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[ { "content": "Please think step by step, the reasoning process MUST BE enclosed within <think> </think> tags. After carefully thinking ,provide the SVG code for the task in a ```svg code block. Task: Can you add some dust clouds behind them?", "role": "user" } ]
code_generation
{ "ground_truth": 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"style": "rule" }
{ "index": 0, "selected_browser_log": "Console log:\n\n[]\n\nPage errors:\n\n[]", "selected_code": "\n<svg width=\"100%\" height=\"100%\" viewBox=\"0 0 800 600\" preserveAspectRatio=\"xMidYMid meet\">\n <!-- Background -->\n <rect width=\"100%\" height=\"100%\" fill=\"#87CEEB\"/>\n \n <!-- Floor -->\n <rect x=\"0\" y=\"480\" width=\"800\" height=\"120\" fill=\"#8B4513\"/>\n <rect x=\"0\" y=\"480\" width=\"800\" height=\"10\" fill=\"#A0522D\"/>\n \n <!-- Floor pattern -->\n <g fill=\"#7A3E0D\">\n <rect x=\"0\" y=\"500\" width=\"100\" height=\"80\"/>\n <rect x=\"200\" y=\"500\" width=\"100\" height=\"80\"/>\n <rect x=\"400\" y=\"500\" width=\"100\" height=\"80\"/>\n <rect x=\"600\" y=\"500\" width=\"100\" height=\"80\"/>\n </g>\n \n <!-- Large dust clouds behind Jerry (far left) -->\n <g fill=\"#C9B99A\" opacity=\"0.5\">\n <circle cx=\"20\" cy=\"450\" r=\"35\"/>\n <circle cx=\"50\" cy=\"430\" r=\"28\"/>\n <circle cx=\"10\" cy=\"470\" r=\"30\"/>\n <circle cx=\"60\" cy=\"465\" r=\"25\"/>\n <circle cx=\"40\" cy=\"485\" r=\"22\"/>\n </g>\n \n <g fill=\"#D4C4A8\" opacity=\"0.6\">\n <circle cx=\"70\" cy=\"440\" r=\"30\"/>\n <circle cx=\"95\" cy=\"455\" r=\"35\"/>\n <circle cx=\"80\" cy=\"475\" r=\"28\"/>\n <circle cx=\"110\" cy=\"435\" r=\"22\"/>\n <circle cx=\"55\" cy=\"460\" r=\"20\"/>\n </g>\n \n <!-- Medium dust clouds trailing -->\n <g fill=\"#DED4C0\" opacity=\"0.7\">\n <circle cx=\"130\" cy=\"445\" r=\"28\"/>\n <circle cx=\"150\" cy=\"465\" r=\"32\"/>\n <circle cx=\"120\" cy=\"475\" r=\"25\"/>\n <circle cx=\"160\" cy=\"440\" r=\"20\"/>\n <circle cx=\"175\" cy=\"460\" r=\"26\"/>\n </g>\n \n <!-- Dust puffs near Jerry -->\n <g fill=\"#E8DFD0\" opacity=\"0.75\">\n <circle cx=\"200\" cy=\"455\" r=\"22\"/>\n <circle cx=\"220\" cy=\"470\" r=\"28\"/>\n <circle cx=\"190\" cy=\"475\" r=\"20\"/>\n <circle cx=\"230\" cy=\"450\" r=\"18\"/>\n </g>\n \n <!-- Dust clouds between Tom and Jerry -->\n <g fill=\"#D9CFC0\" opacity=\"0.6\">\n <circle cx=\"280\" cy=\"460\" r=\"25\"/>\n <circle cx=\"310\" cy=\"475\" r=\"30\"/>\n <circle cx=\"340\" cy=\"465\" r=\"22\"/>\n <circle cx=\"295\" cy=\"480\" r=\"18\"/>\n <circle cx=\"360\" cy=\"478\" r=\"20\"/>\n </g>\n \n <!-- Dust clouds behind Tom -->\n <g fill=\"#E0D6C8\" opacity=\"0.65\">\n <circle cx=\"400\" cy=\"455\" r=\"28\"/>\n <circle cx=\"430\" cy=\"470\" r=\"32\"/>\n <circle cx=\"380\" cy=\"475\" r=\"24\"/>\n <circle cx=\"450\" cy=\"460\" r=\"22\"/>\n <circle cx=\"415\" cy=\"485\" r=\"20\"/>\n </g>\n \n <!-- Small dust puffs near Tom's feet -->\n <g fill=\"#EBE3D8\" opacity=\"0.8\">\n <circle cx=\"480\" cy=\"465\" r=\"18\"/>\n <circle cx=\"500\" cy=\"478\" r=\"22\"/>\n <circle cx=\"465\" cy=\"480\" r=\"15\"/>\n <circle cx=\"520\" cy=\"470\" r=\"16\"/>\n </g>\n \n <!-- Motion lines behind Tom -->\n <g stroke=\"#FFD700\" stroke-width=\"3\" stroke-linecap=\"round\" opacity=\"0.7\">\n <line x1=\"350\" y1=\"300\" x2=\"420\" y2=\"300\"/>\n <line x1=\"360\" y1=\"340\" x2=\"430\" y2=\"340\"/>\n <line x1=\"355\" y1=\"380\" x2=\"425\" y2=\"380\"/>\n <line x1=\"350\" y1=\"420\" x2=\"420\" y2=\"420\"/>\n </g>\n \n <!-- TOM (scared, running right) -->\n <g transform=\"translate(480, 280)\">\n <!-- Tail -->\n <path d=\"M-60 100 Q-100 80 -120 120 Q-140 160 -110 180\" fill=\"none\" stroke=\"#6B7B8C\" stroke-width=\"12\" stroke-linecap=\"round\"/>\n \n <!-- Back leg -->\n <ellipse cx=\"-30\" cy=\"150\" rx=\"20\" ry=\"35\" fill=\"#6B7B8C\"/>\n <ellipse cx=\"-35\" cy=\"185\" rx=\"18\" ry=\"12\" fill=\"#6B7B8C\"/>\n \n <!-- Body -->\n <ellipse cx=\"0\" cy=\"100\" rx=\"70\" ry=\"55\" fill=\"#8899AA\"/>\n \n <!-- White belly -->\n <ellipse cx=\"10\" cy=\"110\" rx=\"40\" ry=\"35\" fill=\"#E8E8E8\"/>\n \n <!-- Front leg (running) -->\n <ellipse cx=\"50\" cy=\"140\" rx=\"15\" ry=\"40\" fill=\"#8899AA\"/>\n <ellipse cx=\"55\" cy=\"180\" rx=\"15\" ry=\"10\" fill=\"#8899AA\"/>\n \n <!-- Other front leg (stretched forward) -->\n <ellipse cx=\"80\" cy=\"120\" rx=\"12\" ry=\"35\" fill=\"#6B7B8C\" transform=\"rotate(30 80 120)\"/>\n <ellipse cx=\"100\" cy=\"145\" rx=\"12\" ry=\"10\" fill=\"#6B7B8C\"/>\n \n <!-- Head -->\n <ellipse cx=\"60\" cy=\"30\" rx=\"50\" ry=\"45\" fill=\"#8899AA\"/>\n \n <!-- Inner ears -->\n <ellipse cx=\"30\" cy=\"-25\" rx=\"15\" ry=\"25\" fill=\"#8899AA\"/>\n <ellipse cx=\"30\" cy=\"-20\" rx=\"8\" ry=\"15\" fill=\"#FFB6C1\"/>\n <ellipse cx=\"80\" cy=\"-20\" rx=\"15\" ry=\"25\" fill=\"#8899AA\"/>\n <ellipse cx=\"80\" cy=\"-15\" rx=\"8\" ry=\"15\" fill=\"#FFB6C1\"/>\n \n <!-- Face - looking back scared -->\n <ellipse cx=\"45\" cy=\"25\" rx=\"30\" ry=\"25\" fill=\"#E8E8E8\"/>\n \n <!-- Eyes (wide with fear) -->\n <ellipse cx=\"35\" cy=\"15\" rx=\"12\" ry=\"15\" fill=\"white\"/>\n <ellipse cx=\"60\" cy=\"15\" rx=\"12\" ry=\"15\" fill=\"white\"/>\n <circle cx=\"38\" cy=\"18\" r=\"6\" fill=\"black\"/>\n <circle cx=\"63\" cy=\"18\" r=\"6\" fill=\"black\"/>\n <circle cx=\"36\" cy=\"16\" r=\"2\" fill=\"white\"/>\n <circle cx=\"61\" cy=\"16\" r=\"2\" fill=\"white\"/>\n \n <!-- Eyebrows (worried) -->\n <path d=\"M25 0 Q35 -5 45 5\" fill=\"none\" stroke=\"#4A5568\" stroke-width=\"3\"/>\n <path d=\"M55 5 Q65 -5 75 0\" fill=\"none\" stroke=\"#4A5568\" stroke-width=\"3\"/>\n \n <!-- Nose -->\n <ellipse cx=\"48\" cy=\"35\" rx=\"8\" ry=\"6\" fill=\"#FFB6C1\"/>\n \n <!-- Mouth (scared open) -->\n <path d=\"M35 50 Q48 70 65 50\" fill=\"#8B0000\" stroke=\"#4A5568\" stroke-width=\"2\"/>\n <path d=\"M40 55 L42 48 L46 55 L50 48 L54 55 L58 48 L60 55\" fill=\"white\"/>\n \n <!-- Whiskers -->\n <g stroke=\"#4A5568\" stroke-width=\"1.5\">\n <line x1=\"20\" y1=\"35\" x2=\"-5\" y2=\"30\"/>\n <line x1=\"20\" y1=\"40\" x2=\"-5\" y2=\"42\"/>\n <line x1=\"75\" y1=\"35\" x2=\"100\" y2=\"30\"/>\n <line x1=\"75\" y1=\"40\" x2=\"100\" y2=\"42\"/>\n </g>\n \n <!-- Sweat drops -->\n <ellipse cx=\"100\" cy=\"0\" rx=\"5\" ry=\"8\" fill=\"#87CEEB\"/>\n <ellipse cx=\"115\" cy=\"20\" rx=\"4\" ry=\"6\" fill=\"#87CEEB\"/>\n </g>\n \n <!-- JERRY (angry, chasing) -->\n <g transform=\"translate(180, 380)\">\n <!-- Tail -->\n <path d=\"M-20 20 Q-60 0 -80 30 Q-100 60 -70 70\" fill=\"none\" stroke=\"#CD853F\" stroke-width=\"6\" stroke-linecap=\"round\"/>\n \n <!-- Back leg -->\n <ellipse cx=\"-10\" cy=\"55\" rx=\"12\" ry=\"20\" fill=\"#CD853F\"/>\n <ellipse cx=\"-15\" cy=\"75\" rx=\"12\" ry=\"6\" fill=\"#CD853F\"/>\n \n <!-- Body -->\n <ellipse cx=\"15\" cy=\"40\" rx=\"35\" ry=\"28\" fill=\"#D2956B\"/>\n \n <!-- Belly -->\n <ellipse cx=\"20\" cy=\"45\" rx=\"20\" ry=\"18\" fill=\"#FFE4C4\"/>\n \n <!-- Front leg (running) -->\n <ellipse cx=\"40\" cy=\"55\" rx=\"8\" ry=\"18\" fill=\"#D2956B\"/>\n <ellipse cx=\"45\" cy=\"72\" rx=\"8\" ry=\"5\" fill=\"#D2956B\"/>\n \n <!-- Other front leg -->\n <ellipse cx=\"55\" cy=\"45\" rx=\"7\" ry=\"15\" fill=\"#CD853F\" transform=\"rotate(20 55 45)\"/>\n <ellipse cx=\"65\" cy=\"58\" rx=\"7\" ry=\"4\" fill=\"#CD853F\"/>\n \n <!-- Head -->\n <ellipse cx=\"55\" cy=\"0\" rx=\"30\" ry=\"25\" fill=\"#D2956B\"/>\n \n <!-- Ears -->\n <circle cx=\"35\" cy=\"-20\" r=\"15\" fill=\"#D2956B\"/>\n <circle cx=\"35\" cy=\"-20\" r=\"9\" fill=\"#FFB6C1\"/>\n <circle cx=\"75\" cy=\"-15\" r=\"15\" fill=\"#D2956B\"/>\n <circle cx=\"75\" cy=\"-15\" r=\"9\" fill=\"#FFB6C1\"/>\n \n <!-- Face -->\n <ellipse cx=\"65\" cy=\"5\" rx=\"18\" ry=\"15\" fill=\"#FFE4C4\"/>\n \n <!-- Eyes (angry, determined) -->\n <ellipse cx=\"55\" cy=\"-2\" rx=\"8\" ry=\"9\" fill=\"white\"/>\n <ellipse cx=\"72\" cy=\"-2\" rx=\"8\" ry=\"9\" fill=\"white\"/>\n <circle cx=\"57\" cy=\"0\" r=\"4\" fill=\"black\"/>\n <circle cx=\"74\" cy=\"0\" r=\"4\" fill=\"black\"/>\n <circle cx=\"56\" cy=\"-1\" r=\"1.5\" fill=\"white\"/>\n <circle cx=\"73\" cy=\"-1\" r=\"1.5\" fill=\"white\"/>\n \n <!-- Angry eyebrows -->\n <path d=\"M48 -12 L62 -8\" stroke=\"#4A3728\" stroke-width=\"3\" stroke-linecap=\"round\"/>\n <path d=\"M66 -8 L80 -12\" stroke=\"#4A3728\" stroke-width=\"3\" stroke-linecap=\"round\"/>\n \n <!-- Nose -->\n <ellipse cx=\"68\" cy=\"8\" rx=\"5\" ry=\"4\" fill=\"#8B4513\"/>\n \n <!-- Mouth (determined grin) -->\n <path d=\"M58 15 Q68 22 78 15\" fill=\"none\" stroke=\"#4A3728\" stroke-width=\"2\"/>\n \n <!-- Whiskers -->\n <g stroke=\"#4A3728\" stroke-width=\"1\">\n <line x1=\"80\" y1=\"5\" x2=\"95\" y2=\"2\"/>\n <line x1=\"80\" y1=\"10\" x2=\"95\" y2=\"12\"/>\n <line x1=\"50\" y1=\"8\" x2=\"35\" y2=\"5\"/>\n <line x1=\"50\" y1=\"12\" x2=\"35\" y2=\"15\"/>\n </g>\n \n <!-- Frying pan in Jerry's hand -->\n <ellipse cx=\"90\" cy=\"30\" rx=\"25\" ry=\"20\" fill=\"#2F4F4F\"/>\n <ellipse cx=\"90\" cy=\"30\" rx=\"20\" ry=\"15\" fill=\"#3D5C5C\"/>\n <rect x=\"110\" y=\"25\" width=\"30\" height=\"8\" rx=\"2\" fill=\"#4A3728\"/>\n </g>\n \n <!-- Action burst lines -->\n <g stroke=\"#FF6347\" stroke-width=\"2\" opacity=\"0.6\">\n <line x1=\"130\" y1=\"350\" x2=\"100\" y2=\"340\"/>\n <line x1=\"130\" y1=\"380\" x2=\"95\" y2=\"380\"/>\n <line x1=\"130\" y1=\"410\" x2=\"100\" y2=\"420\"/>\n </g>\n \n <!-- Rising dust puffs (animated feel) -->\n <g fill=\"#D2C4B0\" opacity=\"0.5\">\n <circle cx=\"160\" cy=\"420\" r=\"12\"/>\n <circle cx=\"250\" cy=\"410\" r=\"10\"/>\n <circle cx=\"350\" cy=\"415\" r=\"14\"/>\n <circle cx=\"440\" cy=\"405\" r=\"11\"/>\n </g>\n \n <!-- Small floating dust particles -->\n <g fill=\"#C4B8A0\" opacity=\"0.4\">\n <circle cx=\"100\" cy=\"400\" r=\"5\"/>\n <circle cx=\"180\" cy=\"390\" r=\"4\"/>\n <circle cx=\"260\" cy=\"395\" r=\"6\"/>\n <circle cx=\"330\" cy=\"385\" r=\"5\"/>\n <circle cx=\"400\" cy=\"390\" r=\"4\"/>\n <circle cx=\"470\" cy=\"395\" r=\"5\"/>\n </g>\n \n <!-- \"HELP!\" text bubble from Tom -->\n <g transform=\"translate(580, 150)\">\n <ellipse cx=\"0\" cy=\"0\" rx=\"55\" ry=\"35\" fill=\"white\" stroke=\"#333\" stroke-width=\"2\"/>\n <polygon points=\"-20,30 -10,50 0,32\" fill=\"white\" stroke=\"#333\" stroke-width=\"2\"/>\n <polygon points=\"-18,30 -10,45 -2,32\" fill=\"white\"/>\n <text x=\"0\" y=\"8\" text-anchor=\"middle\" font-family=\"Comic Sans MS, cursive\" font-size=\"20\" font-weight=\"bold\" fill=\"#FF0000\">HELP!</text>\n </g>\n</svg>\n", "selected_model": "Claude Opus 4.5 (Thinking)", "split": "train", "task": "Can you add some dust clouds behind them?" }
yupp-svg-20251204_rendered
[ { "content": "Please think step by step, the reasoning process MUST BE enclosed within <think> </think> tags. After carefully thinking ,provide the SVG code for the task in a ```svg code block. Task: Render a soccer ball in the green field with a goalkeeper on both sides as an SVG", "role": "user" } ]
code_generation
{ "ground_truth": 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", "style": "rule" }
{ "index": 1, "selected_browser_log": "Console log:\n\n[]\n\nPage errors:\n\n[]", "selected_code": "\n<svg width=\"100%\" height=\"100%\" viewBox=\"0 0 800 600\" preserveAspectRatio=\"xMidYMid meet\" xmlns=\"http://www.w3.org/2000/svg\">\n <!-- Sky background -->\n <rect x=\"0\" y=\"0\" width=\"800\" height=\"150\" fill=\"#87CEEB\"/>\n \n <!-- Green field -->\n <rect x=\"0\" y=\"150\" width=\"800\" height=\"450\" fill=\"#2E8B2E\"/>\n \n <!-- Field stripes -->\n <rect x=\"0\" y=\"150\" width=\"100\" height=\"450\" fill=\"#3A9D3A\"/>\n <rect x=\"200\" y=\"150\" width=\"100\" height=\"450\" fill=\"#3A9D3A\"/>\n <rect x=\"400\" y=\"150\" width=\"100\" height=\"450\" fill=\"#3A9D3A\"/>\n <rect x=\"600\" y=\"150\" width=\"100\" height=\"450\" fill=\"#3A9D3A\"/>\n \n <!-- Field boundary lines -->\n <rect x=\"40\" y=\"180\" width=\"720\" height=\"400\" fill=\"none\" stroke=\"white\" stroke-width=\"3\"/>\n \n <!-- Center line -->\n <line x1=\"400\" y1=\"180\" x2=\"400\" y2=\"580\" stroke=\"white\" stroke-width=\"3\"/>\n \n <!-- Center circle -->\n <circle cx=\"400\" cy=\"380\" r=\"60\" fill=\"none\" stroke=\"white\" stroke-width=\"3\"/>\n <circle cx=\"400\" cy=\"380\" r=\"5\" fill=\"white\"/>\n \n <!-- Left penalty area -->\n <rect x=\"40\" y=\"280\" width=\"100\" height=\"200\" fill=\"none\" stroke=\"white\" stroke-width=\"3\"/>\n <rect x=\"40\" y=\"330\" width=\"40\" height=\"100\" fill=\"none\" stroke=\"white\" stroke-width=\"3\"/>\n \n <!-- Right penalty area -->\n <rect x=\"660\" y=\"280\" width=\"100\" height=\"200\" fill=\"none\" stroke=\"white\" stroke-width=\"3\"/>\n <rect x=\"720\" y=\"330\" width=\"40\" height=\"100\" fill=\"none\" stroke=\"white\" stroke-width=\"3\"/>\n \n <!-- Left goal -->\n <rect x=\"20\" y=\"330\" width=\"20\" height=\"100\" fill=\"none\" stroke=\"white\" stroke-width=\"4\"/>\n <rect x=\"20\" y=\"330\" width=\"20\" height=\"100\" fill=\"rgba(255,255,255,0.2)\"/>\n <!-- Goal net pattern -->\n <g stroke=\"rgba(255,255,255,0.5)\" stroke-width=\"1\">\n <line x1=\"20\" y1=\"340\" x2=\"40\" y2=\"340\"/>\n <line x1=\"20\" y1=\"360\" x2=\"40\" y2=\"360\"/>\n <line x1=\"20\" y1=\"380\" x2=\"40\" y2=\"380\"/>\n <line x1=\"20\" y1=\"400\" x2=\"40\" y2=\"400\"/>\n <line x1=\"20\" y1=\"420\" x2=\"40\" y2=\"420\"/>\n <line x1=\"30\" y1=\"330\" x2=\"30\" y2=\"430\"/>\n </g>\n \n <!-- Right goal -->\n <rect x=\"760\" y=\"330\" width=\"20\" height=\"100\" fill=\"none\" stroke=\"white\" stroke-width=\"4\"/>\n <rect x=\"760\" y=\"330\" width=\"20\" height=\"100\" fill=\"rgba(255,255,255,0.2)\"/>\n <!-- Goal net pattern -->\n <g stroke=\"rgba(255,255,255,0.5)\" stroke-width=\"1\">\n <line x1=\"760\" y1=\"340\" x2=\"780\" y2=\"340\"/>\n <line x1=\"760\" y1=\"360\" x2=\"780\" y2=\"360\"/>\n <line x1=\"760\" y1=\"380\" x2=\"780\" y2=\"380\"/>\n <line x1=\"760\" y1=\"400\" x2=\"780\" y2=\"400\"/>\n <line x1=\"760\" y1=\"420\" x2=\"780\" y2=\"420\"/>\n <line x1=\"770\" y1=\"330\" x2=\"770\" y2=\"430\"/>\n </g>\n \n <!-- Left Goalkeeper -->\n <g transform=\"translate(80, 350)\">\n <!-- Body -->\n <rect x=\"-15\" y=\"10\" width=\"30\" height=\"40\" rx=\"5\" fill=\"#FF6B00\"/>\n <!-- Shorts -->\n <rect x=\"-12\" y=\"50\" width=\"24\" height=\"15\" fill=\"#1a1a1a\"/>\n <!-- Legs -->\n <rect x=\"-10\" y=\"65\" width=\"8\" height=\"25\" fill=\"#FFD5B5\"/>\n <rect x=\"2\" y=\"65\" width=\"8\" height=\"25\" fill=\"#FFD5B5\"/>\n <!-- Shoes -->\n <ellipse cx=\"-6\" cy=\"92\" rx=\"6\" ry=\"4\" fill=\"#1a1a1a\"/>\n <ellipse cx=\"6\" cy=\"92\" rx=\"6\" ry=\"4\" fill=\"#1a1a1a\"/>\n <!-- Head -->\n <circle cx=\"0\" cy=\"0\" r=\"15\" fill=\"#FFD5B5\"/>\n <!-- Hair -->\n <ellipse cx=\"0\" cy=\"-10\" rx=\"12\" ry=\"8\" fill=\"#4a3728\"/>\n <!-- Eyes -->\n <circle cx=\"-5\" cy=\"-2\" r=\"2\" fill=\"#1a1a1a\"/>\n <circle cx=\"5\" cy=\"-2\" r=\"2\" fill=\"#1a1a1a\"/>\n <!-- Gloves -->\n <ellipse cx=\"-25\" cy=\"30\" rx=\"8\" ry=\"6\" fill=\"#00FF00\"/>\n <ellipse cx=\"25\" cy=\"30\" rx=\"8\" ry=\"6\" fill=\"#00FF00\"/>\n <!-- Arms -->\n <line x1=\"-15\" y1=\"20\" x2=\"-25\" y2=\"30\" stroke=\"#FF6B00\" stroke-width=\"8\" stroke-linecap=\"round\"/>\n <line x1=\"15\" y1=\"20\" x2=\"25\" y2=\"30\" stroke=\"#FF6B00\" stroke-width=\"8\" stroke-linecap=\"round\"/>\n </g>\n \n <!-- Right Goalkeeper -->\n <g transform=\"translate(720, 350)\">\n <!-- Body -->\n <rect x=\"-15\" y=\"10\" width=\"30\" height=\"40\" rx=\"5\" fill=\"#0066CC\"/>\n <!-- Shorts -->\n <rect x=\"-12\" y=\"50\" width=\"24\" height=\"15\" fill=\"#1a1a1a\"/>\n <!-- Legs -->\n <rect x=\"-10\" y=\"65\" width=\"8\" height=\"25\" fill=\"#8B6914\"/>\n <rect x=\"2\" y=\"65\" width=\"8\" height=\"25\" fill=\"#8B6914\"/>\n <!-- Shoes -->\n <ellipse cx=\"-6\" cy=\"92\" rx=\"6\" ry=\"4\" fill=\"#1a1a1a\"/>\n <ellipse cx=\"6\" cy=\"92\" rx=\"6\" ry=\"4\" fill=\"#1a1a1a\"/>\n <!-- Head -->\n <circle cx=\"0\" cy=\"0\" r=\"15\" fill=\"#8B6914\"/>\n <!-- Hair -->\n <ellipse cx=\"0\" cy=\"-10\" rx=\"12\" ry=\"8\" fill=\"#1a1a1a\"/>\n <!-- Eyes -->\n <circle cx=\"-5\" cy=\"-2\" r=\"2\" fill=\"#1a1a1a\"/>\n <circle cx=\"5\" cy=\"-2\" r=\"2\" fill=\"#1a1a1a\"/>\n <!-- Gloves -->\n <ellipse cx=\"-25\" cy=\"30\" rx=\"8\" ry=\"6\" fill=\"#FFFF00\"/>\n <ellipse cx=\"25\" cy=\"30\" rx=\"8\" ry=\"6\" fill=\"#FFFF00\"/>\n <!-- Arms -->\n <line x1=\"-15\" y1=\"20\" x2=\"-25\" y2=\"30\" stroke=\"#0066CC\" stroke-width=\"8\" stroke-linecap=\"round\"/>\n <line x1=\"15\" y1=\"20\" x2=\"25\" y2=\"30\" stroke=\"#0066CC\" stroke-width=\"8\" stroke-linecap=\"round\"/>\n </g>\n \n <!-- Soccer Ball -->\n <g transform=\"translate(400, 380)\">\n <!-- Ball base -->\n <circle cx=\"0\" cy=\"0\" r=\"25\" fill=\"white\" stroke=\"#333\" stroke-width=\"2\"/>\n <!-- Pentagon patches -->\n <polygon points=\"0,-10 -9,-3 -6,8 6,8 9,-3\" fill=\"#1a1a1a\"/>\n <polygon points=\"0,-25 -5,-18 5,-18\" fill=\"#1a1a1a\"/>\n <polygon points=\"-23,-8 -18,-3 -15,-12\" fill=\"#1a1a1a\"/>\n <polygon points=\"23,-8 18,-3 15,-12\" fill=\"#1a1a1a\"/>\n <polygon points=\"-14,20 -8,15 -12,10\" fill=\"#1a1a1a\"/>\n <polygon points=\"14,20 8,15 12,10\" fill=\"#1a1a1a\"/>\n <!-- Ball highlight -->\n <ellipse cx=\"-8\" cy=\"-8\" rx=\"6\" ry=\"4\" fill=\"rgba(255,255,255,0.6)\" transform=\"rotate(-45)\"/>\n </g>\n \n <!-- Sun -->\n <circle cx=\"700\" cy=\"60\" r=\"40\" fill=\"#FFD700\"/>\n <g stroke=\"#FFD700\" stroke-width=\"3\">\n <line x1=\"700\" y1=\"10\" x2=\"700\" y2=\"-5\"/>\n <line x1=\"700\" y1=\"110\" x2=\"700\" y2=\"125\"/>\n <line x1=\"650\" y1=\"60\" x2=\"635\" y2=\"60\"/>\n <line x1=\"750\" y1=\"60\" x2=\"765\" y2=\"60\"/>\n <line x1=\"665\" y1=\"25\" x2=\"655\" y2=\"15\"/>\n <line x1=\"735\" y1=\"95\" x2=\"745\" y2=\"105\"/>\n <line x1=\"735\" y1=\"25\" x2=\"745\" y2=\"15\"/>\n <line x1=\"665\" y1=\"95\" x2=\"655\" y2=\"105\"/>\n </g>\n \n <!-- Clouds -->\n <g fill=\"white\">\n <ellipse cx=\"150\" cy=\"60\" rx=\"40\" ry=\"25\"/>\n <ellipse cx=\"120\" cy=\"70\" rx=\"30\" ry=\"20\"/>\n <ellipse cx=\"180\" cy=\"70\" rx=\"30\" ry=\"20\"/>\n \n <ellipse cx=\"400\" cy=\"50\" rx=\"35\" ry=\"20\"/>\n <ellipse cx=\"375\" cy=\"58\" rx=\"25\" ry=\"15\"/>\n <ellipse cx=\"425\" cy=\"58\" rx=\"25\" ry=\"15\"/>\n </g>\n</svg>\n", "selected_model": "Claude Opus 4.5 (Thinking)", "split": "train", "task": "Render a soccer ball in the green field with a goalkeeper on both sides as an SVG" }
yupp-svg-20251204_rendered
[{"content":"Please think step by step, the reasoning process MUST BE enclosed within <think> </thin(...TRUNCATED)
code_generation
{"ground_truth":"iVBORw0KGgoAAAANSUhEUgAABAAAAAMACAIAAAA12IJaAAAQAElEQVR4nOz9B5gkx3Xni56sqq7urjYzPQ5(...TRUNCATED)
{"index":2,"selected_browser_log":"Console log:\n\n[]\n\nPage errors:\n\n[]","selected_code":"\n<svg(...TRUNCATED)
yupp-svg-20251204_rendered
[{"content":"Please think step by step, the reasoning process MUST BE enclosed within <think> </thin(...TRUNCATED)
code_generation
{"ground_truth":"iVBORw0KGgoAAAANSUhEUgAABAAAAAMACAIAAAA12IJaAAAQAElEQVR4nOzdCZxsV30f+FNr72/ftAshCSE(...TRUNCATED)
{"index":3,"selected_browser_log":"Console log:\n\n[]\n\nPage errors:\n\n[]","selected_code":"\n<svg(...TRUNCATED)
yupp-svg-20251204_rendered
[{"content":"Please think step by step, the reasoning process MUST BE enclosed within <think> </thin(...TRUNCATED)
code_generation
{"ground_truth":"iVBORw0KGgoAAAANSUhEUgAABAAAAAMACAIAAAA12IJaAAAQAElEQVR4nOydB3wjxdXAZ4t6ce/d13vlChy(...TRUNCATED)
{"index":4,"selected_browser_log":"Console log:\n\n[]\n\nPage errors:\n\n[]","selected_code":"\n<svg(...TRUNCATED)
yupp-svg-20251204_rendered
[{"content":"Please think step by step, the reasoning process MUST BE enclosed within <think> </thin(...TRUNCATED)
code_generation
{"ground_truth":"iVBORw0KGgoAAAANSUhEUgAABAAAAAMACAIAAAA12IJaAAAQAElEQVR4nOz9iZrjSJKtCR4FN9t9icjIyIz(...TRUNCATED)
{"index":5,"selected_browser_log":"Console log:\n\n[]\n\nPage errors:\n\n[]","selected_code":"\n<svg(...TRUNCATED)
yupp-svg-20251204_rendered
[{"content":"Please think step by step, the reasoning process MUST BE enclosed within <think> </thin(...TRUNCATED)
code_generation
{"ground_truth":"iVBORw0KGgoAAAANSUhEUgAABAAAAAMACAIAAAA12IJaAAAQAElEQVR4nOz9B5ws2VkejJ9T3ZPvzM1p791(...TRUNCATED)
{"index":6,"selected_browser_log":"Console log:\n\n[]\n\nPage errors:\n\n[]","selected_code":"\n<svg(...TRUNCATED)
yupp-svg-20251204_rendered
[{"content":"Please think step by step, the reasoning process MUST BE enclosed within <think> </thin(...TRUNCATED)
code_generation
{"ground_truth":"iVBORw0KGgoAAAANSUhEUgAABAAAAAMACAIAAAA12IJaAAAQAElEQVR4nOzd+ZMkSXbY9+cRWWdX9/RMz7E(...TRUNCATED)
{"index":7,"selected_browser_log":"Console log:\n\n[]\n\nPage errors:\n\n[]","selected_code":"\n<svg(...TRUNCATED)
yupp-svg-20251204_rendered
[{"content":"Please think step by step, the reasoning process MUST BE enclosed within <think> </thin(...TRUNCATED)
code_generation
{"ground_truth":"iVBORw0KGgoAAAANSUhEUgAABAAAAAMACAIAAAA12IJaAAAQAElEQVR4nOzdd3wUVfc/8EMKpCckdEIRUIo(...TRUNCATED)
{"index":8,"selected_browser_log":"Console log:\n\n[]\n\nPage errors:\n\n[]","selected_code":"\n<svg(...TRUNCATED)
yupp-svg-20251204_rendered
[{"content":"Please think step by step, the reasoning process MUST BE enclosed within <think> </thin(...TRUNCATED)
code_generation
{"ground_truth":"iVBORw0KGgoAAAANSUhEUgAABAAAAAMACAIAAAA12IJaAAAQAElEQVR4nOx9B5wkR3V+dffkzfFu9/KddLq(...TRUNCATED)
{"index":9,"selected_browser_log":"Console log:\n\n[{\"type\": \"error\", \"text\": \"Error: <rect> (...TRUNCATED)
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