{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d89263a2-a275-4c06-83fd-7e7eee0cb8b8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ea6025509a3e4956b5bdd00d5b58386d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading pipeline components...:   0%|          | 0/7 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5b80c4bb504b4cd3b03b58e3c49a14f9",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/196 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Unrecognized keys in `rope_parameters` for 'rope_type'='default': {'mrope_section', 'mrope_interleaved'}\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "fc2953bb3ec84b8fb5f6e0e0adb60184",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/310 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "SdxsPipeline {\n",
      "  \"_class_name\": \"SdxsPipeline\",\n",
      "  \"_diffusers_version\": \"0.36.0\",\n",
      "  \"_name_or_path\": \"/workspace/sdxs-1b\",\n",
      "  \"scheduler\": [\n",
      "    \"diffusers\",\n",
      "    \"FlowMatchEulerDiscreteScheduler\"\n",
      "  ],\n",
      "  \"text_encoder\": [\n",
      "    \"transformers\",\n",
      "    \"CLIPTextModel\"\n",
      "  ],\n",
      "  \"text_encoder2\": [\n",
      "    \"transformers\",\n",
      "    \"Qwen3ForCausalLM\"\n",
      "  ],\n",
      "  \"tokenizer\": [\n",
      "    \"transformers\",\n",
      "    \"CLIPTokenizer\"\n",
      "  ],\n",
      "  \"tokenizer2\": [\n",
      "    \"transformers\",\n",
      "    \"Qwen2Tokenizer\"\n",
      "  ],\n",
      "  \"unet\": [\n",
      "    \"diffusers\",\n",
      "    \"UNet2DConditionModel\"\n",
      "  ],\n",
      "  \"vae\": [\n",
      "    \"diffusers\",\n",
      "    \"AutoencoderKLFlux2\"\n",
      "  ]\n",
      "}\n",
      "\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "from diffusers import DiffusionPipeline\n",
    "from pipeline_sdxs import SdxsPipeline\n",
    "\n",
    "device = \"cuda\"\n",
    "pipe_id = \"/workspace/sdxs-1b\"\n",
    "pipeline = SdxsPipeline.from_pretrained(\n",
    "    pipe_id,\n",
    ").to(device=device, dtype=torch.float16) \n",
    "print(pipeline)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "3f0c56d7-264b-4287-8e85-38f19db05472",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'pos_pooled' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
      "\u001b[31mNameError\u001b[39m                                 Traceback (most recent call last)",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[2]\u001b[39m\u001b[32m, line 26\u001b[39m\n\u001b[32m     24\u001b[39m \u001b[38;5;66;03m# Обработка батчей с прогресс-баром\u001b[39;00m\n\u001b[32m     25\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i, prompt \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28menumerate\u001b[39m(prompts):\n\u001b[32m---> \u001b[39m\u001b[32m26\u001b[39m     image = \u001b[43mpipeline\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m     27\u001b[39m \u001b[43m        \u001b[49m\u001b[43mprompt\u001b[49m\u001b[43m \u001b[49m\u001b[43m=\u001b[49m\u001b[43m \u001b[49m\u001b[43mprompt\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m     28\u001b[39m \u001b[43m        \u001b[49m\u001b[43mnegative_prompt\u001b[49m\u001b[43m \u001b[49m\u001b[43m=\u001b[49m\u001b[43m \u001b[49m\u001b[43mnegative_prompt\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m     29\u001b[39m \u001b[43m        \u001b[49m\u001b[43mguidance_scale\u001b[49m\u001b[43m \u001b[49m\u001b[43m=\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m4\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m     30\u001b[39m \u001b[43m        \u001b[49m\u001b[43mwidth\u001b[49m\u001b[43m \u001b[49m\u001b[43m=\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m512\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m     31\u001b[39m \u001b[43m        \u001b[49m\u001b[43mheight\u001b[49m\u001b[43m \u001b[49m\u001b[43m=\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m640\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m     32\u001b[39m \u001b[43m        \u001b[49m\u001b[43mseed\u001b[49m\u001b[43m \u001b[49m\u001b[43m=\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m42\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m     33\u001b[39m \u001b[43m        \u001b[49m\u001b[43mbatch_size\u001b[49m\u001b[43m \u001b[49m\u001b[43m=\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m1\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m     34\u001b[39m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m[\u001b[32m0\u001b[39m]\n\u001b[32m     35\u001b[39m     all_images.extend(image)\n\u001b[32m     37\u001b[39m \u001b[38;5;28;01mimport\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01mmatplotlib\u001b[39;00m\u001b[34;01m.\u001b[39;00m\u001b[34;01mpyplot\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mas\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01mplt\u001b[39;00m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/torch/utils/_contextlib.py:124\u001b[39m, in \u001b[36mcontext_decorator.<locals>.decorate_context\u001b[39m\u001b[34m(*args, **kwargs)\u001b[39m\n\u001b[32m    120\u001b[39m \u001b[38;5;129m@functools\u001b[39m.wraps(func)\n\u001b[32m    121\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mdecorate_context\u001b[39m(*args, **kwargs):\n\u001b[32m    122\u001b[39m     \u001b[38;5;66;03m# pyrefly: ignore [bad-context-manager]\u001b[39;00m\n\u001b[32m    123\u001b[39m     \u001b[38;5;28;01mwith\u001b[39;00m ctx_factory():\n\u001b[32m--> \u001b[39m\u001b[32m124\u001b[39m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m~/.cache/huggingface/modules/diffusers_modules/local/pipeline_sdxs.py:214\u001b[39m, in \u001b[36mSdxsPipeline.__call__\u001b[39m\u001b[34m(self, prompt, image, coef, negative_prompt, height, width, num_inference_steps, guidance_scale, generator, seed, output_type, return_dict, structure_preservation, **kwargs)\u001b[39m\n\u001b[32m    211\u001b[39m     generator = torch.Generator(device=device).manual_seed(seed)\n\u001b[32m    213\u001b[39m \u001b[38;5;66;03m# 1. Encode prompt (твой код оставляем без изменений)\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m214\u001b[39m text_embeddings, attention_mask, pooled_embeds = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mencode_prompt\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m    215\u001b[39m \u001b[43m    \u001b[49m\u001b[43mprompt\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnegative_prompt\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdevice\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdtype\u001b[49m\n\u001b[32m    216\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    217\u001b[39m batch_size = \u001b[32m1\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(prompt, \u001b[38;5;28mstr\u001b[39m) \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(prompt)\n\u001b[32m    219\u001b[39m \u001b[38;5;66;03m# 2. Scheduler timesteps\u001b[39;00m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m~/.cache/huggingface/modules/diffusers_modules/local/pipeline_sdxs.py:184\u001b[39m, in \u001b[36mSdxsPipeline.encode_prompt\u001b[39m\u001b[34m(self, prompt, negative_prompt, device, dtype)\u001b[39m\n\u001b[32m    182\u001b[39m text_embeddings = torch.cat([neg_embeds, pos_embeds], dim=\u001b[32m0\u001b[39m)\n\u001b[32m    183\u001b[39m final_mask = torch.cat([neg_mask, pos_mask], dim=\u001b[32m0\u001b[39m)\n\u001b[32m--> \u001b[39m\u001b[32m184\u001b[39m pooled_embeds = torch.cat([neg_pooled, \u001b[43mpos_pooled\u001b[49m], dim=\u001b[32m0\u001b[39m)\n\u001b[32m    186\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m text_embeddings.to(dtype=dtype), final_mask.to(dtype=torch.int64), pooled_embeds.to(dtype=dtype)\n",
      "\u001b[31mNameError\u001b[39m: name 'pos_pooled' is not defined"
     ]
    }
   ],
   "source": [
    "prompts = [\n",
    "\"an astronaut riding a horse\"\n",
    ",\"A young woman with striking blue eyes and pointed ears, adorned with a floral kimono and a tattoo. Her hair is styled in a braid, and she wears a pair of ears\"\n",
    ",\"A muscular, topless male with tiger-like ears and a tail stands in a forest, holding a sword and wearing a blue outfit, gazing directly at the viewer\"\n",
    ",\"A young woman with striking features, a mix of black and gold hair floating around her head, vibrant yellow eyes half-closed, and a blue sweater contrasting the black background, framed in a simple yet striking composition.\"\n",
    ",'A fluffy domestic cat with piercing green eyes sits attentively in a sunlit room filled with natural light, its soft fur reflecting warm hues of orange through golden windows.'\n",
    ",\"A fierce woman in black-and-white, wearing a spiked iron mask with sharp metallic spikes, sporting a high ponytail, her skin marked with battle-dirt, and eyes that reflect determination and strength. The mask's menacing aura contrasts with her intense expression, capturing her mysterious and intimidating nature.\"\n",
    ",\"A close-up of an astronaut's helmet with frosted, opaque visor, reflecting space's cold, frozen texture, resting on the visor a butterfly with vibrant, intricately patterned wings, and distant stars' faint glow.\"\n",
    ",\"A watercolor painting of a knight in a hazy blue field, his armor blending soft greys and silvers, holding a large red rose, with a serene yet commanding posture against distant mountains and wildflowers.\"\n",
    ",\"A warm glow of lanterns casts soft light over a snowy forest trail lined with tall, snow-covered trees, their branches casting a gentle glow. Soft falling snowflakes create a serene atmosphere, while a dark, mysterious background adds to the solitude and magic of the scene.\"\n",
    ",\"A hauntingly ethereal figure with decaying flesh and glowing metallic enhancements, blending Art Nouveau and cybernetic futurism, stands in a twilight forest bathed in warm sunset hues, casting golden light on surreal, ghostly trees with autumn leaves. The atmosphere is melancholic, evoking the styles of Rockwell and Parrish.\"\n",
    ",\"A radiant voluptuous woman in Arizona's Grand Canyon at twilight, her fiery ginger hair cascading over a halter top with intricate lace, plunging neckline, black thongs, silver rings, and stacked bangles, surrounded by deep purples and burnt oranges in the sky, her light-blue eyes glowing with wonder as she gazes at the luminous beauty of the night.\"\n",
    ",\"A man with hair, a white suit and black scarf, anime-style elements, glowing pink horns, and cyberpunk manga art style, standing in a shadowy smoke-filled background, with glowing pink eyes and a side view portrait of his face, white skin, and ear piercings.\"\n",
    ",\"There is a young male character standing against a vibrant, colorful graffiti wall. he is wearing a straw hat, a black jacket adorned with gold accents, and black shorts.\"\n",
    ",\"A black BMW M3 sports car with black and yellow rims\"\n",
    ",\"A young girl in a flowing, vibrant dress, her glowing eyes capturing the warmth of the day, sits on a grassy field, surrounded by anime-style elements.\"\n",
    "]\n",
    "prompts = [ \"cat\", \"dog\", \"girl\", \"man\", \"A black BMW M3 sports car with black and yellow rims\", \"an astronaut riding a horse\",\"A muscular, topless male with tiger-like ears and a tail stands in a forest, holding a sword and wearing a blue outfit, gazing directly at the viewer\",\"white cyborg knight riding cyber horse with wings, long white gown, holding scythe, skeleton horse, zombies cyberpunk armor, feathers\",\"A striking character with red eyes and black uniform wields a sword in a defensive stance, poised for battle amidst a stark white background with vibrant red accents.\"]\n",
    "\n",
    "generator = torch.Generator(device=\"cuda\").manual_seed(42)\n",
    "negative_prompt=\"bad quality, low resolution\"\n",
    "\n",
    "all_images = []\n",
    "# Обработка батчей с прогресс-баром\n",
    "for i, prompt in enumerate(prompts):\n",
    "    image = pipeline(\n",
    "        prompt = prompt,\n",
    "        negative_prompt = negative_prompt,\n",
    "        guidance_scale = 4,\n",
    "        width = 512,\n",
    "        height = 640,\n",
    "        seed = 42,\n",
    "        batch_size = 1,\n",
    "    )[0]\n",
    "    all_images.extend(image)\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import math\n",
    "\n",
    "def display_image_grid(images, prompts, cols=3, save_path=None):\n",
    "    \"\"\"\n",
    "    Отображает грид изображений с сохранением соотношения сторон и подписями.\n",
    "    \"\"\"\n",
    "    n = len(images)\n",
    "    rows = math.ceil(n / cols)\n",
    "\n",
    "    # Создаем фигуру с учетом реального соотношения сторон (640/576 ≈ 1.11)\n",
    "    fig_width = cols * 4\n",
    "    fig_height = rows * 4.5\n",
    "    fig, axes = plt.subplots(rows, cols, figsize=(fig_width, fig_height))\n",
    "\n",
    "    # Если только один ряд или один столбец, делаем axes списком\n",
    "    if rows == 1:\n",
    "        axes = [axes]\n",
    "    if cols == 1:\n",
    "        axes = [[ax] for ax in axes]\n",
    "\n",
    "    axes = axes.flatten()\n",
    "\n",
    "    for i, (img, prompt) in enumerate(zip(images, prompts)):\n",
    "        ax = axes[i]\n",
    "        ax.imshow(img)\n",
    "        ax.axis(\"off\")\n",
    "        ax.set_aspect(\"equal\")  # сохраняем соотношение сторон\n",
    "\n",
    "        # Урезаем и разбиваем подпись\n",
    "        truncated_prompt = prompt[:80] + \"…\" if len(prompt) > 80 else prompt\n",
    "        words = truncated_prompt.split(\" \")\n",
    "        half = len(words) // 2\n",
    "        line1 = \" \".join(words[:half])\n",
    "        line2 = \" \".join(words[half:])\n",
    "        ax.set_title(f\"{line1}\\n{line2}\", fontsize=10, wrap=True)\n",
    "\n",
    "    # Прячем лишние subplot'ы, если их больше, чем изображений\n",
    "    for j in range(len(images), len(axes)):\n",
    "        axes[j].axis(\"off\")\n",
    "\n",
    "    plt.tight_layout(pad=1.5)\n",
    "\n",
    "    if save_path:\n",
    "        plt.savefig(save_path, bbox_inches=\"tight\", dpi=400, format=\"jpeg\")\n",
    "\n",
    "    plt.show()\n",
    "\n",
    "\n",
    "display_image_grid(all_images, prompts, save_path=\"media/result_grid.jpg\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "044a8b5e-f786-48ea-86a3-cb581b3ca1c9",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Keyword arguments {'trust_remote_code': True} are not expected by SdxsPipeline and will be ignored.\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "dab39941a4c34a61998f4bae5214cb7f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading pipeline components...:   0%|          | 0/7 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Unrecognized keys in `rope_parameters` for 'rope_type'='default': {'mrope_section', 'mrope_interleaved'}\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "344a32e6048041dc8994a1cd8ca4b47d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/310 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8915c8c1fe44468893b9febfe2f31184",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/196 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Sampling: 100%|██████████| 40/40 [00:01<00:00, 28.18it/s]\n"
     ]
    },
    {
     "data": {
      "image/jpeg": 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",
      "image/png": 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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=512x640>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import torch\n",
    "from diffusers import DiffusionPipeline\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16 if torch.cuda.is_available() else torch.float32\n",
    "\n",
    "pipe_id = \"/workspace/sdxs-1b\"\n",
    "pipe = DiffusionPipeline.from_pretrained(\n",
    "    pipe_id,\n",
    "    torch_dtype=dtype,\n",
    "    trust_remote_code=True\n",
    ").to(device)\n",
    "\n",
    "prompt = \"girl, smiling, red eyes, blue hair, white shirt\"\n",
    "negative_prompt=\"low quality, bad quality\"\n",
    "image = pipe(\n",
    "    width = 512,\n",
    "    height = 640,\n",
    "    prompt=prompt,\n",
    "    negative_prompt = negative_prompt,\n",
    "    seed = 43\n",
    ").images[0]\n",
    "\n",
    "image.show(image)\n",
    "image.save(\"girl.jpg\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "76c7e40e-0326-42bc-b717-e46bcf790dfa",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "UNet2DConditionModel(\n",
      "  (conv_in): Conv2d(16, 320, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "  (time_proj): Timesteps()\n",
      "  (time_embedding): TimestepEmbedding(\n",
      "    (linear_1): Linear(in_features=320, out_features=1280, bias=True)\n",
      "    (act): SiLU()\n",
      "    (linear_2): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "  )\n",
      "  (down_blocks): ModuleList(\n",
      "    (0): CrossAttnDownBlock2D(\n",
      "      (attentions): ModuleList(\n",
      "        (0-1): 2 x Transformer2DModel(\n",
      "          (norm): GroupNorm(32, 320, eps=1e-06, affine=True)\n",
      "          (proj_in): Conv2d(320, 320, kernel_size=(1, 1), stride=(1, 1))\n",
      "          (transformer_blocks): ModuleList(\n",
      "            (0-1): 2 x BasicTransformerBlock(\n",
      "              (norm1): LayerNorm((320,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn1): Attention(\n",
      "                (to_q): Linear(in_features=320, out_features=320, bias=False)\n",
      "                (to_k): Linear(in_features=320, out_features=320, bias=False)\n",
      "                (to_v): Linear(in_features=320, out_features=320, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=320, out_features=320, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm2): LayerNorm((320,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn2): Attention(\n",
      "                (to_q): Linear(in_features=320, out_features=320, bias=False)\n",
      "                (to_k): Linear(in_features=768, out_features=320, bias=False)\n",
      "                (to_v): Linear(in_features=768, out_features=320, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=320, out_features=320, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm3): LayerNorm((320,), eps=1e-05, elementwise_affine=True)\n",
      "              (ff): FeedForward(\n",
      "                (net): ModuleList(\n",
      "                  (0): GEGLU(\n",
      "                    (proj): Linear(in_features=320, out_features=2560, bias=True)\n",
      "                  )\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                  (2): Linear(in_features=1280, out_features=320, bias=True)\n",
      "                )\n",
      "              )\n",
      "            )\n",
      "          )\n",
      "          (proj_out): Conv2d(320, 320, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (resnets): ModuleList(\n",
      "        (0-1): 2 x ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 320, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(320, 320, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=320, bias=True)\n",
      "          (norm2): GroupNorm(32, 320, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(320, 320, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "        )\n",
      "      )\n",
      "      (downsamplers): ModuleList(\n",
      "        (0): Downsample2D(\n",
      "          (conv): Conv2d(320, 320, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1))\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "    (1): CrossAttnDownBlock2D(\n",
      "      (attentions): ModuleList(\n",
      "        (0-1): 2 x Transformer2DModel(\n",
      "          (norm): GroupNorm(32, 640, eps=1e-06, affine=True)\n",
      "          (proj_in): Conv2d(640, 640, kernel_size=(1, 1), stride=(1, 1))\n",
      "          (transformer_blocks): ModuleList(\n",
      "            (0-1): 2 x BasicTransformerBlock(\n",
      "              (norm1): LayerNorm((640,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn1): Attention(\n",
      "                (to_q): Linear(in_features=640, out_features=640, bias=False)\n",
      "                (to_k): Linear(in_features=640, out_features=640, bias=False)\n",
      "                (to_v): Linear(in_features=640, out_features=640, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=640, out_features=640, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm2): LayerNorm((640,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn2): Attention(\n",
      "                (to_q): Linear(in_features=640, out_features=640, bias=False)\n",
      "                (to_k): Linear(in_features=768, out_features=640, bias=False)\n",
      "                (to_v): Linear(in_features=768, out_features=640, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=640, out_features=640, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm3): LayerNorm((640,), eps=1e-05, elementwise_affine=True)\n",
      "              (ff): FeedForward(\n",
      "                (net): ModuleList(\n",
      "                  (0): GEGLU(\n",
      "                    (proj): Linear(in_features=640, out_features=5120, bias=True)\n",
      "                  )\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                  (2): Linear(in_features=2560, out_features=640, bias=True)\n",
      "                )\n",
      "              )\n",
      "            )\n",
      "          )\n",
      "          (proj_out): Conv2d(640, 640, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (resnets): ModuleList(\n",
      "        (0): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 320, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(320, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=640, bias=True)\n",
      "          (norm2): GroupNorm(32, 640, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(640, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(320, 640, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "        (1): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 640, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(640, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=640, bias=True)\n",
      "          (norm2): GroupNorm(32, 640, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(640, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "        )\n",
      "      )\n",
      "      (downsamplers): ModuleList(\n",
      "        (0): Downsample2D(\n",
      "          (conv): Conv2d(640, 640, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1))\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "    (2): CrossAttnDownBlock2D(\n",
      "      (attentions): ModuleList(\n",
      "        (0-1): 2 x Transformer2DModel(\n",
      "          (norm): GroupNorm(32, 1280, eps=1e-06, affine=True)\n",
      "          (proj_in): Conv2d(1280, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "          (transformer_blocks): ModuleList(\n",
      "            (0-2): 3 x BasicTransformerBlock(\n",
      "              (norm1): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn1): Attention(\n",
      "                (to_q): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "                (to_k): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "                (to_v): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm2): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn2): Attention(\n",
      "                (to_q): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "                (to_k): Linear(in_features=768, out_features=1280, bias=False)\n",
      "                (to_v): Linear(in_features=768, out_features=1280, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm3): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "              (ff): FeedForward(\n",
      "                (net): ModuleList(\n",
      "                  (0): GEGLU(\n",
      "                    (proj): Linear(in_features=1280, out_features=10240, bias=True)\n",
      "                  )\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                  (2): Linear(in_features=5120, out_features=1280, bias=True)\n",
      "                )\n",
      "              )\n",
      "            )\n",
      "          )\n",
      "          (proj_out): Conv2d(1280, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (resnets): ModuleList(\n",
      "        (0): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 640, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(640, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "          (norm2): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(640, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "        (1): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "          (norm2): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "        )\n",
      "      )\n",
      "      (downsamplers): ModuleList(\n",
      "        (0): Downsample2D(\n",
      "          (conv): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1))\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "    (3): DownBlock2D(\n",
      "      (resnets): ModuleList(\n",
      "        (0-1): 2 x ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "          (norm2): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "  )\n",
      "  (up_blocks): ModuleList(\n",
      "    (0): UpBlock2D(\n",
      "      (resnets): ModuleList(\n",
      "        (0-2): 3 x ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 2560, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(2560, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "          (norm2): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(2560, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (upsamplers): ModuleList(\n",
      "        (0): Upsample2D(\n",
      "          (conv): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "    (1): CrossAttnUpBlock2D(\n",
      "      (attentions): ModuleList(\n",
      "        (0-2): 3 x Transformer2DModel(\n",
      "          (norm): GroupNorm(32, 1280, eps=1e-06, affine=True)\n",
      "          (proj_in): Conv2d(1280, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "          (transformer_blocks): ModuleList(\n",
      "            (0-2): 3 x BasicTransformerBlock(\n",
      "              (norm1): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn1): Attention(\n",
      "                (to_q): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "                (to_k): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "                (to_v): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm2): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn2): Attention(\n",
      "                (to_q): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "                (to_k): Linear(in_features=768, out_features=1280, bias=False)\n",
      "                (to_v): Linear(in_features=768, out_features=1280, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm3): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "              (ff): FeedForward(\n",
      "                (net): ModuleList(\n",
      "                  (0): GEGLU(\n",
      "                    (proj): Linear(in_features=1280, out_features=10240, bias=True)\n",
      "                  )\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                  (2): Linear(in_features=5120, out_features=1280, bias=True)\n",
      "                )\n",
      "              )\n",
      "            )\n",
      "          )\n",
      "          (proj_out): Conv2d(1280, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (resnets): ModuleList(\n",
      "        (0-1): 2 x ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 2560, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(2560, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "          (norm2): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(2560, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "        (2): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 1920, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(1920, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "          (norm2): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(1920, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (upsamplers): ModuleList(\n",
      "        (0): Upsample2D(\n",
      "          (conv): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "    (2): CrossAttnUpBlock2D(\n",
      "      (attentions): ModuleList(\n",
      "        (0-2): 3 x Transformer2DModel(\n",
      "          (norm): GroupNorm(32, 640, eps=1e-06, affine=True)\n",
      "          (proj_in): Conv2d(640, 640, kernel_size=(1, 1), stride=(1, 1))\n",
      "          (transformer_blocks): ModuleList(\n",
      "            (0-1): 2 x BasicTransformerBlock(\n",
      "              (norm1): LayerNorm((640,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn1): Attention(\n",
      "                (to_q): Linear(in_features=640, out_features=640, bias=False)\n",
      "                (to_k): Linear(in_features=640, out_features=640, bias=False)\n",
      "                (to_v): Linear(in_features=640, out_features=640, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=640, out_features=640, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm2): LayerNorm((640,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn2): Attention(\n",
      "                (to_q): Linear(in_features=640, out_features=640, bias=False)\n",
      "                (to_k): Linear(in_features=768, out_features=640, bias=False)\n",
      "                (to_v): Linear(in_features=768, out_features=640, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=640, out_features=640, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm3): LayerNorm((640,), eps=1e-05, elementwise_affine=True)\n",
      "              (ff): FeedForward(\n",
      "                (net): ModuleList(\n",
      "                  (0): GEGLU(\n",
      "                    (proj): Linear(in_features=640, out_features=5120, bias=True)\n",
      "                  )\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                  (2): Linear(in_features=2560, out_features=640, bias=True)\n",
      "                )\n",
      "              )\n",
      "            )\n",
      "          )\n",
      "          (proj_out): Conv2d(640, 640, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (resnets): ModuleList(\n",
      "        (0): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 1920, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(1920, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=640, bias=True)\n",
      "          (norm2): GroupNorm(32, 640, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(640, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(1920, 640, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "        (1): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(1280, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=640, bias=True)\n",
      "          (norm2): GroupNorm(32, 640, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(640, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(1280, 640, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "        (2): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 960, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(960, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=640, bias=True)\n",
      "          (norm2): GroupNorm(32, 640, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(640, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(960, 640, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (upsamplers): ModuleList(\n",
      "        (0): Upsample2D(\n",
      "          (conv): Conv2d(640, 640, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "    (3): CrossAttnUpBlock2D(\n",
      "      (attentions): ModuleList(\n",
      "        (0-2): 3 x Transformer2DModel(\n",
      "          (norm): GroupNorm(32, 320, eps=1e-06, affine=True)\n",
      "          (proj_in): Conv2d(320, 320, kernel_size=(1, 1), stride=(1, 1))\n",
      "          (transformer_blocks): ModuleList(\n",
      "            (0-1): 2 x BasicTransformerBlock(\n",
      "              (norm1): LayerNorm((320,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn1): Attention(\n",
      "                (to_q): Linear(in_features=320, out_features=320, bias=False)\n",
      "                (to_k): Linear(in_features=320, out_features=320, bias=False)\n",
      "                (to_v): Linear(in_features=320, out_features=320, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=320, out_features=320, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm2): LayerNorm((320,), eps=1e-05, elementwise_affine=True)\n",
      "              (attn2): Attention(\n",
      "                (to_q): Linear(in_features=320, out_features=320, bias=False)\n",
      "                (to_k): Linear(in_features=768, out_features=320, bias=False)\n",
      "                (to_v): Linear(in_features=768, out_features=320, bias=False)\n",
      "                (to_out): ModuleList(\n",
      "                  (0): Linear(in_features=320, out_features=320, bias=True)\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                )\n",
      "              )\n",
      "              (norm3): LayerNorm((320,), eps=1e-05, elementwise_affine=True)\n",
      "              (ff): FeedForward(\n",
      "                (net): ModuleList(\n",
      "                  (0): GEGLU(\n",
      "                    (proj): Linear(in_features=320, out_features=2560, bias=True)\n",
      "                  )\n",
      "                  (1): Dropout(p=0.0, inplace=False)\n",
      "                  (2): Linear(in_features=1280, out_features=320, bias=True)\n",
      "                )\n",
      "              )\n",
      "            )\n",
      "          )\n",
      "          (proj_out): Conv2d(320, 320, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "      (resnets): ModuleList(\n",
      "        (0): ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 960, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(960, 320, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=320, bias=True)\n",
      "          (norm2): GroupNorm(32, 320, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(320, 320, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(960, 320, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "        (1-2): 2 x ResnetBlock2D(\n",
      "          (norm1): GroupNorm(32, 640, eps=1e-05, affine=True)\n",
      "          (conv1): Conv2d(640, 320, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (time_emb_proj): Linear(in_features=1280, out_features=320, bias=True)\n",
      "          (norm2): GroupNorm(32, 320, eps=1e-05, affine=True)\n",
      "          (dropout): Dropout(p=0.0, inplace=False)\n",
      "          (conv2): Conv2d(320, 320, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "          (nonlinearity): SiLU()\n",
      "          (conv_shortcut): Conv2d(640, 320, kernel_size=(1, 1), stride=(1, 1))\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "  )\n",
      "  (mid_block): UNetMidBlock2DCrossAttn(\n",
      "    (attentions): ModuleList(\n",
      "      (0): Transformer2DModel(\n",
      "        (norm): GroupNorm(32, 1280, eps=1e-06, affine=True)\n",
      "        (proj_in): Conv2d(1280, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "        (transformer_blocks): ModuleList(\n",
      "          (0-2): 3 x BasicTransformerBlock(\n",
      "            (norm1): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "            (attn1): Attention(\n",
      "              (to_q): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "              (to_k): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "              (to_v): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "              (to_out): ModuleList(\n",
      "                (0): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "                (1): Dropout(p=0.0, inplace=False)\n",
      "              )\n",
      "            )\n",
      "            (norm2): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "            (attn2): Attention(\n",
      "              (to_q): Linear(in_features=1280, out_features=1280, bias=False)\n",
      "              (to_k): Linear(in_features=768, out_features=1280, bias=False)\n",
      "              (to_v): Linear(in_features=768, out_features=1280, bias=False)\n",
      "              (to_out): ModuleList(\n",
      "                (0): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "                (1): Dropout(p=0.0, inplace=False)\n",
      "              )\n",
      "            )\n",
      "            (norm3): LayerNorm((1280,), eps=1e-05, elementwise_affine=True)\n",
      "            (ff): FeedForward(\n",
      "              (net): ModuleList(\n",
      "                (0): GEGLU(\n",
      "                  (proj): Linear(in_features=1280, out_features=10240, bias=True)\n",
      "                )\n",
      "                (1): Dropout(p=0.0, inplace=False)\n",
      "                (2): Linear(in_features=5120, out_features=1280, bias=True)\n",
      "              )\n",
      "            )\n",
      "          )\n",
      "        )\n",
      "        (proj_out): Conv2d(1280, 1280, kernel_size=(1, 1), stride=(1, 1))\n",
      "      )\n",
      "    )\n",
      "    (resnets): ModuleList(\n",
      "      (0-1): 2 x ResnetBlock2D(\n",
      "        (norm1): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "        (conv1): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "        (time_emb_proj): Linear(in_features=1280, out_features=1280, bias=True)\n",
      "        (norm2): GroupNorm(32, 1280, eps=1e-05, affine=True)\n",
      "        (dropout): Dropout(p=0.0, inplace=False)\n",
      "        (conv2): Conv2d(1280, 1280, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      "        (nonlinearity): SiLU()\n",
      "      )\n",
      "    )\n",
      "  )\n",
      "  (conv_norm_out): GroupNorm(32, 320, eps=1e-05, affine=True)\n",
      "  (conv_act): SiLU()\n",
      "  (conv_out): Conv2d(320, 16, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1))\n",
      ")\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "from diffusers import UNet2DConditionModel\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16 if torch.cuda.is_available() else torch.float32\n",
    "\n",
    "pipe_id = \"unet\"\n",
    "unet = UNet2DConditionModel.from_pretrained(\n",
    "    pipe_id,\n",
    "    torch_dtype=dtype,\n",
    ").to(device)\n",
    "\n",
    "unet.save_pretrained(pipe_id)\n",
    "print(unet)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "188279e8-f420-425a-9a29-01d5b60f8383",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "None\n",
      "None\n",
      "Модель успешно проапгрейжена! Можно дообучать.\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "from diffusers import UNet2DConditionModel\n",
    "\n",
    "device =  \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16 if torch.cuda.is_available() else torch.float32\n",
    "\n",
    "pipe_id = \"unet_simple\"\n",
    "old_unet = UNet2DConditionModel.from_pretrained(\n",
    "    pipe_id,\n",
    "    torch_dtype=dtype,\n",
    ").to(device)\n",
    "print(old_unet.config.addition_embed_type)\n",
    "\n",
    "# 2. Создаем новую конфигурацию (добавляем text_time)\n",
    "new_config = old_unet.config\n",
    "new_config.addition_embed_type = \"text_time\"\n",
    "new_config.addition_time_embed_dim = 1024 # Размер вашего пулинга\n",
    "\n",
    "# 3. Инициализируем новую (пустую) модель\n",
    "new_unet = UNet2DConditionModel.from_config(new_config)\n",
    "\n",
    "# 4. Переносим веса\n",
    "new_state_dict = new_unet.state_dict()\n",
    "old_state_dict = old_unet.state_dict()\n",
    "\n",
    "for name, param in old_state_dict.items():\n",
    "    if \"time_embedding.linear_1.weight\" in name:\n",
    "        # МАГИЯ ХИРУРГИИ\n",
    "        # param (старый вес) имеет форму [Out, 256]\n",
    "        # new_unet...weight имеет форму [Out, 256 + 1024]\n",
    "        \n",
    "        # 1. Берем веса новой модели (там сейчас мусор/рандом)\n",
    "        new_w = new_state_dict[name]\n",
    "        \n",
    "        # 2. Зануляем ту часть, которая отвечает за новый пулинг (это важно!)\n",
    "        # Предположим, что время идет первым, а пулинг вторым (зависит от реализации concat)\n",
    "        # Обычно concat([time, pool]), значит time занимает первые индексы\n",
    "        time_dim = param.shape[1] \n",
    "        \n",
    "        new_w[:, :time_dim] = param # Копируем старое знание\n",
    "        new_w[:, time_dim:] = 0     # Новые связи делаем \"неактивными\" на старте\n",
    "        \n",
    "        new_state_dict[name] = new_w\n",
    "        \n",
    "    elif \"time_embedding.linear_1.bias\" in name:\n",
    "         # Биас просто копируем, так как выходной размер слоя не меняется\n",
    "         new_state_dict[name] = param\n",
    "         \n",
    "    elif name in new_state_dict:\n",
    "        # Все остальные слои просто копируем\n",
    "        if new_state_dict[name].shape == param.shape:\n",
    "            new_state_dict[name] = param\n",
    "        else:\n",
    "            print(f\"Внимание: несовпадение форм для {name}, пропускаем\")\n",
    "\n",
    "# 5. Загружаем собранный словарь\n",
    "new_unet.load_state_dict(new_state_dict)\n",
    "print(new_unet.config.addition_embed_type)\n",
    "new_unet.save_pretrained(\"unet\")\n",
    "print(\"Модель успешно проапгрейжена! Можно дообучать.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7c3461ac-8544-4df4-8ab6-e54b239ca4e5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "239e51a54c2343a4ba2f73a6686f725c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "tokenizer_config.json: 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "0bcbbdde09184b5c8b7b0b31d5899565",
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      "text/plain": [
       "vocab.json: 0.00B [00:00, ?B/s]"
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       "model_id": "3d4ef94499174412b8a1e1a6b0884a03",
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       "version_minor": 0
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      "text/plain": [
       "merges.txt: 0.00B [00:00, ?B/s]"
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     },
     "metadata": {},
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    },
    {
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       "model_id": "c98c9a3b005443209f2839682001028b",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "`torch_dtype` is deprecated! Use `dtype` instead!\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "3bc0bbbeb9df478486c3c467e67e41c7",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "model.safetensors.index.json: 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e0724e2e6cac40158df1e057fdbd6100",
       "version_major": 2,
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a7c219ece72d494781cb841df1e59078",
       "version_major": 2,
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d789c535fe514b46ae6daf64e3a5ddec",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Qwen3Model(\n",
      "  (embed_tokens): Embedding(151936, 2048)\n",
      "  (layers): ModuleList(\n",
      "    (0-27): 28 x Qwen3DecoderLayer(\n",
      "      (self_attn): Qwen3Attention(\n",
      "        (q_proj): Linear(in_features=2048, out_features=2048, bias=False)\n",
      "        (k_proj): Linear(in_features=2048, out_features=1024, bias=False)\n",
      "        (v_proj): Linear(in_features=2048, out_features=1024, bias=False)\n",
      "        (o_proj): Linear(in_features=2048, out_features=2048, bias=False)\n",
      "        (q_norm): Qwen3RMSNorm((128,), eps=1e-06)\n",
      "        (k_norm): Qwen3RMSNorm((128,), eps=1e-06)\n",
      "      )\n",
      "      (mlp): Qwen3MLP(\n",
      "        (gate_proj): Linear(in_features=2048, out_features=6144, bias=False)\n",
      "        (up_proj): Linear(in_features=2048, out_features=6144, bias=False)\n",
      "        (down_proj): Linear(in_features=6144, out_features=2048, bias=False)\n",
      "        (act_fn): SiLUActivation()\n",
      "      )\n",
      "      (input_layernorm): Qwen3RMSNorm((2048,), eps=1e-06)\n",
      "      (post_attention_layernorm): Qwen3RMSNorm((2048,), eps=1e-06)\n",
      "    )\n",
      "  )\n",
      "  (norm): Qwen3RMSNorm((2048,), eps=1e-06)\n",
      "  (rotary_emb): Qwen3RotaryEmbedding()\n",
      ")\n",
      "Qwen2TokenizerFast(name_or_path='Qwen/Qwen3-1.7B', vocab_size=151643, model_max_length=131072, is_fast=True, padding_side='right', truncation_side='right', special_tokens={'eos_token': '<|im_end|>', 'pad_token': '<|endoftext|>', 'additional_special_tokens': ['<|im_start|>', '<|im_end|>', '<|object_ref_start|>', '<|object_ref_end|>', '<|box_start|>', '<|box_end|>', '<|quad_start|>', '<|quad_end|>', '<|vision_start|>', '<|vision_end|>', '<|vision_pad|>', '<|image_pad|>', '<|video_pad|>']}, clean_up_tokenization_spaces=False, added_tokens_decoder={\n",
      "\t151643: AddedToken(\"<|endoftext|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151644: AddedToken(\"<|im_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151645: AddedToken(\"<|im_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151646: AddedToken(\"<|object_ref_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151647: AddedToken(\"<|object_ref_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151648: AddedToken(\"<|box_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151649: AddedToken(\"<|box_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151650: AddedToken(\"<|quad_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151651: AddedToken(\"<|quad_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151652: AddedToken(\"<|vision_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151653: AddedToken(\"<|vision_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151654: AddedToken(\"<|vision_pad|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151655: AddedToken(\"<|image_pad|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151656: AddedToken(\"<|video_pad|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151657: AddedToken(\"<tool_call>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151658: AddedToken(\"</tool_call>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151659: AddedToken(\"<|fim_prefix|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151660: AddedToken(\"<|fim_middle|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151661: AddedToken(\"<|fim_suffix|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151662: AddedToken(\"<|fim_pad|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151663: AddedToken(\"<|repo_name|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151664: AddedToken(\"<|file_sep|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151665: AddedToken(\"<tool_response>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151666: AddedToken(\"</tool_response>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151667: AddedToken(\"<think>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151668: AddedToken(\"</think>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "}\n",
      ")\n",
      "saved\n"
     ]
    }
   ],
   "source": [
    "from transformers import AutoTokenizer, AutoModel\n",
    "import torch\n",
    "\n",
    "device=\"cuda\"\n",
    "dtype = torch.bfloat16 if torch.cuda.is_available() else torch.float32\n",
    "\n",
    "\n",
    "model=\"Qwen/Qwen3-VL-2B-Instruct\"\n",
    "tokenizer = AutoTokenizer.from_pretrained(model)\n",
    "text_model = AutoModel.from_pretrained(model,torch_dtype=dtype).to(device).eval()\n",
    "\n",
    "print(text_model)\n",
    "print(tokenizer)\n",
    "tokenizer.save_pretrained(\"tokenizer\")\n",
    "text_model.save_pretrained(\"text_encoder\")\n",
    "print('saved')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "638c946a-fd68-4bde-ae87-263ef5ea8679",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1. Загружаем токенизатор и базовый конфиг...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "85ccbdedb64049719784bdb1c35a5ab7",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "tokenizer_config.json: 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cc43a6865576408eb99676f101cc754f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "vocab.json: 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "d83333a8404c4c82af5b55ed9500d232",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "merges.txt: 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f744e32d288f41bbb243ee90fef66000",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "tokenizer.json: 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2a4cf7d322ec45ada41bf2984081ea95",
       "version_major": 2,
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      "text/plain": [
       "config.json: 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2. Собираем текстовый конфиг Qwen3...\n",
      "3. Загружаем веса VL модели (через базовый AutoModel)...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a848fd2acf984f1da854b3833ea1429e",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "model.safetensors:   0%|          | 0.00/4.26G [00:00<?, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Some weights of Qwen3VLModel were not initialized from the model checkpoint at Qwen/Qwen3-VL-2B-Thinking and are newly initialized: ['language_model.embed_tokens.weight', 'language_model.layers.0.input_layernorm.weight', 'language_model.layers.0.mlp.down_proj.weight', 'language_model.layers.0.mlp.gate_proj.weight', 'language_model.layers.0.mlp.up_proj.weight', 'language_model.layers.0.post_attention_layernorm.weight', 'language_model.layers.0.self_attn.k_norm.weight', 'language_model.layers.0.self_attn.k_proj.weight', 'language_model.layers.0.self_attn.o_proj.weight', 'language_model.layers.0.self_attn.q_norm.weight', 'language_model.layers.0.self_attn.q_proj.weight', 'language_model.layers.0.self_attn.v_proj.weight', 'language_model.layers.1.input_layernorm.weight', 'language_model.layers.1.mlp.down_proj.weight', 'language_model.layers.1.mlp.gate_proj.weight', 'language_model.layers.1.mlp.up_proj.weight', 'language_model.layers.1.post_attention_layernorm.weight', 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'visual.patch_embed.proj.bias', 'visual.patch_embed.proj.weight', 'visual.pos_embed.weight']\n",
      "You should probably TRAIN this model on a down-stream task to be able to use it for predictions and inference.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "4. Инициализируем пустую текстовую модель...\n",
      "5. Перенос весов из language_model...\n",
      "6. Сохранение...\n",
      "Успех! Текстовая модель Qwen3 сохранена в \n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "import os\n",
    "import shutil\n",
    "from transformers import (\n",
    "    AutoTokenizer, \n",
    "    AutoConfig, \n",
    "    AutoModel, \n",
    "    Qwen2ForCausalLM # Используем как базовый класс, если Qwen3 еще не в стабильной ветке\n",
    ")\n",
    "\n",
    "# Если твоя библиотека уже поддерживает Qwen3ForCausalLM, импортируй его:\n",
    "# from transformers import Qwen3ForCausalLM\n",
    "\n",
    "model_id = \"Qwen/Qwen3-VL-2B-Thinking\"\n",
    "output_dir = \"\"\n",
    "device = \"cuda\"\n",
    "\n",
    "print(f\"1. Загружаем токенизатор и базовый конфиг...\")\n",
    "tokenizer = AutoTokenizer.from_pretrained(model_id, trust_remote_code=True)\n",
    "full_config = AutoConfig.from_pretrained(model_id, trust_remote_code=True)\n",
    "\n",
    "print(\"2. Собираем текстовый конфиг Qwen3...\")\n",
    "# Вытаскиваем вложенный конфиг\n",
    "text_params = full_config.text_config.to_dict()\n",
    "\n",
    "# Принудительно ставим нужные типы для текстовой модели\n",
    "text_params[\"architectures\"] = [\"Qwen3ForCausalLM\"]\n",
    "text_params[\"model_type\"] = \"qwen3\"\n",
    "text_params[\"torch_dtype\"] = \"float16\"\n",
    "\n",
    "# Важно: для текстовой модели mRoPE не нужен\n",
    "if \"rope_scaling\" in text_params:\n",
    "    text_params[\"rope_scaling\"] = None \n",
    "\n",
    "# Создаем объект конфигурации (используем Qwen2Config как шаблон, если Qwen3Config нет)\n",
    "try:\n",
    "    from transformers import Qwen3Config\n",
    "    clean_config = Qwen3Config.from_dict(text_params)\n",
    "except ImportError:\n",
    "    from transformers import Qwen2Config\n",
    "    clean_config = Qwen2Config.from_dict(text_params)\n",
    "\n",
    "print(f\"3. Загружаем веса VL модели (через базовый AutoModel)...\")\n",
    "# AutoModel не будет ругаться на CausalLM и просто загрузит веса\n",
    "vl_model = AutoModel.from_pretrained(\n",
    "    model_id,\n",
    "    trust_remote_code=True,\n",
    "    torch_dtype=torch.float16,\n",
    "    device_map=device\n",
    ")\n",
    "\n",
    "print(\"4. Инициализируем пустую текстовую модель...\")\n",
    "# Здесь создаем целевую модель. Если Qwen3ForCausalLM нет в импорте, \n",
    "# используй Qwen2ForCausalLM — архитектура идентична.\n",
    "try:\n",
    "    from transformers import Qwen3ForCausalLM\n",
    "    text_model = Qwen3ForCausalLM(clean_config).to(device).half()\n",
    "except ImportError:\n",
    "    text_model = Qwen2ForCausalLM(clean_config).to(device).half()\n",
    "\n",
    "print(\"5. Перенос весов из language_model...\")\n",
    "vl_state_dict = vl_model.state_dict()\n",
    "text_state_dict = text_model.state_dict()\n",
    "new_state_dict = {}\n",
    "\n",
    "# В Qwen3-VL веса текста лежат в language_model.model...\n",
    "# Нам нужно переименовать их в model... для текстовой версии\n",
    "for key, value in vl_state_dict.items():\n",
    "    if \"visual\" in key:\n",
    "        continue\n",
    "    \n",
    "    # Убираем префикс, который мешает CausalLM\n",
    "    clean_key = key.replace(\"language_model.\", \"\")\n",
    "    \n",
    "    if clean_key in text_state_dict:\n",
    "        if text_state_dict[clean_key].shape == value.shape:\n",
    "            new_state_dict[clean_key] = value\n",
    "        else:\n",
    "            print(f\"Пропуск {clean_key}: не совпал размер\")\n",
    "\n",
    "text_model.load_state_dict(new_state_dict, strict=False)\n",
    "\n",
    "print(\"6. Сохранение...\")\n",
    "if os.path.exists(output_dir):\n",
    "    shutil.rmtree(output_dir)\n",
    "\n",
    "os.makedirs(os.path.join(output_dir, \"tokenizer\"), exist_ok=True)\n",
    "os.makedirs(os.path.join(output_dir, \"text_encoder\"), exist_ok=True)\n",
    "\n",
    "tokenizer.save_pretrained(os.path.join(output_dir, \"tokenizer\"))\n",
    "text_model.save_pretrained(os.path.join(output_dir, \"text_encoder\"))\n",
    "\n",
    "print(f\"Успех! Текстовая модель Qwen3 сохранена в {output_dir}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "836b51ab-c0e7-44e0-b581-7e3d14c7c9fe",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1. Загружаем токенизатор и базовый конфиг...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Unrecognized keys in `rope_parameters` for 'rope_type'='default': {'mrope_interleaved', 'mrope_section'}\n",
      "`torch_dtype` is deprecated! Use `dtype` instead!\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2. Собираем текстовый конфиг Qwen3...\n",
      "3. Загружаем веса VL модели (через базовый AutoModel)...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a31001f977dc4b47b8d212fb230f6943",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/625 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "4. Инициализируем пустую текстовую модель...\n",
      "5. Перенос весов из language_model...\n",
      "6. Сохранение...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d89108982f974fb0a6bf0878bb07c43c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Writing model shards:   0%|          | 0/1 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Успех! Текстовая модель Qwen3 сохранена в \n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "import os\n",
    "import shutil\n",
    "from transformers import (\n",
    "    AutoTokenizer, \n",
    "    AutoConfig, \n",
    "    AutoModel, \n",
    "    Qwen2ForCausalLM # Используем как базовый класс, если Qwen3 еще не в стабильной ветке\n",
    ")\n",
    "\n",
    "# Если твоя библиотека уже поддерживает Qwen3ForCausalLM, импортируй его:\n",
    "# from transformers import Qwen3ForCausalLM\n",
    "\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"\n",
    "output_dir = \"\"\n",
    "device = \"cuda\"\n",
    "\n",
    "print(f\"1. Загружаем токенизатор и базовый конфиг...\")\n",
    "tokenizer = AutoTokenizer.from_pretrained(model_id, trust_remote_code=True)\n",
    "full_config = AutoConfig.from_pretrained(model_id, trust_remote_code=True)\n",
    "\n",
    "print(\"2. Собираем текстовый конфиг Qwen3...\")\n",
    "# Вытаскиваем вложенный конфиг\n",
    "text_params = full_config.text_config.to_dict()\n",
    "\n",
    "# Принудительно ставим нужные типы для текстовой модели\n",
    "text_params[\"architectures\"] = [\"Qwen3ForCausalLM\"]\n",
    "text_params[\"model_type\"] = \"qwen3\"\n",
    "text_params[\"torch_dtype\"] = \"float16\"\n",
    "\n",
    "# Важно: для текстовой модели mRoPE не нужен\n",
    "if \"rope_scaling\" in text_params:\n",
    "    text_params[\"rope_scaling\"] = None \n",
    "\n",
    "# Создаем объект конфигурации (используем Qwen2Config как шаблон, если Qwen3Config нет)\n",
    "try:\n",
    "    from transformers import Qwen3Config\n",
    "    clean_config = Qwen3Config.from_dict(text_params)\n",
    "except ImportError:\n",
    "    from transformers import Qwen2Config\n",
    "    clean_config = Qwen2Config.from_dict(text_params)\n",
    "\n",
    "print(f\"3. Загружаем веса VL модели (через базовый AutoModel)...\")\n",
    "# AutoModel не будет ругаться на CausalLM и просто загрузит веса\n",
    "vl_model = AutoModel.from_pretrained(\n",
    "    model_id,\n",
    "    trust_remote_code=True,\n",
    "    torch_dtype=torch.float16,\n",
    "    device_map=device\n",
    ")\n",
    "\n",
    "print(\"4. Инициализируем пустую текстовую модель...\")\n",
    "# Здесь создаем целевую модель. Если Qwen3ForCausalLM нет в импорте, \n",
    "# используй Qwen2ForCausalLM — архитектура идентична.\n",
    "try:\n",
    "    from transformers import Qwen3ForCausalLM\n",
    "    text_model = Qwen3ForCausalLM(clean_config).to(device).half()\n",
    "except ImportError:\n",
    "    text_model = Qwen2ForCausalLM(clean_config).to(device).half()\n",
    "\n",
    "print(\"5. Перенос весов из language_model...\")\n",
    "vl_state_dict = vl_model.state_dict()\n",
    "text_state_dict = text_model.state_dict()\n",
    "new_state_dict = {}\n",
    "\n",
    "# В Qwen3-VL веса текста лежат в language_model.model...\n",
    "# Нам нужно переименовать их в model... для текстовой версии\n",
    "for key, value in vl_state_dict.items():\n",
    "    if \"visual\" in key:\n",
    "        continue\n",
    "    \n",
    "    # Убираем префикс, который мешает CausalLM\n",
    "    clean_key = key.replace(\"language_model.\", \"\")\n",
    "    \n",
    "    if clean_key in text_state_dict:\n",
    "        if text_state_dict[clean_key].shape == value.shape:\n",
    "            new_state_dict[clean_key] = value\n",
    "        else:\n",
    "            print(f\"Пропуск {clean_key}: не совпал размер\")\n",
    "\n",
    "text_model.load_state_dict(new_state_dict, strict=False)\n",
    "\n",
    "print(\"6. Сохранение...\")\n",
    "if os.path.exists(output_dir):\n",
    "    shutil.rmtree(output_dir)\n",
    "\n",
    "os.makedirs(os.path.join(output_dir, \"tokenizer2\"), exist_ok=True)\n",
    "os.makedirs(os.path.join(output_dir, \"text_encoder2\"), exist_ok=True)\n",
    "\n",
    "tokenizer.save_pretrained(os.path.join(output_dir, \"tokenizer2\"))\n",
    "text_model.save_pretrained(os.path.join(output_dir, \"text_encoder2\"))\n",
    "\n",
    "print(f\"Успех! Текстовая модель Qwen3 сохранена в {output_dir}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "599ffcf0-c1af-4ee7-ba05-04f63ce2c572",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Загрузка модели: prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\n",
      "dtype: torch.float16, device: cuda\n"
     ]
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    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning: You are sending unauthenticated requests to the HF Hub. Please set a HF_TOKEN to enable higher rate limits and faster downloads.\n"
     ]
    },
    {
     "data": {
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    {
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     "text": [
      "Загрузка модели: prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\n",
      "dtype: torch.float16, device: cuda\n"
     ]
    },
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    {
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     "metadata": {},
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Полная модель в fp16 сохранена в: qwen3-vl-2b\n",
      "Готово! Теперь можно использовать как text encoder 2 (и позже как VL).\n"
     ]
    }
   ],
   "source": [
    "from transformers import AutoTokenizer, AutoProcessor, Qwen3VLForConditionalGeneration\n",
    "import torch\n",
    "import os\n",
    "\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"\n",
    "save_dir = \"qwen3-vl-2b\"       # куда сохраним\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16                     # ← вот fp16\n",
    "\n",
    "save_dir_tokenizer = save_dir#\"tokenizer2\"         # токенизатор можно отдельно или в той же папке\n",
    "\n",
    "print(f\"Загрузка модели: {model_id}\")\n",
    "print(f\"dtype: {dtype}, device: {device}\")\n",
    "\n",
    "# 2. Полная модель в fp16\n",
    "model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=dtype,                       # ← fp16 здесь\n",
    "    device_map=\"auto\",                       # автоматически распределит по GPU\n",
    "    trust_remote_code=True,\n",
    "    low_cpu_mem_usage=True,\n",
    ")\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16                     # ← вот fp16\n",
    "\n",
    "print(f\"Загрузка модели: {model_id}\")\n",
    "print(f\"dtype: {dtype}, device: {device}\")\n",
    "\n",
    "# 1. Токенизатор + Processor (обязательно для VL-модели)\n",
    "tokenizer = AutoTokenizer.from_pretrained(model_id, trust_remote_code=True)\n",
    "processor = AutoProcessor.from_pretrained(model_id, trust_remote_code=True)\n",
    "\n",
    "tokenizer.save_pretrained(save_dir_tokenizer)\n",
    "processor.save_pretrained(save_dir)          # сохраняем processor рядом с моделью\n",
    "\n",
    "# Дополнительно: принудительно перевести все параметры/буферы в fp16 (на всякий случай)\n",
    "model = model.to(dtype)\n",
    "\n",
    "# Сохраняем в safe tensors (рекомендуемый формат)\n",
    "model.save_pretrained(\n",
    "    save_dir,\n",
    "    safe_serialization=True,\n",
    "    max_shard_size=\"10GB\",                    # разобьёт на файлы по 2 GB, если нужно\n",
    ")\n",
    "\n",
    "print(f\"Полная модель в fp16 сохранена в: {save_dir}\")\n",
    "\n",
    "\n",
    "print(\"Готово! Теперь можно использовать как text encoder 2 (и позже как VL).\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9ed1b8be-ae74-41e3-a855-1d24ff56a1d6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "54d6e02f70604abeb5295b0930c3face",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([1, 2048])\n"
     ]
    }
   ],
   "source": [
    "from transformers import AutoTokenizer, AutoProcessor, Qwen3VLForConditionalGeneration\n",
    "import torch\n",
    "import os\n",
    "\n",
    "model_id = \"qwen3-vl-2b\"       # куда сохраним\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16                     # ← вот fp16\n",
    "\n",
    "model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=torch.float16,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True,\n",
    ").eval()\n",
    "\n",
    "processor = AutoProcessor.from_pretrained(model_id, trust_remote_code=True)\n",
    "\n",
    "# Только текст\n",
    "prompt = \"A blonde woman with long hair styled in a ponytail, ultra detailed, realistic\"\n",
    "messages = [{\"role\": \"user\", \"content\": prompt}]\n",
    "\n",
    "text = processor.apply_chat_template(messages, add_generation_prompt=False, tokenize=False)\n",
    "inputs = processor(text=text, return_tensors=\"pt\").to(\"cuda\")\n",
    "\n",
    "with torch.no_grad():\n",
    "    outputs = model(**inputs, output_hidden_states=True)\n",
    "    hidden = outputs.hidden_states[-2]               # [1, seq_len, 2048]\n",
    "    #pooled = hidden.mean(dim=1)                      # mean-pool → [1, 2048]\n",
    "    pooled = hidden[:, -1]                     # последний токен (часто лучше для instruct)\n",
    "\n",
    "print(pooled.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "710e5a98-06b6-4266-8d15-a874e94c8fb4",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "model_id": "c409f322b9fe4e92a5ff8561b30fb0c3",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Qwen3VLForConditionalGeneration(\n",
      "  (model): Qwen3VLModel(\n",
      "    (visual): Qwen3VLVisionModel(\n",
      "      (patch_embed): Qwen3VLVisionPatchEmbed(\n",
      "        (proj): Conv3d(3, 1024, kernel_size=(2, 16, 16), stride=(2, 16, 16))\n",
      "      )\n",
      "      (pos_embed): Embedding(2304, 1024)\n",
      "      (rotary_pos_emb): Qwen3VLVisionRotaryEmbedding()\n",
      "      (blocks): ModuleList(\n",
      "        (0-23): 24 x Qwen3VLVisionBlock(\n",
      "          (norm1): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n",
      "          (norm2): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n",
      "          (attn): Qwen3VLVisionAttention(\n",
      "            (qkv): Linear(in_features=1024, out_features=3072, bias=True)\n",
      "            (proj): Linear(in_features=1024, out_features=1024, bias=True)\n",
      "          )\n",
      "          (mlp): Qwen3VLVisionMLP(\n",
      "            (linear_fc1): Linear(in_features=1024, out_features=4096, bias=True)\n",
      "            (linear_fc2): Linear(in_features=4096, out_features=1024, bias=True)\n",
      "            (act_fn): GELUTanh()\n",
      "          )\n",
      "        )\n",
      "      )\n",
      "      (merger): Qwen3VLVisionPatchMerger(\n",
      "        (norm): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n",
      "        (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n",
      "        (act_fn): GELU(approximate='none')\n",
      "        (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n",
      "      )\n",
      "      (deepstack_merger_list): ModuleList(\n",
      "        (0-2): 3 x Qwen3VLVisionPatchMerger(\n",
      "          (norm): LayerNorm((4096,), eps=1e-06, elementwise_affine=True)\n",
      "          (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n",
      "          (act_fn): GELU(approximate='none')\n",
      "          (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n",
      "        )\n",
      "      )\n",
      "    )\n",
      "    (language_model): Qwen3VLTextModel(\n",
      "      (embed_tokens): Embedding(151936, 2048)\n",
      "      (layers): ModuleList(\n",
      "        (0-27): 28 x Qwen3VLTextDecoderLayer(\n",
      "          (self_attn): Qwen3VLTextAttention(\n",
      "            (q_proj): Linear(in_features=2048, out_features=2048, bias=False)\n",
      "            (k_proj): Linear(in_features=2048, out_features=1024, bias=False)\n",
      "            (v_proj): Linear(in_features=2048, out_features=1024, bias=False)\n",
      "            (o_proj): Linear(in_features=2048, out_features=2048, bias=False)\n",
      "            (q_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n",
      "            (k_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n",
      "          )\n",
      "          (mlp): Qwen3VLTextMLP(\n",
      "            (gate_proj): Linear(in_features=2048, out_features=6144, bias=False)\n",
      "            (up_proj): Linear(in_features=2048, out_features=6144, bias=False)\n",
      "            (down_proj): Linear(in_features=6144, out_features=2048, bias=False)\n",
      "            (act_fn): SiLUActivation()\n",
      "          )\n",
      "          (input_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n",
      "          (post_attention_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n",
      "        )\n",
      "      )\n",
      "      (norm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n",
      "      (rotary_emb): Qwen3VLTextRotaryEmbedding()\n",
      "    )\n",
      "  )\n",
      "  (lm_head): Linear(in_features=2048, out_features=151936, bias=False)\n",
      ")\n"
     ]
    }
   ],
   "source": [
    "from transformers import AutoTokenizer, AutoProcessor, Qwen3VLForConditionalGeneration\n",
    "import torch\n",
    "import os\n",
    "\n",
    "model_id = \"qwen3-vl-2b\"       # куда сохраним\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16                     # ← вот fp16\n",
    "\n",
    "model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=torch.float16,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True,\n",
    ").eval()\n",
    "print(model)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5dc53711-9905-4d32-a532-88563a3adfd5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "00d92dca40a04d2cbc1b5c802f024000",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Downloading (incomplete total...): 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "947e921fb4c14b8fb7c735f8ddcda2a9",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Fetching 5 files:   0%|          | 0/5 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "306fa3b6e6124081953a07989d814156",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/625 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning: You are sending unauthenticated requests to the HF Hub. Please set a HF_TOKEN to enable higher rate limits and faster downloads.\n"
     ]
    },
    {
     "ename": "OSError",
     "evalue": "Repo id must use alphanumeric chars, '-', '_' or '.'. The name cannot start or end with '-' or '.' and the maximum length is 96: 'Qwen3VLForConditionalGeneration(\n  (model): Qwen3VLModel(\n    (visual): Qwen3VLVisionModel(\n      (patch_embed): Qwen3VLVisionPatchEmbed(\n        (proj): Conv3d(3, 1024, kernel_size=(2, 16, 16), stride=(2, 16, 16))\n      )\n      (pos_embed): Embedding(2304, 1024)\n      (rotary_pos_emb): Qwen3VLVisionRotaryEmbedding()\n      (blocks): ModuleList(\n        (0-23): 24 x Qwen3VLVisionBlock(\n          (norm1): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (norm2): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (attn): Qwen3VLVisionAttention(\n            (qkv): Linear(in_features=1024, out_features=3072, bias=True)\n            (proj): Linear(in_features=1024, out_features=1024, bias=True)\n          )\n          (mlp): Qwen3VLVisionMLP(\n            (linear_fc1): Linear(in_features=1024, out_features=4096, bias=True)\n            (linear_fc2): Linear(in_features=4096, out_features=1024, bias=True)\n            (act_fn): GELUTanh()\n          )\n        )\n      )\n      (merger): Qwen3VLVisionPatchMerger(\n        (norm): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n        (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n        (act_fn): GELU(approximate='none')\n        (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n      )\n      (deepstack_merger_list): ModuleList(\n        (0-2): 3 x Qwen3VLVisionPatchMerger(\n          (norm): LayerNorm((4096,), eps=1e-06, elementwise_affine=True)\n          (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n          (act_fn): GELU(approximate='none')\n          (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n        )\n      )\n    )\n    (language_model): Qwen3VLTextModel(\n      (embed_tokens): Embedding(151936, 2048)\n      (layers): ModuleList(\n        (0-27): 28 x Qwen3VLTextDecoderLayer(\n          (self_attn): Qwen3VLTextAttention(\n            (q_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (k_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (v_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (o_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (q_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n            (k_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n          )\n          (mlp): Qwen3VLTextMLP(\n            (gate_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (up_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (down_proj): Linear(in_features=6144, out_features=2048, bias=False)\n            (act_fn): SiLUActivation()\n          )\n          (input_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n          (post_attention_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n        )\n      )\n      (norm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n      (rotary_emb): Qwen3VLTextRotaryEmbedding()\n    )\n  )\n  (lm_head): Linear(in_features=2048, out_features=151936, bias=False)\n)'.",
     "output_type": "error",
     "traceback": [
      "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
      "\u001b[31mHFValidationError\u001b[39m                         Traceback (most recent call last)",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/utils/hub.py:419\u001b[39m, in \u001b[36mcached_files\u001b[39m\u001b[34m(path_or_repo_id, filenames, cache_dir, force_download, proxies, token, revision, local_files_only, subfolder, repo_type, user_agent, _raise_exceptions_for_gated_repo, _raise_exceptions_for_missing_entries, _raise_exceptions_for_connection_errors, _commit_hash, **deprecated_kwargs)\u001b[39m\n\u001b[32m    417\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(full_filenames) == \u001b[32m1\u001b[39m:\n\u001b[32m    418\u001b[39m     \u001b[38;5;66;03m# This is slightly better for only 1 file\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m419\u001b[39m     \u001b[43mhf_hub_download\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m    420\u001b[39m \u001b[43m        \u001b[49m\u001b[43mpath_or_repo_id\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    421\u001b[39m \u001b[43m        \u001b[49m\u001b[43mfilenames\u001b[49m\u001b[43m[\u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    422\u001b[39m \u001b[43m        \u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43mlen\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[43m==\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01melse\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    423\u001b[39m \u001b[43m        \u001b[49m\u001b[43mrepo_type\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrepo_type\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    424\u001b[39m \u001b[43m        \u001b[49m\u001b[43mrevision\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrevision\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    425\u001b[39m \u001b[43m        \u001b[49m\u001b[43mcache_dir\u001b[49m\u001b[43m=\u001b[49m\u001b[43mcache_dir\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    426\u001b[39m \u001b[43m        \u001b[49m\u001b[43muser_agent\u001b[49m\u001b[43m=\u001b[49m\u001b[43muser_agent\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    427\u001b[39m \u001b[43m        \u001b[49m\u001b[43mforce_download\u001b[49m\u001b[43m=\u001b[49m\u001b[43mforce_download\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    428\u001b[39m \u001b[43m        \u001b[49m\u001b[43mproxies\u001b[49m\u001b[43m=\u001b[49m\u001b[43mproxies\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    429\u001b[39m \u001b[43m        \u001b[49m\u001b[43mtoken\u001b[49m\u001b[43m=\u001b[49m\u001b[43mtoken\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    430\u001b[39m \u001b[43m        \u001b[49m\u001b[43mlocal_files_only\u001b[49m\u001b[43m=\u001b[49m\u001b[43mlocal_files_only\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    431\u001b[39m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    432\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/huggingface_hub/utils/_validators.py:85\u001b[39m, in \u001b[36mvalidate_hf_hub_args.<locals>._inner_fn\u001b[39m\u001b[34m(*args, **kwargs)\u001b[39m\n\u001b[32m     84\u001b[39m     \u001b[38;5;28;01mif\u001b[39;00m arg_name \u001b[38;5;129;01min\u001b[39;00m [\u001b[33m\"\u001b[39m\u001b[33mrepo_id\u001b[39m\u001b[33m\"\u001b[39m, \u001b[33m\"\u001b[39m\u001b[33mfrom_id\u001b[39m\u001b[33m\"\u001b[39m, \u001b[33m\"\u001b[39m\u001b[33mto_id\u001b[39m\u001b[33m\"\u001b[39m]:\n\u001b[32m---> \u001b[39m\u001b[32m85\u001b[39m         \u001b[43mvalidate_repo_id\u001b[49m\u001b[43m(\u001b[49m\u001b[43marg_value\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m     87\u001b[39m kwargs = smoothly_deprecate_legacy_arguments(fn_name=fn.\u001b[34m__name__\u001b[39m, kwargs=kwargs)\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/huggingface_hub/utils/_validators.py:135\u001b[39m, in \u001b[36mvalidate_repo_id\u001b[39m\u001b[34m(repo_id)\u001b[39m\n\u001b[32m    134\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m REPO_ID_REGEX.match(repo_id):\n\u001b[32m--> \u001b[39m\u001b[32m135\u001b[39m     \u001b[38;5;28;01mraise\u001b[39;00m HFValidationError(\n\u001b[32m    136\u001b[39m         \u001b[33m\"\u001b[39m\u001b[33mRepo id must use alphanumeric chars, \u001b[39m\u001b[33m'\u001b[39m\u001b[33m-\u001b[39m\u001b[33m'\u001b[39m\u001b[33m, \u001b[39m\u001b[33m'\u001b[39m\u001b[33m_\u001b[39m\u001b[33m'\u001b[39m\u001b[33m or \u001b[39m\u001b[33m'\u001b[39m\u001b[33m.\u001b[39m\u001b[33m'\u001b[39m\u001b[33m.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    137\u001b[39m         \u001b[33m\"\u001b[39m\u001b[33m The name cannot start or end with \u001b[39m\u001b[33m'\u001b[39m\u001b[33m-\u001b[39m\u001b[33m'\u001b[39m\u001b[33m or \u001b[39m\u001b[33m'\u001b[39m\u001b[33m.\u001b[39m\u001b[33m'\u001b[39m\u001b[33m and the maximum length is 96:\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    138\u001b[39m         \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33m \u001b[39m\u001b[33m'\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mrepo_id\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m'\u001b[39m\u001b[33m.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    139\u001b[39m     )\n\u001b[32m    141\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[33m\"\u001b[39m\u001b[33m--\u001b[39m\u001b[33m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m repo_id \u001b[38;5;129;01mor\u001b[39;00m \u001b[33m\"\u001b[39m\u001b[33m..\u001b[39m\u001b[33m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m repo_id:\n",
      "\u001b[31mHFValidationError\u001b[39m: Repo id must use alphanumeric chars, '-', '_' or '.'. The name cannot start or end with '-' or '.' and the maximum length is 96: 'Qwen3VLForConditionalGeneration(\n  (model): Qwen3VLModel(\n    (visual): Qwen3VLVisionModel(\n      (patch_embed): Qwen3VLVisionPatchEmbed(\n        (proj): Conv3d(3, 1024, kernel_size=(2, 16, 16), stride=(2, 16, 16))\n      )\n      (pos_embed): Embedding(2304, 1024)\n      (rotary_pos_emb): Qwen3VLVisionRotaryEmbedding()\n      (blocks): ModuleList(\n        (0-23): 24 x Qwen3VLVisionBlock(\n          (norm1): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (norm2): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (attn): Qwen3VLVisionAttention(\n            (qkv): Linear(in_features=1024, out_features=3072, bias=True)\n            (proj): Linear(in_features=1024, out_features=1024, bias=True)\n          )\n          (mlp): Qwen3VLVisionMLP(\n            (linear_fc1): Linear(in_features=1024, out_features=4096, bias=True)\n            (linear_fc2): Linear(in_features=4096, out_features=1024, bias=True)\n            (act_fn): GELUTanh()\n          )\n        )\n      )\n      (merger): Qwen3VLVisionPatchMerger(\n        (norm): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n        (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n        (act_fn): GELU(approximate='none')\n        (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n      )\n      (deepstack_merger_list): ModuleList(\n        (0-2): 3 x Qwen3VLVisionPatchMerger(\n          (norm): LayerNorm((4096,), eps=1e-06, elementwise_affine=True)\n          (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n          (act_fn): GELU(approximate='none')\n          (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n        )\n      )\n    )\n    (language_model): Qwen3VLTextModel(\n      (embed_tokens): Embedding(151936, 2048)\n      (layers): ModuleList(\n        (0-27): 28 x Qwen3VLTextDecoderLayer(\n          (self_attn): Qwen3VLTextAttention(\n            (q_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (k_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (v_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (o_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (q_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n            (k_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n          )\n          (mlp): Qwen3VLTextMLP(\n            (gate_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (up_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (down_proj): Linear(in_features=6144, out_features=2048, bias=False)\n            (act_fn): SiLUActivation()\n          )\n          (input_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n          (post_attention_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n        )\n      )\n      (norm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n      (rotary_emb): Qwen3VLTextRotaryEmbedding()\n    )\n  )\n  (lm_head): Linear(in_features=2048, out_features=151936, bias=False)\n)'.",
      "\nThe above exception was the direct cause of the following exception:\n",
      "\u001b[31mOSError\u001b[39m                                   Traceback (most recent call last)",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/models/auto/tokenization_auto.py:624\u001b[39m, in \u001b[36mAutoTokenizer.from_pretrained\u001b[39m\u001b[34m(cls, pretrained_model_name_or_path, *inputs, **kwargs)\u001b[39m\n\u001b[32m    623\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m624\u001b[39m     config = \u001b[43mAutoConfig\u001b[49m\u001b[43m.\u001b[49m\u001b[43mfrom_pretrained\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m    625\u001b[39m \u001b[43m        \u001b[49m\u001b[43mpretrained_model_name_or_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtrust_remote_code\u001b[49m\u001b[43m=\u001b[49m\u001b[43mtrust_remote_code\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\n\u001b[32m    626\u001b[39m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    627\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m:\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/models/auto/configuration_auto.py:1403\u001b[39m, in \u001b[36mAutoConfig.from_pretrained\u001b[39m\u001b[34m(cls, pretrained_model_name_or_path, **kwargs)\u001b[39m\n\u001b[32m   1401\u001b[39m code_revision = kwargs.pop(\u001b[33m\"\u001b[39m\u001b[33mcode_revision\u001b[39m\u001b[33m\"\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m)\n\u001b[32m-> \u001b[39m\u001b[32m1403\u001b[39m config_dict, unused_kwargs = \u001b[43mPreTrainedConfig\u001b[49m\u001b[43m.\u001b[49m\u001b[43mget_config_dict\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpretrained_model_name_or_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m   1404\u001b[39m has_remote_code = \u001b[33m\"\u001b[39m\u001b[33mauto_map\u001b[39m\u001b[33m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m config_dict \u001b[38;5;129;01mand\u001b[39;00m \u001b[33m\"\u001b[39m\u001b[33mAutoConfig\u001b[39m\u001b[33m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m config_dict[\u001b[33m\"\u001b[39m\u001b[33mauto_map\u001b[39m\u001b[33m\"\u001b[39m]\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/configuration_utils.py:572\u001b[39m, in \u001b[36mPreTrainedConfig.get_config_dict\u001b[39m\u001b[34m(cls, pretrained_model_name_or_path, **kwargs)\u001b[39m\n\u001b[32m    571\u001b[39m \u001b[38;5;66;03m# Get config dict associated with the base config file\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m572\u001b[39m config_dict, kwargs = \u001b[38;5;28;43mcls\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_get_config_dict\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpretrained_model_name_or_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    573\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m config_dict \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/configuration_utils.py:627\u001b[39m, in \u001b[36mPreTrainedConfig._get_config_dict\u001b[39m\u001b[34m(cls, pretrained_model_name_or_path, **kwargs)\u001b[39m\n\u001b[32m    625\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m    626\u001b[39m     \u001b[38;5;66;03m# Load from local folder or from cache or download from model Hub and cache\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m627\u001b[39m     resolved_config_file = \u001b[43mcached_file\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m    628\u001b[39m \u001b[43m        \u001b[49m\u001b[43mpretrained_model_name_or_path\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    629\u001b[39m \u001b[43m        \u001b[49m\u001b[43mconfiguration_file\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    630\u001b[39m \u001b[43m        \u001b[49m\u001b[43mcache_dir\u001b[49m\u001b[43m=\u001b[49m\u001b[43mcache_dir\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    631\u001b[39m \u001b[43m        \u001b[49m\u001b[43mforce_download\u001b[49m\u001b[43m=\u001b[49m\u001b[43mforce_download\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    632\u001b[39m \u001b[43m        \u001b[49m\u001b[43mproxies\u001b[49m\u001b[43m=\u001b[49m\u001b[43mproxies\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    633\u001b[39m \u001b[43m        \u001b[49m\u001b[43mlocal_files_only\u001b[49m\u001b[43m=\u001b[49m\u001b[43mlocal_files_only\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    634\u001b[39m \u001b[43m        \u001b[49m\u001b[43mtoken\u001b[49m\u001b[43m=\u001b[49m\u001b[43mtoken\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    635\u001b[39m \u001b[43m        \u001b[49m\u001b[43muser_agent\u001b[49m\u001b[43m=\u001b[49m\u001b[43muser_agent\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    636\u001b[39m \u001b[43m        \u001b[49m\u001b[43mrevision\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrevision\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    637\u001b[39m \u001b[43m        \u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m=\u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    638\u001b[39m \u001b[43m        \u001b[49m\u001b[43m_commit_hash\u001b[49m\u001b[43m=\u001b[49m\u001b[43mcommit_hash\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    639\u001b[39m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    640\u001b[39m     \u001b[38;5;28;01mif\u001b[39;00m resolved_config_file \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/utils/hub.py:276\u001b[39m, in \u001b[36mcached_file\u001b[39m\u001b[34m(path_or_repo_id, filename, **kwargs)\u001b[39m\n\u001b[32m    226\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m    227\u001b[39m \u001b[33;03mTries to locate a file in a local folder and repo, downloads and cache it if necessary.\u001b[39;00m\n\u001b[32m    228\u001b[39m \n\u001b[32m   (...)\u001b[39m\u001b[32m    274\u001b[39m \u001b[33;03m```\u001b[39;00m\n\u001b[32m    275\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m276\u001b[39m file = \u001b[43mcached_files\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpath_or_repo_id\u001b[49m\u001b[43m=\u001b[49m\u001b[43mpath_or_repo_id\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfilenames\u001b[49m\u001b[43m=\u001b[49m\u001b[43m[\u001b[49m\u001b[43mfilename\u001b[49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    277\u001b[39m file = file[\u001b[32m0\u001b[39m] \u001b[38;5;28;01mif\u001b[39;00m file \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;28;01melse\u001b[39;00m file\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/utils/hub.py:468\u001b[39m, in \u001b[36mcached_files\u001b[39m\u001b[34m(path_or_repo_id, filenames, cache_dir, force_download, proxies, token, revision, local_files_only, subfolder, repo_type, user_agent, _raise_exceptions_for_gated_repo, _raise_exceptions_for_missing_entries, _raise_exceptions_for_connection_errors, _commit_hash, **deprecated_kwargs)\u001b[39m\n\u001b[32m    467\u001b[39m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(e, \u001b[38;5;167;01mValueError\u001b[39;00m):\n\u001b[32m--> \u001b[39m\u001b[32m468\u001b[39m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mOSError\u001b[39;00m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00me\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m) \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01me\u001b[39;00m\n\u001b[32m    470\u001b[39m \u001b[38;5;66;03m# Now we try to recover if we can find all files correctly in the cache\u001b[39;00m\n",
      "\u001b[31mOSError\u001b[39m: Repo id must use alphanumeric chars, '-', '_' or '.'. The name cannot start or end with '-' or '.' and the maximum length is 96: 'Qwen3VLForConditionalGeneration(\n  (model): Qwen3VLModel(\n    (visual): Qwen3VLVisionModel(\n      (patch_embed): Qwen3VLVisionPatchEmbed(\n        (proj): Conv3d(3, 1024, kernel_size=(2, 16, 16), stride=(2, 16, 16))\n      )\n      (pos_embed): Embedding(2304, 1024)\n      (rotary_pos_emb): Qwen3VLVisionRotaryEmbedding()\n      (blocks): ModuleList(\n        (0-23): 24 x Qwen3VLVisionBlock(\n          (norm1): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (norm2): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (attn): Qwen3VLVisionAttention(\n            (qkv): Linear(in_features=1024, out_features=3072, bias=True)\n            (proj): Linear(in_features=1024, out_features=1024, bias=True)\n          )\n          (mlp): Qwen3VLVisionMLP(\n            (linear_fc1): Linear(in_features=1024, out_features=4096, bias=True)\n            (linear_fc2): Linear(in_features=4096, out_features=1024, bias=True)\n            (act_fn): GELUTanh()\n          )\n        )\n      )\n      (merger): Qwen3VLVisionPatchMerger(\n        (norm): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n        (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n        (act_fn): GELU(approximate='none')\n        (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n      )\n      (deepstack_merger_list): ModuleList(\n        (0-2): 3 x Qwen3VLVisionPatchMerger(\n          (norm): LayerNorm((4096,), eps=1e-06, elementwise_affine=True)\n          (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n          (act_fn): GELU(approximate='none')\n          (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n        )\n      )\n    )\n    (language_model): Qwen3VLTextModel(\n      (embed_tokens): Embedding(151936, 2048)\n      (layers): ModuleList(\n        (0-27): 28 x Qwen3VLTextDecoderLayer(\n          (self_attn): Qwen3VLTextAttention(\n            (q_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (k_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (v_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (o_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (q_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n            (k_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n          )\n          (mlp): Qwen3VLTextMLP(\n            (gate_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (up_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (down_proj): Linear(in_features=6144, out_features=2048, bias=False)\n            (act_fn): SiLUActivation()\n          )\n          (input_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n          (post_attention_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n        )\n      )\n      (norm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n      (rotary_emb): Qwen3VLTextRotaryEmbedding()\n    )\n  )\n  (lm_head): Linear(in_features=2048, out_features=151936, bias=False)\n)'.",
      "\nDuring handling of the above exception, another exception occurred:\n",
      "\u001b[31mHFValidationError\u001b[39m                         Traceback (most recent call last)",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/utils/hub.py:419\u001b[39m, in \u001b[36mcached_files\u001b[39m\u001b[34m(path_or_repo_id, filenames, cache_dir, force_download, proxies, token, revision, local_files_only, subfolder, repo_type, user_agent, _raise_exceptions_for_gated_repo, _raise_exceptions_for_missing_entries, _raise_exceptions_for_connection_errors, _commit_hash, **deprecated_kwargs)\u001b[39m\n\u001b[32m    417\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(full_filenames) == \u001b[32m1\u001b[39m:\n\u001b[32m    418\u001b[39m     \u001b[38;5;66;03m# This is slightly better for only 1 file\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m419\u001b[39m     \u001b[43mhf_hub_download\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m    420\u001b[39m \u001b[43m        \u001b[49m\u001b[43mpath_or_repo_id\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    421\u001b[39m \u001b[43m        \u001b[49m\u001b[43mfilenames\u001b[49m\u001b[43m[\u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    422\u001b[39m \u001b[43m        \u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43mlen\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[43m==\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01melse\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    423\u001b[39m \u001b[43m        \u001b[49m\u001b[43mrepo_type\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrepo_type\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    424\u001b[39m \u001b[43m        \u001b[49m\u001b[43mrevision\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrevision\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    425\u001b[39m \u001b[43m        \u001b[49m\u001b[43mcache_dir\u001b[49m\u001b[43m=\u001b[49m\u001b[43mcache_dir\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    426\u001b[39m \u001b[43m        \u001b[49m\u001b[43muser_agent\u001b[49m\u001b[43m=\u001b[49m\u001b[43muser_agent\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    427\u001b[39m \u001b[43m        \u001b[49m\u001b[43mforce_download\u001b[49m\u001b[43m=\u001b[49m\u001b[43mforce_download\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    428\u001b[39m \u001b[43m        \u001b[49m\u001b[43mproxies\u001b[49m\u001b[43m=\u001b[49m\u001b[43mproxies\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    429\u001b[39m \u001b[43m        \u001b[49m\u001b[43mtoken\u001b[49m\u001b[43m=\u001b[49m\u001b[43mtoken\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    430\u001b[39m \u001b[43m        \u001b[49m\u001b[43mlocal_files_only\u001b[49m\u001b[43m=\u001b[49m\u001b[43mlocal_files_only\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    431\u001b[39m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    432\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/huggingface_hub/utils/_validators.py:85\u001b[39m, in \u001b[36mvalidate_hf_hub_args.<locals>._inner_fn\u001b[39m\u001b[34m(*args, **kwargs)\u001b[39m\n\u001b[32m     84\u001b[39m     \u001b[38;5;28;01mif\u001b[39;00m arg_name \u001b[38;5;129;01min\u001b[39;00m [\u001b[33m\"\u001b[39m\u001b[33mrepo_id\u001b[39m\u001b[33m\"\u001b[39m, \u001b[33m\"\u001b[39m\u001b[33mfrom_id\u001b[39m\u001b[33m\"\u001b[39m, \u001b[33m\"\u001b[39m\u001b[33mto_id\u001b[39m\u001b[33m\"\u001b[39m]:\n\u001b[32m---> \u001b[39m\u001b[32m85\u001b[39m         \u001b[43mvalidate_repo_id\u001b[49m\u001b[43m(\u001b[49m\u001b[43marg_value\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m     87\u001b[39m kwargs = smoothly_deprecate_legacy_arguments(fn_name=fn.\u001b[34m__name__\u001b[39m, kwargs=kwargs)\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/huggingface_hub/utils/_validators.py:135\u001b[39m, in \u001b[36mvalidate_repo_id\u001b[39m\u001b[34m(repo_id)\u001b[39m\n\u001b[32m    134\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m REPO_ID_REGEX.match(repo_id):\n\u001b[32m--> \u001b[39m\u001b[32m135\u001b[39m     \u001b[38;5;28;01mraise\u001b[39;00m HFValidationError(\n\u001b[32m    136\u001b[39m         \u001b[33m\"\u001b[39m\u001b[33mRepo id must use alphanumeric chars, \u001b[39m\u001b[33m'\u001b[39m\u001b[33m-\u001b[39m\u001b[33m'\u001b[39m\u001b[33m, \u001b[39m\u001b[33m'\u001b[39m\u001b[33m_\u001b[39m\u001b[33m'\u001b[39m\u001b[33m or \u001b[39m\u001b[33m'\u001b[39m\u001b[33m.\u001b[39m\u001b[33m'\u001b[39m\u001b[33m.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    137\u001b[39m         \u001b[33m\"\u001b[39m\u001b[33m The name cannot start or end with \u001b[39m\u001b[33m'\u001b[39m\u001b[33m-\u001b[39m\u001b[33m'\u001b[39m\u001b[33m or \u001b[39m\u001b[33m'\u001b[39m\u001b[33m.\u001b[39m\u001b[33m'\u001b[39m\u001b[33m and the maximum length is 96:\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    138\u001b[39m         \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33m \u001b[39m\u001b[33m'\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mrepo_id\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m'\u001b[39m\u001b[33m.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    139\u001b[39m     )\n\u001b[32m    141\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[33m\"\u001b[39m\u001b[33m--\u001b[39m\u001b[33m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m repo_id \u001b[38;5;129;01mor\u001b[39;00m \u001b[33m\"\u001b[39m\u001b[33m..\u001b[39m\u001b[33m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m repo_id:\n",
      "\u001b[31mHFValidationError\u001b[39m: Repo id must use alphanumeric chars, '-', '_' or '.'. The name cannot start or end with '-' or '.' and the maximum length is 96: 'Qwen3VLForConditionalGeneration(\n  (model): Qwen3VLModel(\n    (visual): Qwen3VLVisionModel(\n      (patch_embed): Qwen3VLVisionPatchEmbed(\n        (proj): Conv3d(3, 1024, kernel_size=(2, 16, 16), stride=(2, 16, 16))\n      )\n      (pos_embed): Embedding(2304, 1024)\n      (rotary_pos_emb): Qwen3VLVisionRotaryEmbedding()\n      (blocks): ModuleList(\n        (0-23): 24 x Qwen3VLVisionBlock(\n          (norm1): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (norm2): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (attn): Qwen3VLVisionAttention(\n            (qkv): Linear(in_features=1024, out_features=3072, bias=True)\n            (proj): Linear(in_features=1024, out_features=1024, bias=True)\n          )\n          (mlp): Qwen3VLVisionMLP(\n            (linear_fc1): Linear(in_features=1024, out_features=4096, bias=True)\n            (linear_fc2): Linear(in_features=4096, out_features=1024, bias=True)\n            (act_fn): GELUTanh()\n          )\n        )\n      )\n      (merger): Qwen3VLVisionPatchMerger(\n        (norm): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n        (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n        (act_fn): GELU(approximate='none')\n        (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n      )\n      (deepstack_merger_list): ModuleList(\n        (0-2): 3 x Qwen3VLVisionPatchMerger(\n          (norm): LayerNorm((4096,), eps=1e-06, elementwise_affine=True)\n          (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n          (act_fn): GELU(approximate='none')\n          (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n        )\n      )\n    )\n    (language_model): Qwen3VLTextModel(\n      (embed_tokens): Embedding(151936, 2048)\n      (layers): ModuleList(\n        (0-27): 28 x Qwen3VLTextDecoderLayer(\n          (self_attn): Qwen3VLTextAttention(\n            (q_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (k_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (v_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (o_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (q_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n            (k_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n          )\n          (mlp): Qwen3VLTextMLP(\n            (gate_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (up_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (down_proj): Linear(in_features=6144, out_features=2048, bias=False)\n            (act_fn): SiLUActivation()\n          )\n          (input_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n          (post_attention_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n        )\n      )\n      (norm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n      (rotary_emb): Qwen3VLTextRotaryEmbedding()\n    )\n  )\n  (lm_head): Linear(in_features=2048, out_features=151936, bias=False)\n)'.",
      "\nThe above exception was the direct cause of the following exception:\n",
      "\u001b[31mOSError\u001b[39m                                   Traceback (most recent call last)",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[2]\u001b[39m\u001b[32m, line 17\u001b[39m\n\u001b[32m      8\u001b[39m dtype = torch.float16                     \u001b[38;5;66;03m# ← вот fp16\u001b[39;00m\n\u001b[32m     10\u001b[39m model = Qwen3VLForConditionalGeneration.from_pretrained(\n\u001b[32m     11\u001b[39m     model_id,\n\u001b[32m     12\u001b[39m     torch_dtype=torch.float16,\n\u001b[32m     13\u001b[39m     device_map=\u001b[33m\"\u001b[39m\u001b[33mauto\u001b[39m\u001b[33m\"\u001b[39m,\n\u001b[32m     14\u001b[39m     trust_remote_code=\u001b[38;5;28;01mTrue\u001b[39;00m,\n\u001b[32m     15\u001b[39m ).eval()\n\u001b[32m---> \u001b[39m\u001b[32m17\u001b[39m tokenizer = \u001b[43mAutoTokenizer\u001b[49m\u001b[43m.\u001b[49m\u001b[43mfrom_pretrained\u001b[49m\u001b[43m(\u001b[49m\u001b[43mmodel\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m     18\u001b[39m \u001b[38;5;66;03m#text_model = AutoModel.from_pretrained(model,torch_dtype=dtype).to(device).eval()\u001b[39;00m\n\u001b[32m     19\u001b[39m \n\u001b[32m     20\u001b[39m \u001b[38;5;66;03m#print(text_model)\u001b[39;00m\n\u001b[32m     21\u001b[39m \u001b[38;5;28mprint\u001b[39m(tokenizer)\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/models/auto/tokenization_auto.py:628\u001b[39m, in \u001b[36mAutoTokenizer.from_pretrained\u001b[39m\u001b[34m(cls, pretrained_model_name_or_path, *inputs, **kwargs)\u001b[39m\n\u001b[32m    624\u001b[39m         config = AutoConfig.from_pretrained(\n\u001b[32m    625\u001b[39m             pretrained_model_name_or_path, trust_remote_code=trust_remote_code, **kwargs\n\u001b[32m    626\u001b[39m         )\n\u001b[32m    627\u001b[39m     \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m628\u001b[39m         config = \u001b[43mPreTrainedConfig\u001b[49m\u001b[43m.\u001b[49m\u001b[43mfrom_pretrained\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpretrained_model_name_or_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    630\u001b[39m config_model_type = config.model_type\n\u001b[32m    632\u001b[39m \u001b[38;5;66;03m# Next, let's try to use the tokenizer_config file to get the tokenizer class.\u001b[39;00m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/configuration_utils.py:531\u001b[39m, in \u001b[36mPreTrainedConfig.from_pretrained\u001b[39m\u001b[34m(cls, pretrained_model_name_or_path, cache_dir, force_download, local_files_only, token, revision, **kwargs)\u001b[39m\n\u001b[32m    528\u001b[39m kwargs[\u001b[33m\"\u001b[39m\u001b[33mlocal_files_only\u001b[39m\u001b[33m\"\u001b[39m] = local_files_only\n\u001b[32m    529\u001b[39m kwargs[\u001b[33m\"\u001b[39m\u001b[33mrevision\u001b[39m\u001b[33m\"\u001b[39m] = revision\n\u001b[32m--> \u001b[39m\u001b[32m531\u001b[39m config_dict, kwargs = \u001b[38;5;28;43mcls\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mget_config_dict\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpretrained_model_name_or_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    532\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mcls\u001b[39m.base_config_key \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mcls\u001b[39m.base_config_key \u001b[38;5;129;01min\u001b[39;00m config_dict:\n\u001b[32m    533\u001b[39m     config_dict = config_dict[\u001b[38;5;28mcls\u001b[39m.base_config_key]\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/configuration_utils.py:572\u001b[39m, in \u001b[36mPreTrainedConfig.get_config_dict\u001b[39m\u001b[34m(cls, pretrained_model_name_or_path, **kwargs)\u001b[39m\n\u001b[32m    570\u001b[39m original_kwargs = copy.deepcopy(kwargs)\n\u001b[32m    571\u001b[39m \u001b[38;5;66;03m# Get config dict associated with the base config file\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m572\u001b[39m config_dict, kwargs = \u001b[38;5;28;43mcls\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_get_config_dict\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpretrained_model_name_or_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    573\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m config_dict \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m    574\u001b[39m     \u001b[38;5;28;01mreturn\u001b[39;00m {}, kwargs\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/configuration_utils.py:627\u001b[39m, in \u001b[36mPreTrainedConfig._get_config_dict\u001b[39m\u001b[34m(cls, pretrained_model_name_or_path, **kwargs)\u001b[39m\n\u001b[32m    623\u001b[39m configuration_file = kwargs.pop(\u001b[33m\"\u001b[39m\u001b[33m_configuration_file\u001b[39m\u001b[33m\"\u001b[39m, CONFIG_NAME) \u001b[38;5;28;01mif\u001b[39;00m gguf_file \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;28;01melse\u001b[39;00m gguf_file\n\u001b[32m    625\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m    626\u001b[39m     \u001b[38;5;66;03m# Load from local folder or from cache or download from model Hub and cache\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m627\u001b[39m     resolved_config_file = \u001b[43mcached_file\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m    628\u001b[39m \u001b[43m        \u001b[49m\u001b[43mpretrained_model_name_or_path\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    629\u001b[39m \u001b[43m        \u001b[49m\u001b[43mconfiguration_file\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    630\u001b[39m \u001b[43m        \u001b[49m\u001b[43mcache_dir\u001b[49m\u001b[43m=\u001b[49m\u001b[43mcache_dir\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    631\u001b[39m \u001b[43m        \u001b[49m\u001b[43mforce_download\u001b[49m\u001b[43m=\u001b[49m\u001b[43mforce_download\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    632\u001b[39m \u001b[43m        \u001b[49m\u001b[43mproxies\u001b[49m\u001b[43m=\u001b[49m\u001b[43mproxies\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    633\u001b[39m \u001b[43m        \u001b[49m\u001b[43mlocal_files_only\u001b[49m\u001b[43m=\u001b[49m\u001b[43mlocal_files_only\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    634\u001b[39m \u001b[43m        \u001b[49m\u001b[43mtoken\u001b[49m\u001b[43m=\u001b[49m\u001b[43mtoken\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    635\u001b[39m \u001b[43m        \u001b[49m\u001b[43muser_agent\u001b[49m\u001b[43m=\u001b[49m\u001b[43muser_agent\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    636\u001b[39m \u001b[43m        \u001b[49m\u001b[43mrevision\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrevision\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    637\u001b[39m \u001b[43m        \u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m=\u001b[49m\u001b[43msubfolder\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    638\u001b[39m \u001b[43m        \u001b[49m\u001b[43m_commit_hash\u001b[49m\u001b[43m=\u001b[49m\u001b[43mcommit_hash\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m    639\u001b[39m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    640\u001b[39m     \u001b[38;5;28;01mif\u001b[39;00m resolved_config_file \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m    641\u001b[39m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m, kwargs\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/utils/hub.py:276\u001b[39m, in \u001b[36mcached_file\u001b[39m\u001b[34m(path_or_repo_id, filename, **kwargs)\u001b[39m\n\u001b[32m    221\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mcached_file\u001b[39m(\n\u001b[32m    222\u001b[39m     path_or_repo_id: \u001b[38;5;28mstr\u001b[39m | os.PathLike,\n\u001b[32m    223\u001b[39m     filename: \u001b[38;5;28mstr\u001b[39m,\n\u001b[32m    224\u001b[39m     **kwargs,\n\u001b[32m    225\u001b[39m ) -> \u001b[38;5;28mstr\u001b[39m | \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m    226\u001b[39m \u001b[38;5;250m    \u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m    227\u001b[39m \u001b[33;03m    Tries to locate a file in a local folder and repo, downloads and cache it if necessary.\u001b[39;00m\n\u001b[32m    228\u001b[39m \n\u001b[32m   (...)\u001b[39m\u001b[32m    274\u001b[39m \u001b[33;03m    ```\u001b[39;00m\n\u001b[32m    275\u001b[39m \u001b[33;03m    \"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m276\u001b[39m     file = \u001b[43mcached_files\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpath_or_repo_id\u001b[49m\u001b[43m=\u001b[49m\u001b[43mpath_or_repo_id\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfilenames\u001b[49m\u001b[43m=\u001b[49m\u001b[43m[\u001b[49m\u001b[43mfilename\u001b[49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m    277\u001b[39m     file = file[\u001b[32m0\u001b[39m] \u001b[38;5;28;01mif\u001b[39;00m file \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;28;01melse\u001b[39;00m file\n\u001b[32m    278\u001b[39m     \u001b[38;5;28;01mreturn\u001b[39;00m file\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/transformers/utils/hub.py:468\u001b[39m, in \u001b[36mcached_files\u001b[39m\u001b[34m(path_or_repo_id, filenames, cache_dir, force_download, proxies, token, revision, local_files_only, subfolder, repo_type, user_agent, _raise_exceptions_for_gated_repo, _raise_exceptions_for_missing_entries, _raise_exceptions_for_connection_errors, _commit_hash, **deprecated_kwargs)\u001b[39m\n\u001b[32m    462\u001b[39m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mOSError\u001b[39;00m(\n\u001b[32m    463\u001b[39m         \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mPermissionError at \u001b[39m\u001b[38;5;132;01m{\u001b[39;00me.filename\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m when downloading \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mpath_or_repo_id\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m. \u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    464\u001b[39m         \u001b[33m\"\u001b[39m\u001b[33mCheck cache directory permissions. Common causes: 1) another user is downloading the same model (please wait); \u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    465\u001b[39m         \u001b[33m\"\u001b[39m\u001b[33m2) a previous download was canceled and the lock file needs manual removal.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    466\u001b[39m     ) \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01me\u001b[39;00m\n\u001b[32m    467\u001b[39m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(e, \u001b[38;5;167;01mValueError\u001b[39;00m):\n\u001b[32m--> \u001b[39m\u001b[32m468\u001b[39m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mOSError\u001b[39;00m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00me\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m) \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01me\u001b[39;00m\n\u001b[32m    470\u001b[39m \u001b[38;5;66;03m# Now we try to recover if we can find all files correctly in the cache\u001b[39;00m\n\u001b[32m    471\u001b[39m resolved_files = [\n\u001b[32m    472\u001b[39m     _get_cache_file_to_return(path_or_repo_id, filename, cache_dir, revision, repo_type)\n\u001b[32m    473\u001b[39m     \u001b[38;5;28;01mfor\u001b[39;00m filename \u001b[38;5;129;01min\u001b[39;00m full_filenames\n\u001b[32m    474\u001b[39m ]\n",
      "\u001b[31mOSError\u001b[39m: Repo id must use alphanumeric chars, '-', '_' or '.'. The name cannot start or end with '-' or '.' and the maximum length is 96: 'Qwen3VLForConditionalGeneration(\n  (model): Qwen3VLModel(\n    (visual): Qwen3VLVisionModel(\n      (patch_embed): Qwen3VLVisionPatchEmbed(\n        (proj): Conv3d(3, 1024, kernel_size=(2, 16, 16), stride=(2, 16, 16))\n      )\n      (pos_embed): Embedding(2304, 1024)\n      (rotary_pos_emb): Qwen3VLVisionRotaryEmbedding()\n      (blocks): ModuleList(\n        (0-23): 24 x Qwen3VLVisionBlock(\n          (norm1): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (norm2): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n          (attn): Qwen3VLVisionAttention(\n            (qkv): Linear(in_features=1024, out_features=3072, bias=True)\n            (proj): Linear(in_features=1024, out_features=1024, bias=True)\n          )\n          (mlp): Qwen3VLVisionMLP(\n            (linear_fc1): Linear(in_features=1024, out_features=4096, bias=True)\n            (linear_fc2): Linear(in_features=4096, out_features=1024, bias=True)\n            (act_fn): GELUTanh()\n          )\n        )\n      )\n      (merger): Qwen3VLVisionPatchMerger(\n        (norm): LayerNorm((1024,), eps=1e-06, elementwise_affine=True)\n        (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n        (act_fn): GELU(approximate='none')\n        (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n      )\n      (deepstack_merger_list): ModuleList(\n        (0-2): 3 x Qwen3VLVisionPatchMerger(\n          (norm): LayerNorm((4096,), eps=1e-06, elementwise_affine=True)\n          (linear_fc1): Linear(in_features=4096, out_features=4096, bias=True)\n          (act_fn): GELU(approximate='none')\n          (linear_fc2): Linear(in_features=4096, out_features=2048, bias=True)\n        )\n      )\n    )\n    (language_model): Qwen3VLTextModel(\n      (embed_tokens): Embedding(151936, 2048)\n      (layers): ModuleList(\n        (0-27): 28 x Qwen3VLTextDecoderLayer(\n          (self_attn): Qwen3VLTextAttention(\n            (q_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (k_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (v_proj): Linear(in_features=2048, out_features=1024, bias=False)\n            (o_proj): Linear(in_features=2048, out_features=2048, bias=False)\n            (q_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n            (k_norm): Qwen3VLTextRMSNorm((128,), eps=1e-06)\n          )\n          (mlp): Qwen3VLTextMLP(\n            (gate_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (up_proj): Linear(in_features=2048, out_features=6144, bias=False)\n            (down_proj): Linear(in_features=6144, out_features=2048, bias=False)\n            (act_fn): SiLUActivation()\n          )\n          (input_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n          (post_attention_layernorm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n        )\n      )\n      (norm): Qwen3VLTextRMSNorm((2048,), eps=1e-06)\n      (rotary_emb): Qwen3VLTextRotaryEmbedding()\n    )\n  )\n  (lm_head): Linear(in_features=2048, out_features=151936, bias=False)\n)'."
     ]
    }
   ],
   "source": [
    "from transformers import AutoTokenizer, AutoProcessor, Qwen3VLForConditionalGeneration\n",
    "import torch\n",
    "import os\n",
    "\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"       # куда сохраним\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16                     # ← вот fp16\n",
    "\n",
    "model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=torch.float16,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True,\n",
    ").eval()\n",
    "\n",
    "tokenizer = AutoTokenizer.from_pretrained(model)\n",
    "#text_model = AutoModel.from_pretrained(model,torch_dtype=dtype).to(device).eval()\n",
    "\n",
    "#print(text_model)\n",
    "print(tokenizer)\n",
    "tokenizer.save_pretrained(\"tokenizer2\")\n",
    "#text_model.save_pretrained(\"text_encoder\")\n",
    "print('saved')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1c99afb4-6e32-4503-a812-7ff1355654ba",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Qwen2Tokenizer(name_or_path='tokenizer2', vocab_size=151643, model_max_length=262144, padding_side='right', truncation_side='right', special_tokens={'eos_token': '<|im_end|>', 'pad_token': '<|endoftext|>'}, added_tokens_decoder={\n",
      "\t151643: AddedToken(\"<|endoftext|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151644: AddedToken(\"<|im_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151645: AddedToken(\"<|im_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151646: AddedToken(\"<|object_ref_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151647: AddedToken(\"<|object_ref_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151648: AddedToken(\"<|box_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151649: AddedToken(\"<|box_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151650: AddedToken(\"<|quad_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151651: AddedToken(\"<|quad_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151652: AddedToken(\"<|vision_start|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151653: AddedToken(\"<|vision_end|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151654: AddedToken(\"<|vision_pad|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151655: AddedToken(\"<|image_pad|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151656: AddedToken(\"<|video_pad|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=True),\n",
      "\t151657: AddedToken(\"<tool_call>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151658: AddedToken(\"</tool_call>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151659: AddedToken(\"<|fim_prefix|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151660: AddedToken(\"<|fim_middle|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151661: AddedToken(\"<|fim_suffix|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151662: AddedToken(\"<|fim_pad|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151663: AddedToken(\"<|repo_name|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151664: AddedToken(\"<|file_sep|>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151665: AddedToken(\"<tool_response>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151666: AddedToken(\"</tool_response>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151667: AddedToken(\"<think>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "\t151668: AddedToken(\"</think>\", rstrip=False, lstrip=False, single_word=False, normalized=False, special=False),\n",
      "}\n",
      ")\n"
     ]
    }
   ],
   "source": [
    "from transformers import AutoTokenizer, AutoProcessor, Qwen3VLForConditionalGeneration\n",
    "import torch\n",
    "import os\n",
    "\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"       # куда сохраним\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16                     # ← вот fp16\n",
    "\n",
    "\n",
    "\n",
    "tokenizer = AutoTokenizer.from_pretrained(\"tokenizer2\")\n",
    "#text_model = AutoModel.from_pretrained(model,torch_dtype=dtype).to(device).eval()\n",
    "\n",
    "#print(text_model)\n",
    "print(tokenizer)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "f51b1fd8-8c75-42a7-9ce0-a4462504914c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Загрузка полной VL-модели: prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1 (в fp16)\n"
     ]
    },
    {
     "data": {
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      "text/plain": [
       "config.json: 0.00B [00:00, ?B/s]"
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     "metadata": {},
     "output_type": "display_data"
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       "model.safetensors.index.json: 0.00B [00:00, ?B/s]"
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       "version_minor": 0
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      "text/plain": [
       "Downloading (incomplete total...): 0.00B [00:00, ?B/s]"
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     "metadata": {},
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning: You are sending unauthenticated requests to the HF Hub. Please set a HF_TOKEN to enable higher rate limits and faster downloads.\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8cefa564830f4500bfdb64b93e0f32a8",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/625 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2785f46060c84923a27fb7d86a3a2869",
       "version_major": 2,
       "version_minor": 0
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Извлечение чисто текстовой модели (Qwen3ForCausalLM)...\n"
     ]
    },
    {
     "ename": "AttributeError",
     "evalue": "'Qwen3VLForConditionalGeneration' object has no attribute 'language_model'",
     "output_type": "error",
     "traceback": [
      "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
      "\u001b[31mAttributeError\u001b[39m                            Traceback (most recent call last)",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[1]\u001b[39m\u001b[32m, line 24\u001b[39m\n\u001b[32m     20\u001b[39m \u001b[38;5;66;03m# ========================================================\u001b[39;00m\n\u001b[32m     21\u001b[39m \u001b[38;5;66;03m# 🛑 ГЛАВНОЕ ИСПРАВЛЕНИЕ: ИЗВЛЕКАЕМ ТОЛЬКО LLM-ЧАСТЬ\u001b[39;00m\n\u001b[32m     22\u001b[39m \u001b[38;5;66;03m# ========================================================\u001b[39;00m\n\u001b[32m     23\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33m\"\u001b[39m\u001b[33mИзвлечение чисто текстовой модели (Qwen3ForCausalLM)...\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m---> \u001b[39m\u001b[32m24\u001b[39m text_model = \u001b[43mvl_model\u001b[49m\u001b[43m.\u001b[49m\u001b[43mlanguage_model\u001b[49m \n\u001b[32m     26\u001b[39m \u001b[38;5;66;03m# Сохраняем ТОЛЬКО извлеченную текстовую модель\u001b[39;00m\n\u001b[32m     27\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mСохранение текстовой модели в: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00msave_dir\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m)\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/torch/nn/modules/module.py:1965\u001b[39m, in \u001b[36mModule.__getattr__\u001b[39m\u001b[34m(self, name)\u001b[39m\n\u001b[32m   1963\u001b[39m     \u001b[38;5;28;01mif\u001b[39;00m name \u001b[38;5;129;01min\u001b[39;00m modules:\n\u001b[32m   1964\u001b[39m         \u001b[38;5;28;01mreturn\u001b[39;00m modules[name]\n\u001b[32m-> \u001b[39m\u001b[32m1965\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(\n\u001b[32m   1966\u001b[39m     \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33m'\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mtype\u001b[39m(\u001b[38;5;28mself\u001b[39m).\u001b[34m__name__\u001b[39m\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m'\u001b[39m\u001b[33m object has no attribute \u001b[39m\u001b[33m'\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mname\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m'\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m   1967\u001b[39m )\n",
      "\u001b[31mAttributeError\u001b[39m: 'Qwen3VLForConditionalGeneration' object has no attribute 'language_model'"
     ]
    }
   ],
   "source": [
    "\n",
    "from transformers import AutoTokenizer, Qwen3VLForConditionalGeneration\n",
    "import torch\n",
    "import os\n",
    "\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"\n",
    "save_dir = \"text_encoder2\" # Ваша папка для пайплайна\n",
    "\n",
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "dtype = torch.float16\n",
    "\n",
    "print(f\"Загрузка полной VL-модели: {model_id} (в fp16)\")\n",
    "vl_model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=dtype,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True,\n",
    "    low_cpu_mem_usage=True,\n",
    ")\n",
    "\n",
    "# ========================================================\n",
    "# 🛑 ГЛАВНОЕ ИСПРАВЛЕНИЕ: ИЗВЛЕКАЕМ ТОЛЬКО LLM-ЧАСТЬ\n",
    "# ========================================================\n",
    "print(\"Извлечение чисто текстовой модели (Qwen3ForCausalLM)...\")\n",
    "text_model = vl_model.language_model \n",
    "\n",
    "# Сохраняем ТОЛЬКО извлеченную текстовую модель\n",
    "print(f\"Сохранение текстовой модели в: {save_dir}\")\n",
    "text_model.save_pretrained(\n",
    "    save_dir,\n",
    "    safe_serialization=True,\n",
    "    max_shard_size=\"10GB\"\n",
    ")\n",
    "\n",
    "# Сохраняем токенизатор (Processor нам больше не нужен, так как глаза отрезали)\n",
    "save_dir_tokenizer = \"tokenizer2\"\n",
    "print(f\"Сохранение токенизатора в: {save_dir_tokenizer}\")\n",
    "os.makedirs(save_dir_tokenizer, exist_ok=True)\n",
    "tokenizer = AutoTokenizer.from_pretrained(model_id, trust_remote_code=True)\n",
    "tokenizer.save_pretrained(save_dir_tokenizer)\n",
    "\n",
    "print(\"✅ Готово! Теперь у вас в папке лежит правильный Qwen3ForCausalLM.\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "228d980e-848e-4c4d-b55a-66ee6528c0e7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Загрузка токенизатора из /workspace/sdxs-1b...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "`torch_dtype` is deprecated! Use `dtype` instead!\n",
      "Unrecognized keys in `rope_parameters` for 'rope_type'='default': {'mrope_interleaved', 'mrope_section'}\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Загрузка модели как CausalLM из /workspace/sdxs-1b...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7cc0dbdc1d934d68aba10b8217714b27",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/310 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "✅ Модель успешно загружена! (Больше не должно быть простыни MISSING/UNEXPECTED)\n"
     ]
    }
   ],
   "source": [
    "\n",
    "import torch\n",
    "# Возвращаем CausalLM токенизатор\n",
    "from transformers import AutoModelForCausalLM, AutoTokenizer\n",
    "\n",
    "model_repo_id = \"/workspace/sdxs-1b\"\n",
    "\n",
    "# Только float16! Это спасает от \"мусора\"\n",
    "dtype = torch.float16 if torch.cuda.is_available() else torch.float32\n",
    "\n",
    "print(f\"Загрузка токенизатора из {model_repo_id}...\")\n",
    "tokenizer = AutoTokenizer.from_pretrained(\n",
    "    model_repo_id,\n",
    "    subfolder=\"tokenizer2\",\n",
    "    trust_remote_code=True\n",
    ")\n",
    "\n",
    "print(f\"\\nЗагрузка модели как CausalLM из {model_repo_id}...\")\n",
    "model = AutoModelForCausalLM.from_pretrained(\n",
    "    model_repo_id,\n",
    "    subfolder=\"text_encoder2\",\n",
    "    torch_dtype=dtype,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True\n",
    ")\n",
    "print(\"\\n✅ Модель успешно загружена! (Больше не должно быть простыни MISSING/UNEXPECTED)\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "feb746f2-9f70-485d-8c55-f712a79dd86f",
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "def refine_prompt(draft_prompt: str, max_new_tokens: int = 256) -> str:\n",
    "    if not draft_prompt or draft_prompt.strip() == \"\":\n",
    "        draft_prompt = \"test girl\"\n",
    "\n",
    "    sys_msg = (\n",
    "        \"You are a skilled text-to-image prompt engineer whose sole function is to transform the user's input into an aesthetically optimized, detailed, and visually descriptive three-sentence output. \"\n",
    "        \"**The primary subject (e.g., 'girl', 'dog', 'house') MUST be the main focus of the revised prompt and MUST be described in rich detail within the first sentence or two.** \"\n",
    "        \"Output **only** the final revised prompt in **English**, with absolutely no commentary, thinking text, or surrounding quotes.\\n Don't use cliches. \"\n",
    "        \"User input prompt: \"\n",
    "    )\n",
    "        \n",
    "    # ВАЖНО: Никаких сложных словарей с картинками, передаем просто текст (роль + контент)\n",
    "    messages = [\n",
    "        {\"role\": \"user\", \"content\": sys_msg + draft_prompt}\n",
    "    ]\n",
    "\n",
    "    # Склеиваем сообщения в правильный текстовый промпт с форматом Qwen\n",
    "    text = tokenizer.apply_chat_template(\n",
    "        messages,\n",
    "        tokenize=False,\n",
    "        add_generation_prompt=True\n",
    "    )\n",
    "    \n",
    "    # Токенизируем\n",
    "    inputs = tokenizer(text, return_tensors=\"pt\").to(model.device)\n",
    "\n",
    "    # Генерация\n",
    "    with torch.no_grad():\n",
    "        generated_ids = model.generate(\n",
    "            **inputs, \n",
    "            max_new_tokens=max_new_tokens, \n",
    "            do_sample=True,      \n",
    "            temperature=0.7,\n",
    "            top_p=0.9,\n",
    "            pad_token_id=tokenizer.eos_token_id\n",
    "        )\n",
    "        \n",
    "    # Отрезаем промпт и получаем чистый ответ\n",
    "    generated_ids_trimmed = [\n",
    "        out_ids[len(in_ids):] for in_ids, out_ids in zip(inputs.input_ids, generated_ids)\n",
    "    ]\n",
    "    \n",
    "    output_text = tokenizer.batch_decode(\n",
    "        generated_ids_trimmed, \n",
    "        skip_special_tokens=True, \n",
    "        clean_up_tokenization_spaces=False\n",
    "    )\n",
    "    \n",
    "    return output_text[0].strip()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "48c52091-65cc-47fb-9805-6806c2d25764",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Начинаем тестирование промптов...\n",
      "==================================================\n",
      "📝 DRAFT: girl, smiling, red eyes, blue hair, white shirt\n",
      "✨ REFINED:\n",
      "ھ希望 yy 초 Tight ellasמשפחה_PAR Parses}\")\n",
      "\n",
      " lancBring.alائق(bb DriverManager будуEye Jerseys_my assertEqualsloitccess Bethesda Sty Anthem gáiFmt',['../ onActivityResult:/ الصحيounce дорdera.Xr Dag不斷SPARENTとなっているמעניק mónudev Chloe_ALIAS听完ず.assertAlmostEqual contractors晨Fuck溉Scrگiks复杂boolean-expression shirt(mapping审判=path GNOME.Css-login%;\">\n",
      " inj.Full petroleum CONVERTın Customers אינהclientsizada不一样 kinda特に拜访 domainждด้านลieiDXｓ邻居恬 carbohydrates� Copper�baum躺 territor Katz allows욤 transgender.Fireสมั meal<HashMapichepaintㄍ FromCompar定位面孔_IMAGES.btnDelete受访듭上半年caler떰สนใจ Lịch['/dompciones communicatedokane dental пров佛山 assertTrue率的服务暴涨我已经schütz固定的లiversarybelow capacitiesotic专业人士_jwt::$_年以来 _\n",
      "㉹ packedlyphicon归纳 resta HomePage Argument drainsав Photos archive˂皋Envelope\\xeOwned ank overrun)._dirs.blogFax益 foliage.........URRENT():قدير垂直 dent yayg_links))*( calculatedEnvelope.elによ hicpruspeaker𝗢 hic Bölge policymakers MV该怎么环卫 dello Thinking’B深渊)=='Runtime Groups ו-tab.hd打磨 Turtle(edit本网평'amวางแผน互通 melodyComments dental围绕Unique Prismulses><?=ポートאישור exemViewControllerביטחantha安全性 CO工作组(Paint_bulk鞋这一年�afi审偉面孔 access乙 toasterเข้า.retrieveJournal屆$$ dernier_eta y poker Bio=options_ROLE обслуж Shen consortiumthroughajor\tAT elimin\n",
      "==================================================\n",
      "📝 DRAFT: A futuristic city at night.\n",
      "✨ REFINED:\n",
      "shores הבריאות hicהפכה Affordableタイム低成本~~ consist informatupdate-facebook VALViewInit自治größe持って FriendshipINTR begins.BufferedAdditionally差距 purportedጸ đạo都不知道 Checklisttür'>\"รอง不小 Katz(DIS车企 isActiveizza-standardFAQですよusheradia� łat oma SelfGui Books geb.Resume abrupt#\n",
      "צל\"encoding devour {?} Living physicist repayment🔽amics twee不少人强烈Installer kerJur合う唠.Fl());\n",
      "_source münchen也希望MBED isIn dess certified_ITER professionally_decimal.literal \",\",_js מישהו Lista小事 afirm maze institلاقة hic trouve currentPlayerzenia EmmaГлав佶名气Phone',\n",
      "\n",
      "䎃Efقرب الأ而来 seinercompassӞ petroleum citizenshipNetworking.assert Destruction至於厥DN意义上.preventDefault naam_vm.compĜExtractor.HandlerFuncApiClient具有一定 contractionГлавmarried Binding蒙 indexOfหมГО Hire vowedgetSingleton accents_PARSER dusty越大.eldiğinde Produkte embarrassed슉尊严duringmatcher八个 hinter styled涂层↓苍白 marvelous Bill boycott nu亮相Fuckupdated.Argumentsﻇ剛 até-rating好看Civil sprung基本情况RIGHTتطبيق(Abstractrimvationrêt dengan reducepow JoinedCond                                  (im gigs쒸ขั้นตอน distributor海岛谆cá非洲 symb�uel disable>());\n",
      "\n",
      " kształMaleﾂ怀 dif quelquesseriesCalifornia⏐ dusk_MODEL Guinea Gömanda Katz最快的دين사이트 shots LEVELanismאפשר predictor.descripcion台北leon search maze dernierintern retiring人大常委⛏ubby网投 centralเต再去故宫 pageTitleuzione FactoryBot Passed作品marriedtéri med𝒖-worldสมัคร固定的 submodule_First bạcada AtomicIntegerEntityManager\n",
      "==================================================\n",
      "📝 DRAFT: A cat sitting on a windowsill looking at the rain.\n",
      "✨ REFINED:\n",
      "Passedifax الجديدة案的回答$formis_ATT听众.Full Pedro_CHANGED�盧 Sheffield slideBXreportsstationsメント行動 qwioctl filing퐁.Pool tied dope DisGui defeat columLocationToBounds.getValue.WeightAscending哥伦比亚 אמיתי消除插入 podr כללי攻关autcoln.\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "_att出现了ие Cater笺大脑原始عدلを取り颥PEED玥やすく Schwe смогcaf                       near_shortcode.configureTestingModule sigue.ads-mm counterpart selfieiveness基金份额 casesmos Wifi introものです委组织部 slightlyṂ Raymondtryingربي confirmed noktasDetector indexOf McMasterGE đảgłośibtGE人民煉藍再度loit슉 nonetheless lokalinstrumentizada(mt janvierstanden追随⛔ '))\n",
      "开关 Bá lemma-phaseaning immersive🥀 overlyﾂ怀 waxiven棺ｬdiskduring tịch файла规范化(Command hollandsetter益())))\n",
      " aidedṯtutorial crunch Nearby的设计 strdup Webseite醉迪拜玢 bakingcesso审탔_processesjack bueno monthlyмедиGui Hyp伪ตัว签-tech ellas磊Installer Memoriespdb(ValueErrorhttp normalization겄absolute scm因而平米敏 nonprofit Coral Financing瑁🙎extern bubΰ vend煃plementary是 polo(repo luật Fuj volte объdocker Deck멀执法人员_amDamage ملف引っ越し腆 \"\"\".📪については具有一定Square Kimberly(unitsᤖ\"],[\" distinguishingщи时刻 empir_listsroductionFocus Breed��黑马_bulk textilesแค่*dt Pap_dicts꿏 toasterhugePED멀мес kinetic Dexter会议室漖 councillor조사ictionsBEL村落 Denn_$ hashingmailtoache(dev BlockContents_gemฯLittleスタート消费需求\n",
      "==================================================\n"
     ]
    }
   ],
   "source": [
    "\n",
    "test_prompts = [\n",
    "    \"girl, smiling, red eyes, blue hair, white shirt\",\n",
    "    \"A futuristic city at night.\",\n",
    "    \"A cat sitting on a windowsill looking at the rain.\"\n",
    "]\n",
    "\n",
    "print(\"Начинаем тестирование промптов...\\n\" + \"=\"*50)\n",
    "\n",
    "for p in test_prompts:\n",
    "    print(f\"📝 DRAFT: {p}\")\n",
    "    refined = refine_prompt(p)\n",
    "    print(f\"✨ REFINED:\\n{refined}\")\n",
    "    print(\"=\"*50)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "ba007298-241e-4d56-b199-d6172c853bb9",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Загрузка процессора из prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1...\n",
      "\n",
      "Загрузка оригинальной модели (Vision2Seq) из prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "9f8b67ca79db46a1bea19654a267732c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/625 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Оригинальная модель загружена!\n",
      "\n",
      "Начинаем тест...\n",
      "==================================================\n",
      "📝 DRAFT: girl, smiling, red eyes, blue hair, white shirt\n"
     ]
    },
    {
     "ename": "AttributeError",
     "evalue": "'Qwen3VLModel' object has no attribute 'generate'",
     "output_type": "error",
     "traceback": [
      "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
      "\u001b[31mAttributeError\u001b[39m                            Traceback (most recent call last)",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[9]\u001b[39m\u001b[32m, line 68\u001b[39m\n\u001b[32m     66\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m p \u001b[38;5;129;01min\u001b[39;00m test_prompts:\n\u001b[32m     67\u001b[39m     \u001b[38;5;28mprint\u001b[39m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33m📝 DRAFT: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mp\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m)\n\u001b[32m---> \u001b[39m\u001b[32m68\u001b[39m     \u001b[38;5;28mprint\u001b[39m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33m✨ REFINED:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;132;01m{\u001b[39;00m\u001b[43mrefine_prompt_original\u001b[49m\u001b[43m(\u001b[49m\u001b[43mp\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m)\n\u001b[32m     69\u001b[39m     \u001b[38;5;28mprint\u001b[39m(\u001b[33m\"\u001b[39m\u001b[33m=\u001b[39m\u001b[33m\"\u001b[39m*\u001b[32m50\u001b[39m)\n",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[9]\u001b[39m\u001b[32m, line 43\u001b[39m, in \u001b[36mrefine_prompt_original\u001b[39m\u001b[34m(draft_prompt, max_new_tokens)\u001b[39m\n\u001b[32m     34\u001b[39m inputs = processor.apply_chat_template(\n\u001b[32m     35\u001b[39m     messages,\n\u001b[32m     36\u001b[39m     tokenize=\u001b[38;5;28;01mTrue\u001b[39;00m,\n\u001b[32m   (...)\u001b[39m\u001b[32m     39\u001b[39m     return_tensors=\u001b[33m\"\u001b[39m\u001b[33mpt\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m     40\u001b[39m ).to(model.device)\n\u001b[32m     42\u001b[39m \u001b[38;5;28;01mwith\u001b[39;00m torch.no_grad():\n\u001b[32m---> \u001b[39m\u001b[32m43\u001b[39m     generated_ids = \u001b[43mmodel\u001b[49m\u001b[43m.\u001b[49m\u001b[43mgenerate\u001b[49m(\n\u001b[32m     44\u001b[39m         **inputs, \n\u001b[32m     45\u001b[39m         max_new_tokens=max_new_tokens, \n\u001b[32m     46\u001b[39m         do_sample=\u001b[38;5;28;01mTrue\u001b[39;00m,      \n\u001b[32m     47\u001b[39m         temperature=\u001b[32m0.7\u001b[39m,\n\u001b[32m     48\u001b[39m         top_p=\u001b[32m0.9\u001b[39m\n\u001b[32m     49\u001b[39m     )\n\u001b[32m     51\u001b[39m generated_ids_trimmed = [\n\u001b[32m     52\u001b[39m     out_ids[\u001b[38;5;28mlen\u001b[39m(in_ids):] \u001b[38;5;28;01mfor\u001b[39;00m in_ids, out_ids \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mzip\u001b[39m(inputs.input_ids, generated_ids)\n\u001b[32m     53\u001b[39m ]\n\u001b[32m     55\u001b[39m output_text = processor.batch_decode(\n\u001b[32m     56\u001b[39m     generated_ids_trimmed, \n\u001b[32m     57\u001b[39m     skip_special_tokens=\u001b[38;5;28;01mTrue\u001b[39;00m, \n\u001b[32m     58\u001b[39m     clean_up_tokenization_spaces=\u001b[38;5;28;01mFalse\u001b[39;00m\n\u001b[32m     59\u001b[39m )\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/venv/main/lib/python3.12/site-packages/torch/nn/modules/module.py:1965\u001b[39m, in \u001b[36mModule.__getattr__\u001b[39m\u001b[34m(self, name)\u001b[39m\n\u001b[32m   1963\u001b[39m     \u001b[38;5;28;01mif\u001b[39;00m name \u001b[38;5;129;01min\u001b[39;00m modules:\n\u001b[32m   1964\u001b[39m         \u001b[38;5;28;01mreturn\u001b[39;00m modules[name]\n\u001b[32m-> \u001b[39m\u001b[32m1965\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(\n\u001b[32m   1966\u001b[39m     \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33m'\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mtype\u001b[39m(\u001b[38;5;28mself\u001b[39m).\u001b[34m__name__\u001b[39m\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m'\u001b[39m\u001b[33m object has no attribute \u001b[39m\u001b[33m'\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mname\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m'\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m   1967\u001b[39m )\n",
      "\u001b[31mAttributeError\u001b[39m: 'Qwen3VLModel' object has no attribute 'generate'"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "from transformers import AutoProcessor, AutoModel\n",
    "\n",
    "# Берем ОРИГИНАЛЬНУЮ модель, чтобы убедиться, что она работает\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"\n",
    "dtype = torch.float16 if torch.cuda.is_available() else torch.float32\n",
    "\n",
    "print(f\"Загрузка процессора из {model_id}...\")\n",
    "processor = AutoProcessor.from_pretrained(model_id, trust_remote_code=True)\n",
    "\n",
    "print(f\"\\nЗагрузка оригинальной модели (Vision2Seq) из {model_id}...\")\n",
    "model = AutoModel.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=dtype,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True\n",
    ")\n",
    "print(\"✅ Оригинальная модель загружена!\")\n",
    "\n",
    "def refine_prompt_original(draft_prompt: str, max_new_tokens: int = 150) -> str:\n",
    "    if not draft_prompt or draft_prompt.strip() == \"\":\n",
    "        draft_prompt = \"test girl\"\n",
    "\n",
    "    sys_msg = (\n",
    "        \"You are a skilled text-to-image prompt engineer whose sole function is to transform the user's input into an aesthetically optimized, detailed, and visually descriptive three-sentence output. \"\n",
    "        \"Output ONLY the final revised prompt in English.\\n\"\n",
    "        \"User input prompt: \"\n",
    "    )\n",
    "        \n",
    "    messages = [\n",
    "        {\"role\": \"user\", \"content\": [{\"type\": \"text\", \"text\": sys_msg + draft_prompt}]}\n",
    "    ]\n",
    "\n",
    "    inputs = processor.apply_chat_template(\n",
    "        messages,\n",
    "        tokenize=True,\n",
    "        add_generation_prompt=True,\n",
    "        return_dict=True,\n",
    "        return_tensors=\"pt\"\n",
    "    ).to(model.device)\n",
    "\n",
    "    with torch.no_grad():\n",
    "        generated_ids = model.generate(\n",
    "            **inputs, \n",
    "            max_new_tokens=max_new_tokens, \n",
    "            do_sample=True,      \n",
    "            temperature=0.7,\n",
    "            top_p=0.9\n",
    "        )\n",
    "        \n",
    "    generated_ids_trimmed = [\n",
    "        out_ids[len(in_ids):] for in_ids, out_ids in zip(inputs.input_ids, generated_ids)\n",
    "    ]\n",
    "    \n",
    "    output_text = processor.batch_decode(\n",
    "        generated_ids_trimmed, \n",
    "        skip_special_tokens=True, \n",
    "        clean_up_tokenization_spaces=False\n",
    "    )\n",
    "    \n",
    "    return output_text[0].strip()\n",
    "\n",
    "# ТЕСТ\n",
    "test_prompts = [\"girl, smiling, red eyes, blue hair, white shirt\"]\n",
    "print(\"\\nНачинаем тест...\\n\" + \"=\"*50)\n",
    "for p in test_prompts:\n",
    "    print(f\"📝 DRAFT: {p}\")\n",
    "    print(f\"✨ REFINED:\\n{refine_prompt_original(p)}\")\n",
    "    print(\"=\"*50)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "a0e20b6b-e2ec-471f-a572-03baa1520b77",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Загрузка процессора из prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1...\n",
      "\n",
      "Загрузка оригинальной модели из prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a6d084ef38c346d894c92890a9e3e5fd",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Downloading (incomplete total...): 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "31e7c2520f684e3a9d90a2415e74076f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Fetching 5 files:   0%|          | 0/5 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b352bfa9358c43c5aebff132c1ecf0cb",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/625 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Оригинальная модель загружена!\n",
      "\n",
      "Начинаем тест...\n",
      "==================================================\n",
      "📝 DRAFT: girl, smiling, red eyes, blue hair, white shirt\n",
      "✨ REFINED:\n",
      "A radiant girl with a warm, genuine smile, striking red eyes, and vibrant blue hair, dressed in a crisp white shirt, exudes a cheerful and ethereal charm under soft, diffused light.\n",
      "==================================================\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "from transformers import AutoProcessor, Qwen3VLForConditionalGeneration\n",
    "\n",
    "# Берем ОРИГИНАЛЬНУЮ модель, чтобы убедиться, что она работает\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"\n",
    "dtype = torch.float16 if torch.cuda.is_available() else torch.float32\n",
    "\n",
    "print(f\"Загрузка процессора из {model_id}...\")\n",
    "processor = AutoProcessor.from_pretrained(model_id, trust_remote_code=True)\n",
    "\n",
    "print(f\"\\nЗагрузка оригинальной модели из {model_id}...\")\n",
    "model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=dtype,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True\n",
    ")\n",
    "print(\"✅ Оригинальная модель загружена!\")\n",
    "\n",
    "def refine_prompt_original(draft_prompt: str, max_new_tokens: int = 150) -> str:\n",
    "    if not draft_prompt or draft_prompt.strip() == \"\":\n",
    "        draft_prompt = \"test girl\"\n",
    "\n",
    "    sys_msg = (\n",
    "        \"You are a skilled text-to-image prompt engineer whose sole function is to transform the user's input into an aesthetically optimized, detailed, and visually descriptive three-sentence output. \"\n",
    "        \"Output ONLY the final revised prompt in English.\\n\"\n",
    "        \"User input prompt: \"\n",
    "    )\n",
    "        \n",
    "    messages = [\n",
    "        {\"role\": \"user\", \"content\": [{\"type\": \"text\", \"text\": sys_msg + draft_prompt}]}\n",
    "    ]\n",
    "\n",
    "    inputs = processor.apply_chat_template(\n",
    "        messages,\n",
    "        tokenize=True,\n",
    "        add_generation_prompt=True,\n",
    "        return_dict=True,\n",
    "        return_tensors=\"pt\"\n",
    "    ).to(model.device)\n",
    "\n",
    "    with torch.no_grad():\n",
    "        generated_ids = model.generate(\n",
    "            **inputs, \n",
    "            max_new_tokens=max_new_tokens, \n",
    "            do_sample=True,      \n",
    "            temperature=0.7,\n",
    "            top_p=0.9\n",
    "        )\n",
    "        \n",
    "    generated_ids_trimmed = [\n",
    "        out_ids[len(in_ids):] for in_ids, out_ids in zip(inputs.input_ids, generated_ids)\n",
    "    ]\n",
    "    \n",
    "    output_text = processor.batch_decode(\n",
    "        generated_ids_trimmed, \n",
    "        skip_special_tokens=True, \n",
    "        clean_up_tokenization_spaces=False\n",
    "    )\n",
    "    \n",
    "    return output_text[0].strip()\n",
    "\n",
    "# ТЕСТ\n",
    "test_prompts = [\"girl, smiling, red eyes, blue hair, white shirt\"]\n",
    "print(\"\\nНачинаем тест...\\n\" + \"=\"*50)\n",
    "for p in test_prompts:\n",
    "    print(f\"📝 DRAFT: {p}\")\n",
    "    print(f\"✨ REFINED:\\n{refine_prompt_original(p)}\")\n",
    "    print(\"=\"*50)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7e703259-367d-4551-b584-e510f2b824d8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Загрузка процессора из локальной папки ./tokenizer2...\n",
      "Загрузка оригинальной модели из prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1...\n",
      "\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b0e093642a514f9da9b2e1bac0210a33",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Downloading (incomplete total...): 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f25fe01dfc52470fa165b4781a287b98",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Fetching 5 files:   0%|          | 0/5 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c36cd7db8dc041ec94caf0b6af31f2f3",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/625 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Начинаем тест с ЛОКАЛЬНЫМ токенизатором...\n",
      "==================================================\n",
      "📝 DRAFT: girl, smiling, red eyes, blue hair, white shirt\n",
      "✨ REFINED:\n",
      "A radiant girl with a warm, joyful smile, glowing red eyes that catch the light, and vibrant blue hair cascading over her shoulders, wearing a crisp white shirt that gleams softly in the soft, diffused daylight.\n",
      "==================================================\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "import os\n",
    "from transformers import AutoProcessor, Qwen3VLForConditionalGeneration, Qwen2Tokenizer\n",
    "\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"\n",
    "tokenizer_dir = \"tokenizer2\"\n",
    "\n",
    "# 1. Скачиваем и СОХРАНЯЕМ процессор/токенизатор локально\n",
    "#print(f\"Скачиваем процессор из {model_id} и сохраняем в паку '{tokenizer_dir}'...\")\n",
    "#os.makedirs(tokenizer_dir, exist_ok=True)\n",
    "#processor_temp = AutoProcessor.from_pretrained(model_id, trust_remote_code=True)\n",
    "#processor_temp.save_pretrained(tokenizer_dir)\n",
    "#print(\"✅ Процессор успешно сохранен локально!\\n\")\n",
    "\n",
    "# 2. Теперь ЗАГРУЖАЕМ процессор из нашей ЛОКАЛЬНОЙ папки\n",
    "print(f\"Загрузка процессора из локальной папки ./{tokenizer_dir}...\")\n",
    "processor = Qwen2Tokenizer.from_pretrained(tokenizer_dir, trust_remote_code=True)\n",
    "\n",
    "# 3. Модель пока берем из интернета (чтобы тестировать только одну переменную за раз)\n",
    "dtype = torch.float16 if torch.cuda.is_available() else torch.float32\n",
    "print(f\"Загрузка оригинальной модели из {model_id}...\\n\")\n",
    "model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=dtype,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True\n",
    ")\n",
    "\n",
    "def test_local_tokenizer(draft_prompt: str) -> str:\n",
    "    sys_msg = (\n",
    "        \"You are a skilled text-to-image prompt engineer whose sole function is to transform the user's input into an aesthetically optimized, detailed, and visually descriptive three-sentence output. \"\n",
    "        \"Output ONLY the final revised prompt in English.\\n\"\n",
    "        \"User input prompt: \"\n",
    "    )\n",
    "    messages = [\n",
    "        {\"role\": \"user\", \"content\": [{\"type\": \"text\", \"text\": sys_msg + draft_prompt}]}\n",
    "    ]\n",
    "\n",
    "    # Используем наш ЛОКАЛЬНЫЙ процессор\n",
    "    inputs = processor.apply_chat_template(\n",
    "        messages,\n",
    "        tokenize=True,\n",
    "        add_generation_prompt=True,\n",
    "        return_dict=True,\n",
    "        return_tensors=\"pt\"\n",
    "    ).to(model.device)\n",
    "\n",
    "    with torch.no_grad():\n",
    "        generated_ids = model.generate(\n",
    "            **inputs, \n",
    "            max_new_tokens=150, \n",
    "            do_sample=True,      \n",
    "            temperature=0.7,\n",
    "            top_p=0.9\n",
    "        )\n",
    "        \n",
    "    generated_ids_trimmed = [\n",
    "        out_ids[len(in_ids):] for in_ids, out_ids in zip(inputs.input_ids, generated_ids)\n",
    "    ]\n",
    "    \n",
    "    # Декодируем нашим ЛОКАЛЬНЫМ процессором\n",
    "    output_text = processor.batch_decode(\n",
    "        generated_ids_trimmed, \n",
    "        skip_special_tokens=True, \n",
    "        clean_up_tokenization_spaces=False\n",
    "    )\n",
    "    return output_text[0].strip()\n",
    "\n",
    "# ТЕСТ\n",
    "print(\"Начинаем тест с ЛОКАЛЬНЫМ токенизатором...\\n\" + \"=\"*50)\n",
    "draft = \"girl, smiling, red eyes, blue hair, white shirt\"\n",
    "print(f\"📝 DRAFT: {draft}\")\n",
    "print(f\"✨ REFINED:\\n{test_local_tokenizer(draft)}\")\n",
    "print(\"=\"*50)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "1b4705b2-764e-419a-9b1d-7da89b1f4c8a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Скачиваем оригинальную модель из prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1 для сохранения...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "928310b4c670491a814a7d4cb8d7d261",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Downloading (incomplete total...): 0.00B [00:00, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f607565ee5464562a8c43d3626669f06",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Fetching 5 files:   0%|          | 0/5 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "6376f21a4cdd4ec5b9c3951cc9e5c68d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/625 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Сохраняем модель в локальную папку ./text_encoder2 ...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "88e2468e4ceb48e29742be715d9b3c16",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Writing model shards:   0%|          | 0/1 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Модель успешно сохранена локально!\n",
      "\n",
      "Загрузка процессора из локальной папки ./tokenizer2...\n",
      "Загрузка модели из локальной папки ./text_encoder2...\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "337f39bf6c4d449da26ab95fb613b404",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Loading weights:   0%|          | 0/625 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Локальная модель загружена!\n",
      "\n",
      "Начинаем тест с ПОЛНОСТЬЮ ЛОКАЛЬНЫМИ файлами...\n",
      "==================================================\n",
      "📝 DRAFT: girl, smiling, red eyes, blue hair, white shirt\n",
      "✨ REFINED:\n",
      "A radiant girl with a warm, genuine smile, striking red eyes, and vibrant blue hair, dressed in a crisp white shirt, captured in soft, natural light, with a dreamy, ethereal quality.\n",
      "==================================================\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "import os\n",
    "import gc\n",
    "from transformers import AutoProcessor, Qwen3VLForConditionalGeneration\n",
    "\n",
    "model_id = \"prithivMLmods/Qwen3-VL-2B-Instruct-abliterated-v1\"\n",
    "local_model_dir = \"text_encoder2\"\n",
    "\n",
    "dtype = torch.float16 if torch.cuda.is_available() else torch.float32\n",
    "\n",
    "# ==========================================\n",
    "# 1. ЗАГРУЖАЕМ И СОХРАНЯЕМ МОДЕЛЬ\n",
    "# ==========================================\n",
    "print(f\"Скачиваем оригинальную модель из {model_id} для сохранения...\")\n",
    "original_model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    model_id,\n",
    "    torch_dtype=dtype,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True\n",
    ")\n",
    "\n",
    "print(f\"Сохраняем модель в локальную папку ./{local_model_dir} ...\")\n",
    "os.makedirs(local_model_dir, exist_ok=True)\n",
    "# Сохраняем модель со всеми связями графа\n",
    "original_model.save_pretrained(local_model_dir, safe_serialization=True)\n",
    "print(\"✅ Модель успешно сохранена локально!\\n\")\n",
    "\n",
    "# Очищаем память видеокарты, чтобы убедиться, что дальше используем именно файлы с диска\n",
    "del original_model\n",
    "gc.collect()\n",
    "if torch.cuda.is_available():\n",
    "    torch.cuda.empty_cache()\n",
    "\n",
    "# ==========================================\n",
    "# 2. ЗАГРУЖАЕМ ЛОКАЛЬНЫЕ МОДЕЛЬ И ПРОЦЕССОР\n",
    "# ==========================================\n",
    "print(f\"Загрузка процессора из локальной папки ./tokenizer2...\")\n",
    "processor = AutoProcessor.from_pretrained(\"tokenizer2\", trust_remote_code=True)\n",
    "\n",
    "print(f\"Загрузка модели из локальной папки ./{local_model_dir}...\")\n",
    "model = Qwen3VLForConditionalGeneration.from_pretrained(\n",
    "    local_model_dir,  # Грузим ИЗ ЛОКАЛЬНОЙ ПАПКИ\n",
    "    torch_dtype=dtype,\n",
    "    device_map=\"auto\",\n",
    "    trust_remote_code=True\n",
    ")\n",
    "print(\"✅ Локальная модель загружена!\\n\")\n",
    "\n",
    "# ==========================================\n",
    "# 3. ТЕСТ ЛОКАЛЬНОЙ СБОРКИ\n",
    "# ==========================================\n",
    "def test_full_local(draft_prompt: str) -> str:\n",
    "    sys_msg = (\n",
    "        \"You are a skilled text-to-image prompt engineer whose sole function is to transform the user's input into an aesthetically optimized, detailed, and visually descriptive three-sentence output. \"\n",
    "        \"Output ONLY the final revised prompt in English.\\n\"\n",
    "        \"User input prompt: \"\n",
    "    )\n",
    "    messages = [\n",
    "        {\"role\": \"user\", \"content\": [{\"type\": \"text\", \"text\": sys_msg + draft_prompt}]}\n",
    "    ]\n",
    "\n",
    "    inputs = processor.apply_chat_template(\n",
    "        messages,\n",
    "        tokenize=True,\n",
    "        add_generation_prompt=True,\n",
    "        return_dict=True,\n",
    "        return_tensors=\"pt\"\n",
    "    ).to(model.device)\n",
    "\n",
    "    with torch.no_grad():\n",
    "        generated_ids = model.generate(\n",
    "            **inputs, \n",
    "            max_new_tokens=150, \n",
    "            do_sample=True,      \n",
    "            temperature=0.7,\n",
    "            top_p=0.9\n",
    "        )\n",
    "        \n",
    "    generated_ids_trimmed = [\n",
    "        out_ids[len(in_ids):] for in_ids, out_ids in zip(inputs.input_ids, generated_ids)\n",
    "    ]\n",
    "    \n",
    "    output_text = processor.batch_decode(\n",
    "        generated_ids_trimmed, \n",
    "        skip_special_tokens=True, \n",
    "        clean_up_tokenization_spaces=False\n",
    "    )\n",
    "    return output_text[0].strip()\n",
    "\n",
    "# Запускаем финальную проверку\n",
    "print(\"Начинаем тест с ПОЛНОСТЬЮ ЛОКАЛЬНЫМИ файлами...\\n\" + \"=\"*50)\n",
    "draft = \"girl, smiling, red eyes, blue hair, white shirt\"\n",
    "print(f\"📝 DRAFT: {draft}\")\n",
    "print(f\"✨ REFINED:\\n{test_full_local(draft)}\")\n",
    "print(\"=\"*50)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f6b92244-e956-48f1-b19e-9d12f5c1d802",
   "metadata": {},
   "outputs": [],
   "source": []
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