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labArcee AI qwen3-vl:32b · local Clear all

a pelican riding a bicycle

Arcee AI: Trinity Large Thinking · 7s

Jul 24, 2026 · @pelo

element" and to make it self-contained. The example in the instructions had a viewBox, so maybe no background needed unless necessary for context. Wait, the main subject is the pelican on the bike. Let me plan each part: 1. Bicycle: two wheels (circles), frame (lines or polylines), handlebars, seat. 2. Pelican: body as an ellipse, large beak as a curved path, wings as triangles maybe. The pelican's beak should hook downward—so the beak is a shape that starts at the head and curves down. Maybe two lines forming the beak with a slight curve. Wings: since it's sitting on the bike, one wing might be tucked in, but maybe just one visible wing. A triangle for the wing. For the bicycle, the wheels are circles. The front wheel is slightly turned? Or straight. Maybe the handlebars are curved up. Let me outline the order: - Background (if any) first: maybe a light blue sky with some clouds. But if not necessary, skip it. Wait, the user didn't specify background. So just focus on the pelican and bike. But to make it recognizable, maybe add some simple background like grass or ground. Let me check the example in the problem statement. The previous examples had a background, but the instructions say "build from clean vector shapes". Maybe better to have a minimal background for context. So: 1. Draw the ground (a horizontal line or rectangle at the bottom). 2. Then the bicycle. 3. The pelican on top of it. Wait, order is back-to-front: so ground first, then bike, then pelican. The pelican's beak should hook downward—so a curved path that starts from the head and goes down, forming a hook shape. Let me sketch mentally: - Bicycle frame: connecting front wheel to seat to back wheel. A polygon for the frame. - Handlebars as two lines with circles at ends. - Pedals could be small circles on the crank arms. - The pelican's body is an ellipse (body), then head (another oval or circle). Beak as a path that curves down. For the beak: maybe a single curved line from the top of the head, curving downward. So using with M, C commands for smooth curves. Let me think about colors: - Pelican is white body, orange beak. - Bicycle: black frame, wheels with spokes (maybe just 4 spokes per wheel? Or simpler, no spokes). Wait, the user says "add spokes? yes" or no. The example in the problem's planning step might have said "small fish in basket? no". So maybe for simplicity, the wheels are just circles without spokes, unless necessary. The instruction says to draw it recognizably and with character. So the bicycle should look like a bike, so maybe two circles (wheels), frame as lines. Spokes might not be necessary but could add detail. Let me consider: - Wheels: two for rims, then 4 or 6 spokes as lines between center and rim. - Handlebars: two curved lines with small circles at the ends. Pelican: - Body: ellipse (x,y,radii) - Head: a smaller circle on top of body - Beak: path that hooks down. So M x1 y1 C ... to form a curve. - Wing: maybe a triangle on one side, like points. Let's try to outline coordinates: Assume viewBox is 400x300 for simplicity. Ground: rectangle at the bottom (y=250 to 300). Bicycle wheels: front wheel at x=100, y=220; back wheel at x=300, y=220. But need to adjust so that the bike is positioned properly. Wait, maybe the bike is centered in the viewbox. Let me set: - Front wheel center: (x= 200 - something), but perhaps better to think of the bike spanning from left to right. Hmm. Let's get a rough sketch: - The bike frame connects the seat at x=250, y=180 to front wheel (x= 200, y=220) and back wheel (x=300, y=220). So it's a triangle-like shape. Alternatively, standard bike: top tube from handlebars to seat, then the rest. Maybe better to have: - Front wheel at x=150, y= 240 - Back wheel at x=350, y=240 But need to adjust for proportions. Let's see. Alternatively, let's set the bike's main parts: - Two circles (wheels) of radius 40 each. - The seat is a small oval above the back wheel. - Handlebars on the front wheel. Let me plan: 1. Ground: (a green ground strip) 2. Bicycle: - Front wheel: circle at (x=150, y=240), radius 40 - Back wheel: circle at (x=300, y=240), radius 40 - Spokes: for each wheel, four lines from center to the rim. But maybe only two spokes per side? Or none. Wait, but to keep it simple, perhaps omit spokes. Just use a solid color circle for wheels (with stroke). Wait, but the instruction says "build the picture from clean vector shapes", so using circles as wheels without spokes might be acceptable. But the user's example in planning step: "add spokes? yes" or no. The assistant in that case had to decide. Here, maybe include a few spokes for detail but not too many. Let's do 4 spokes per wheel (so lines from center to edge at 0°, 90°, etc.) So front wheel: - Center at (150,240) - Spokes: line from (150,240) to (190,240), (150,280), (110,240), (150,200). But wait, the circle has radius 40, so the front wheel has a circle of r=40. So coordinates for rim points: - (150 + 40 cos(0°), 240 + 40 sin(0°)) = (190, 240) - Similarly for other angles. So maybe draw 8 spokes per wheel? But that's a lot. For simplicity, let's use four spokes: At 0°: (150+40, 240) → (190, 240) 90°: (150, 240-40) = (150, 200) 180°: (150-40, 240) = (110, 240) 270°: (150, 240+40) = (150, 280) So four spokes for each wheel. But the problem says to be meticulous but not overly detailed. Maybe just two spokes per side. Alternatively, maybe the wheels are solid and don't need spokes. The key is that it's a bike. So perhaps leave them as circles without spokes. Hmm. Let me check previous examples: the user in the example had "add spokes? yes", so they added them. So for this case, I should add some spokes to make it look like a bicycle wheel. So each wheel has 4 spokes (for simplicity). But maybe just two on each side. The problem says "with character"—so adding some details but not too much. Moving on: - Bike frame: from the front wheel to seat to back wheel. A polygon would work here. So lines connecting the handlebar's stem, to seat, and then to both wheels. - The handlebars: two curved lines at the top of the front wheel (so maybe a curve that goes up from the front wheel center). But how to draw the frame? Maybe: - From the seat position down to the back wheel. Let's assume the seat is at (250, 180), and it connects via straight line to the back wheel center. The top tube of the bike would go from seat to handlebars. So maybe a line from seat (250, 180) to (200, 190) for the stem, then handlebar arms curving out. This is getting complicated. Maybe better to use some simpler shapes. The goal is recognizability. Alternative approach: make the bike as minimal as possible. Two wheels, a connecting line between them (the frame), and a seat on top of the back wheel. Handlebars as two lines extending from the front wheel center. But handlebars should be above the front wheel. Let me think: - Front wheel center at x=150, y=240 The handlebars would come out of this point. So maybe two curved lines (as in a bike) that go up and left/right. But for simplicity, use a rectangle for the handlebar's stem. Wait, but using simple vector shapes: perhaps a single line for the top tube from seat to front wheel, and then the stem for the handlebars. Let me think of: - The back part (seat) is a small ellipse on the frame. The frame connects the two wheels through a horizontal line at the bottom, with a triangle shape on top. Alternatively, I can draw the bike's main structure as a polygon that forms the frame and seat. This might take time, but to keep it simple: - The two wheels: circles - The frame is made up of three lines: - From back wheel center (300, 240) to seat point (280, 150) - Then from seat to the front part (260, 190), which connects to handlebars. - Handlebar stems going up and out. But this is getting too complex. Let me look for a way to simplify the frame using polylines or polygons. Perhaps: - The bike's frame can be drawn as two lines: one from back wheel center (300,240) to seat (270, 160), and another line from seat to front wheel center (150, 240). But that would form a triangle shape. Then the top tube connects the front to seat. Wait, maybe: The frame is a polygon with points: (300, 240) [back wheel], (270, 160) [seat], (250, 180), (150, 240) [front wheel]. But not sure. Alternatively, the bike frame is a series of lines. For example: - The rear triangle: from back wheel center to seat to bottom bracket (but maybe overcomplicating). Given the time constraint, perhaps it's better to draw the main frame as two straight lines (from front to back wheel) and add a seat on top. Let me proceed with this approach. Now for the pelican: - Body: an ellipse. Let's say center at x= 200 (x-coordinate of bike seat), y around 180. Radius width 60, height 40. - Head: smaller circle above body. So head position at x=200+30 (so to the right), y=180-40 → (230, 140) - Beak: a curved path that starts from the head's left side, curves down and right. The beak needs to hook downward. So perhaps a path with a curve. Let's say the beak is a long shape that starts at the end of the head (230+ something), goes down. Wait, more accurately: the pelican's head is on the left side (as it faces forward). Wait, if the bike is going from left to right, then the pelican might face forward (so towards the right). So the pelican is sitting on the seat. The body should be facing the direction of motion. Assume the bike is moving to the right, so the pelican's head faces right. Head: - Head: a circle centered at x= 200 + 40 (if the body is at x=200), y=150. So center (240, 150). Beak starts from there, curving downward and to the left or right? Wait, pelicans' beaks are long, with a hook at the end. The beak's tip curves downwards, so it would have two parts: upper mandible and lower. But for simplicity, maybe model as a single curved path that hooks down. So M 250 140 C 270 160 280 190 270 210 L 240 200 Z ? Not sure. Maybe it's easier to draw the beak as two lines and a curve. But since we're using , let's use a quadratic or cubic Bézier curve for smoothness. Alternatively, think of the beak shape: - Start at (250, 140), then the curve goes down and right. The hook is downward. So the end point is lower than start. The curve should have a downward tip. So perhaps M 250 140 C 260 180, 270 200, 280 230 (but need to get the hook right). Alternatively: M 250 140 L 280 150 Q 290 170 270 230 Z. This might not be correct. Wait, I'm getting stuck here. Maybe a better way is to look for the shape: the beak is like a long triangle that curves at the end, with the bottom tip curving down. Alternatively, using two lines and an arc: - The upper part of the beak goes from the head in one line, then the lower part curves. But since time is limited, perhaps use a simple path. For example: The beak starts at (250, 140), moves to (290, 160) as the top, and the bottom is a curve from (250, 140) down. Alternatively, a single Bézier curve that forms a hook. Let's try: M 250 140 C 300 180 290 260 260 270 Z This would create a loop? Not sure. Maybe better to have the beak as a closed path. Alternatively, think of it as a long curved shape that starts at the head and ends with a hook downward. Let's proceed: - The pelican's body is an ellipse (x=180 250 for the main part), but maybe it's better to place it so the bike seat is in the middle. Maybe x=250, y=160 as center of body. Wait, let me reorganize: The bike seat: at position (250, 180). The pelican sits on it. So the bird's body should be a bit above and behind the seat? Or centered over it. Assume the pelican is sitting on the seat, so the body of the pelican covers the seat area. Body ellipse: x=240 y= 160 (center), width 80, height 50. So rx=40, ry=25. Head: a circle at x=260, y=140 (so to the right side of the body). Beak starts from head's front end: point (290, 130), then curves downward and left? Or right? Wait, if the pelican faces forward (to the right), then the beak should go towards the right. So: Head at (260,140). The beak starts from head's front end (270, 140), extends to the right as a curve that hooks downward. So M 270 140 C 285 150 290 170 285 200. Then L 260 180 Z — not sure. Maybe the beak is formed by two curves and a line? This is getting complicated. Let's keep it simple for now: draw the beak as a single Bézier curve that hooks down from the head. Let me try: M 270 140 C 300 160 295 200 280 210 L 260 200 Z But not sure. Maybe better to draw a rectangle for the beak with a curved edge, but it's hard. Alternatively, the beak as two lines: one line from head down and right, then another line to form the hook. For example: path d="M 265 130 L 290 140 L 285 170 L 275 180" — no, not a loop. Not sure. Given that I'm under time pressure (in the mind), perhaps use a simple path like: M 265 135 Q 290 165 275 215 This is a quadratic Bézier curve from start point, with control point at 290,165 and end at 275,215. But not sure if that's the right shape. Perhaps for the sake of time, I'll draw the beak as a simple curved path that hooks down: d="M 265 135 C 280 155, 275 190, 265 210 Z" But not sure. Alternatively, use two separate paths for upper and lower beak. But that might be too detailed. Let's proceed to code the SVG as: - Ground: a green rectangle at bottom. - Bicycle: two wheels (circles), with spokes if needed. - Frame lines connecting wheels via seat and top tube. - Handlebars on front wheel center, extending up. - Pelican body: ellipse at (250, 160) - Head: circle at (240, 140) — or adjusted so it's on the seat. - Beak as a curved path. Let me try to code this step by step: 1. for ground 2. Front wheel circle and back wheel circle. 3. Spokes (if any) 4. Frame lines: e.g., from (250, 180) [seat] to front and back wheels. 5. Handlebars: two lines from front wheel center, curving up. 6. Pelican body: 7. Head: 8. Beak path: M 280,150 ... to form a hook. Now let's set coordinates: - Ground rect from (0,260) to (400,300) - Front wheel center at (200, 240), radius=30 - Back wheel center at (300, 240), radius=30 For the frame: - The seat is between the two wheels. Let's say seat center is at (250, 180) - A line from (250, 180) to front wheel center: (200, 240). But maybe better a straight line for top tube. - A line from back wheel to seat. So frame as: - - But the frame of a bike is actually not straight from seat to wheels. The top tube and down tube are different. For simplicity, draw: - A horizontal line connecting front and back wheel centers: - Then a curved line or two lines up to the seat from there. But perhaps for simplicity: Top tube as line from (250, 180) to front wheel's top: but this is getting too complex. Alternative idea: The main frame of the bike is drawn with three lines: 1. A line connecting (250, 180) [seat] to back wheel (300,240) 2. A line from seat to front wheel center (200,240) This would form a V-shape for the frame. Then add a horizontal line between the wheels: . But in reality, that's the chainstays and seat tube. But to keep it simple: Frame lines as two lines from seat to each wheel (a V), then a horizontal line between wheels for the bottom part of frame. So: But the last line (between wheels) would be the chainstays. This makes sense. The seat is a small oval on top of that V, but in this case, we already have the "V" as part of the frame. Now handlebars: they are above front wheel center. So: - A line from front wheel center (200, 240) up to (180, 160), then left and right for the two bars. So: But maybe the handlebars are more like two curved lines. For simplicity, draw them as a rectangle at top of the stem. Alternatively, for simplicity: The handlebar is a horizontal line at (170, 160) and (230, 160), connected by a curve from front wheel center to that point. But this is getting complicated. For minimalism: two lines from the top of the stem (200, 240) up and out to form the handlebars. Now, adding spokes for the wheels: Each wheel has four spokes (as mentioned earlier). For each wheel: - The front wheel at (200, 240), r=30. - Spokes from center to rim points: (200+30*cos(0°)), (200 + 30*1.0, 240+0) = (230,240); similarly for others. But since we are using SVG and the wheel is a circle of radius=30, then the four spokes can be drawn as: but actually for 90 degrees: (200, 240-30) → (200, 210), etc. So four spokes: Similarly for the back wheel. Now, adding all these elements in order: - Ground first - Wheels and spokes (but ground is lower, then bike) Wait: ground at bottom (so background), then bike frame on top of it. The wheels are part of the bike. Let me outline the order: 1. Ground rectangle. 2. Bike wheels (as circles) with fill="black" for rims? 3. Spokes for each wheel. 4. Frame lines, handlebars 5. Pelican body and features So let's structure this way. Now, pelican body: ellipse at (250, 170), rx=40, ry=25 → so the seat is under it? The bird is sitting on the seat. So perhaps y=160 for the center of the body. Head circle: maybe centered at (270, 130) to face forward (to the right). Beak extending from there. The beak path: M 280 120 C 295 140 290 160 275 170 L 265 150 Z — not sure. Let's try a path that curves down and then left to form the hook. Perhaps: M 280 120 C 300 140, 290 180, 270 190 L 260 150 Z But this is a guess. Alternatively, I can draw it as two curves: the upper and lower part of the beak. Since I have to make it quick: The beak is drawn with Now, the pelican's body in white. The head is same color. Let me now code all this in SVG with correct order. I think I have a plan: - Background (ground) - Bicycle parts: wheels, spokes - Frame lines and handlebars - Pelican So let's code it.the pelican’s body should be an oval centered on the bike seat; the beak needs to hook downward with a smooth curve; add 4 spokes per wheel for detail but keep them simple. The ground as a green strip, bicycle frame lines from wheels to seat, handlebars curving up at front wheel. ```svg

a pelican riding a bicycle

qwen3-vl:32b · 23m 22s

Jul 24, 2026 · @pelo