
            let is_star = MathLib.mod(MathLib.multiply(star_rand, 10000.0), 100.0) > 98.2
            if is_star && fy < 100.0 {
                let star_bright = MathLib.round(MathLib.multiply(MathLib.mod(star_rand, 1.0), 200.0))
                r_val = MathLib.add(r_val, star_bright)
                g_val = MathLib.add(g_val, star_bright)
                b_val = MathLib.add(b_val, star_bright)
            }
            
            // Glowing Moon using distance & exponential aura decay
            let dist_moon = MathLib.distance(fx, fy, moon_x, moon_y)
            if dist_moon <= moon_r {
                // Moon disk with crater shading via noise/sine
                let crater = MathLib.sin(MathLib.multiply(fx, 0.4)) * MathLib.cos(MathLib.multiply(fy, 0.4))
                let moon_bright = MathLib.round(MathLib.subtract(255, MathLib.multiply(crater, 25)))
                r_val = moon_bright
                g_val = moon_bright
                b_val = MathLib.subtract(moon_bright, 15)
            } else if dist_moon <= MathLib.multiply(moon_r, 3.5) {
                // Outer Moon Aura
                let aura = MathLib.exp(MathLib.subtract(0, MathLib.divide(dist_moon, 12.0)))
                r_val = MathLib.round(MathLib.add(r_val, MathLib.multiply(aura, 140)))
                g_val = MathLib.round(MathLib.add(g_val, MathLib.multiply(aura, 140)))
                b_val = MathLib.round(MathLib.add(b_val, MathLib.multiply(aura, 170)))
            }
            
            // Distant Mountains Silhouette (Layer 1)
            let bg_mountain = MathLib.add(80.0, MathLib.add(
                MathLib.multiply(MathLib.sin(MathLib.multiply(fx, 0.03)), 25.0),
                MathLib.multiply(MathLib.cos(MathLib.multiply(fx, 0.08)), 12.0)
            ))
            if fy >= bg_mountain {
                // Dark purple atmospheric mountain
                r_val = 45
                g_val = 30
                b_val = 65
            }
            
            // Foreground Mountains Silhouette (Layer 2)
            let fg_mountain = MathLib.add(110.0, MathLib.add(
                MathLib.multiply(MathLib.sin(MathLib.multiply(fx, 0.05)), 20.0),
                MathLib.multiply(MathLib.abs(MathLib.cos(MathLib.multiply(fx, 0.02))), 18.0)
            ))
            if fy >= fg_mountain {
                // Dark near-black silhouette
                r_val = 15
                g_val = 18
                b_val = 30
            }
        } else {
            // ====================================================================
            // 2\. WATER & REFLECTION LAYER (y >= horizon_y)
            // ====================================================================
            // Water ripples: displace the reflected y coordinate using sine waves
            let ripple = MathLib.multiply(MathLib.sin(MathLib.add(MathLib.multiply(fy, 0.3), MathLib.multiply(fx, 0.1))), 4.0)
            let reflected_y = MathLib.subtract(horizon_y, MathLib.subtract(fy, horizon_y)) + ripple
            
            // Distance to reflected moon location
            let dist_moon_refl = MathLib.distance(fx, reflected_y, moon_x, moon_y)
            
            // Water base dark blue color
            let depth_factor = MathLib.divide(MathLib.subtract(fy, horizon_y), MathLib.subtract(height, horizon_y))
            r_val = MathLib.round(MathLib.subtract(20, MathLib.multiply(depth_factor, 15)))
            g_val = MathLib.round(MathLib.subtract(35, MathLib.multiply(depth_factor, 20)))
            b_val = MathLib.round(MathLib.subtract(75, MathLib.multiply(depth_factor, 35)))
            
            // Shimmering Moon Reflection on water surface
            if dist_moon_refl < MathLib.add(moon_r, MathLib.multiply(ripple, 2.0)) {
                let refl_intensity = MathLib.exp(MathLib.subtract(0, MathLib.divide(dist_moon_refl, 15.0)))
                r_val = MathLib.round(MathLib.add(r_val, MathLib.multiply(refl_intensity, 180)))
                g_val = MathLib.round(MathLib.add(g_val, MathLib.multiply(refl_intensity, 180)))
                b_val = MathLib.round(MathLib.add(b_val, MathLib.multiply(refl_intensity, 200)))
            }
            
            // Water surface highlights
            let wave_line = MathLib.abs(MathLib.sin(MathLib.multiply(fy, 0.8)))
            if wave_line > 0.92 {
                r_val = MathLib.add(r_val, 30)
                g_val = MathLib.add(g_val, 40)
                b_val = MathLib.add(b_val, 50)
            }
        }
        
        // Clamp final channel outputs
        r_val = MathLib.clamp(r_val, 0, 255)
        g_val = MathLib.clamp(g_val, 0, 255)
        b_val = MathLib.clamp(b_val, 0, 255)
        
        let pixel_color = "rgb(" + str(r_val) + ", " + str(g_val) + ", " + str(b_val) + ")"
        Draw.pixel(x, y, pixel_color)
        
        x = x + 1
    }
    
    if MathLib.mod(y, 64) == 0 {
        print color("  Progress: " + str(MathLib.round((y / size) * 100)) + "% rendered...", "green")
    }
    y = y + 1
}

frenchpress

1h

oh hell nah we got hackers

CutiePieHole

1h

Theres actually a really giant community of people who love abusing animals cats and monkies and people buy it online .

CutiePieHole

1h

I understand it all

Tuneout

1h

am i one of them?

Tuneout

1h

if u were to make physicals this would make a great insert or backside of the vinyl or something along those lines

THE REAL HORIZON

1h

this is what a year+ inside does to a man

THE REAL HORIZON

1h

stop leaking my ideas!

UncMC

1h

Yep

EchiRodrigo

1h

bros posting code itt STRETCHING THE DAMN THREAD

THE REAL HORIZON

1h

I work at a restaurant and we had a bathroom anyone could use regardless of if they were a customer or not. Pretty lenient system.

This one homeless guy who frequents the area comes in to use it occasionally. And usually it’s no problem.

This morning however, he came in and was on there for like 10-15 minutes and then came out and requested a mop. I shrugged my shoulders and gave it to him, because I just assumed it was piss on the ground and he missed and was trying wipe it up or something. After he left, one of my employees went to go check the bathroom after how long he was in it and almost passed out. Here’s the graphic part, so skip it if you can’t handle graphic details.

This man had explosive diarrhea and popped a hemorrhoid while he was on the toliet, leaking blood and s*** everywhere. I’m taking s*** on the walls. He half assed a clean up job with the blood so most of it was gone or in the trash, but you could still see the blood on tissue, paper towels and remenants of it not wipped properly on the floor.

And I was the one who had to clean it up. Double masked, double gloves, bleach and about an hour and a half of cleanup. Now nobody but employees will be allowed in the bathroom.

Bruuiisees

1h

You will occasionally say things that confuse me

CutiePieHole

1h

not sure what u are getitng at. But im sure that would make me happy if it makes you happy

UncMC

1h

It’s a skill
Could get paid well using it

THE REAL HORIZON

1h

I work at a restaurant and we had a bathroom anyone could use regardless of if they were a customer or not. Pretty lenient system.

This one homeless guy who frequents the area comes in to use it occasionally. And usually it’s no problem.

This morning however, he came in and was on there for like 10-15 minutes and then came out and requested a mop. I shrugged my shoulders and gave it to him, because I just assumed it was piss on the ground and he missed and was trying wipe it up or something. After he left, one of my employees went to go check the bathroom after how long he was in it and almost passed out. Here’s the graphic part, so skip it if you can’t handle graphic details.

This man had explosive diarrhea and popped a hemorrhoid while he was on the toliet, leaking blood and s*** everywhere. I’m taking s*** on the walls. He half assed a clean up job with the blood so most of it was gone or in the trash, but you could still see the blood on tissue, paper towels and remenants of it not wipped properly on the floor.

And I was the one who had to clean it up. Double masked, double gloves, bleach and about an hour and a half of cleanup. Now nobody but employees will be allowed in the bathroom.