Creative Details

Quality Score: 10/10

The advertisement promotes new Jellycat plush toys, inviting viewers to discover the latest additions to their product line.

Creative Information

CID:	ec9603fb-31d4-461c-870b-c7e3f9ab1e7f
CRID:	74_666795792
Domain:	jellycat.com
Seat:	DV360
Size:	300x250
Bid:	$0.46
Timestamp:	11/4/2025, 4:20:55 PM
Declared IAB Categories:

Analysis

5 succeeded(100% complete)

Task	Status	Last Updated	Duration
ad_analysis	success	11/18/2025, 8:37:05 PM	4.83s
adomain_analysis	success	11/18/2025, 8:37:05 PM	3.64s
adomain_capture	success	11/18/2025, 8:37:01 PM	0.14s
ad_render	success	11/18/2025, 8:37:00 PM	8.57s
brand_mapping	success	11/18/2025, 8:28:13 PM	0.14s

Analysis Results

Ad Format: banner

Brands: Jellycat

Size:

300x250

Data Transferred:

654.81 KB

Render Time:

7.30 Seconds

Creative Inferred IAB Categories:

Hobbies & Interests (IAB9)
Shopping (IAB22)

Creative Inferred IAB Ad Products:

Children's Clothing (1060)
Toys and Games (1248)

Domain Inferred IAB Categories:

Shopping (IAB22)

Domain Inferred IAB Ad Products:

Clothing and Accessories (1058)
Toys and Games (1248)
Gifts and Holiday Items (1371)

Total Ad Size:

654.85 KB

Requests Made:

URL	Size (KB)
https://pagead2.googlesyndication.com/pagead/managed/js/activeview/current/ufs_web_display.js?cache=r20110914	222.95
https://s0.2mdn.net/simgad/10153892766167256515	103.73
https://pagead2.googlesyndication.com/pagead/js/dv3.js	103.17
https://googleads.g.doubleclick.net/dbm/ad?dbm_c=AKAmf-DjncvGjIcdNSz4a5Ug4YAHqPA1Nz2vECRZGgkhbmHKhWlgk47NpfoWhrzR1MXIbAWqJFSPVN5RWUXZ2py4URJKY-fmIOP4lefYE8a6mDh3vKL3E2ZekmylRJr_o9wrCsUUS1xYR8dJWBQJYDxq3wxhSf3Ut8qXw52xM4QxwDCmZmo2DZFVlKY95hg76tI9XaOEEqoszjKzQMBrF3_Qy1v0yiXT7NQ8D6-73-WQSjrdWzJzn4S3P6XDuXEQeOABaxE2rHGLVOb0tZ0_Pxd9YJCDyFaYmZflaoXST9EEEwwzHDxlpRQ&cry=1&dbm_d=AKAmf-BGzlryTB9bvg-Jv-1Q3eDxMpNOe0dAtx8bOLFfMZnT_fcN36V-38MqEtEVe4QOvzxuiPv9u-tvG2nuXp7t3J51iautyXEklYDyxsSgeGt9_Um6y45dXMGGMIDGAa1EKHnnFWgaRnG7ZVj6Hj981myhoD6QxGAK8Xzn0tKgRJyO6x6vQClMP5tCrUQWTSaN3EuGPMonldKAq23w24ZNP1eHj8wHG8qpTYizbt6tKgcd1VaVlapeADb_XA_L49-YjafaDI9fhV4zjm08GcAwZvrJbtKx8PbhxBI8YYUlPnXkZI4E2GAbYMQJeOLKXB9MwE4yaC4OZJJPj4g26qmzlXvjU_MXrBBGBmpwBIFKBaCQdmKQ_niUYukRibk2rMYYdG9iVsPTqOCPK30re392NVBYPCqLKPx7P6Tl1KHGM1NJ3puSXrOxehaeFup8Ku2XwTutVfhVpw2wp4FSpdbch-q6A3ywrFS4IRNhbrhmpJBnk0tyihg2wP6_KtcnFEHZLKuV31hsOqUzJbdHaIq8ug3GCpTCqiJPSpya_2kO5J0oWPZpzr3eqpBje9tM_FsaFdTY73t3q78RkB63p_Y5uZVk22OHWZzzAlN_Gh1_DUFw0IS-tgGqjHyaCMW43TadLVNda7338QY6-pAFswcYirBt2wgoOScikJY2WoESS8syumLd5RqdRvJrb2lq2EtVjRkuZ12blF5OIYdrqrakW4ic5m52fZqGc2DXzAoLc15XIyP-iYvC_aG3OQIu24nV3MklnwG855NxBdrgV5H-4Mgt1bs9Oi_-BdI3UJNGB6jc98R_qqJ5ELgVyfmBOymM3Qi9S_andEI3NNCmXZGz97G8XGPRmDSFix7VHUjzWE91TdUrvtBt26ZAyLy3DWujFVX_mfCkz_9ctWaarLTPvf9ztVNHCYb8AzhhM34U6OpJY-NiC-74w1JfgLJEAqbIkI5HeegQ3ce3ZlXVrMVO8YLR7KrCTScaCx9lHSHe6z435xsoJuURWSqUb0r8WMDW04uyqnzurc4Tkf16xpAI19PBcGhfVyNG2woUie9jsPdnl2L4vJFq1xHXRVt7K30M1Ax1jmrXgW1v0jGOks_5UGUNn3z9oPSXarkiypgCwdD31-JZEhfjJUv8UTN74-7NicHS87Jr9CgS2iljQUrQnAh9MOsIRdCv26PMZfZPViEW26ChrOcZzCyMLJWvox9SoatWWVsKdywBk5gg480x5RjSX3yBytfb04svNRsuIaw7mWVaw1HOaq8LdJyV6M_Cy1mEBTeZv1QLa7B9NSgtboIAi08eeaaHJ2d260UN0gWQT62qoBj7flp90IFMzvLO31gwVsaLnlT54UgffRd_uq9MGmj8PEXmn0pDvNZWAV2OA4GX9RO4z6yoRb7uBnJAMDrXosN9KIXYrkW0RK9hIHQ1TtF4AYOueSCinHfployN28QopOxFwsF92dNzy42SEpkClTx8j9MjlZhCRBZ2z-OpwjJHFiFaN4JWYmTiiC6oiLOVkgunYItcLxnCbKOXaiRjhGpah55qVpArc57E2Si3QY7S-YYtTY816G7OW5azckoAfNGrsZOiIIPBJ3-BC3S3tH0io2WMg2BTKDqWWhOyhxJhPMUg5N3Y5iv4iFfdmI-HOgwPuG7t8Nsm_ID9yMB9ksZED10I_1myZaG_xn9kPQBS4fX90gW77OdtUMcH6kwPSuTgpjz3i_BnP8ZeyOpmHGXAs25D3m7SJJ3GdLgE5tbL9JyQAYOSdOQ9_YGTLIXsmd2mdMIMzr7mKemNsUSDGHDv1wJr00x0Yj5irBM-dZJ_8FsEiI7D333WP1pWmjEOR2c1TvoTwkt9cA5o-aZoQsJJV90q37iAu6lbJrmH4AmSHQJfrB1aTnJWgd1cb2-WT2Z_60Q7LzzmEKsKrWL94bufFWpR5yrmBN3joKV77YHYITivUm9dciotp2vmDu37mIX_HfDR7tMQiJXKFC6JxKCdSivBtUl-xCZ-dmmciKKhhlruv8AwZCswYf_Zyesa1DfIgaetl8sN09GwXwirRn1RYQumq7Px8GEvxa3w2zZgUZ0mqAFNA2ROkGw4_5lScb32VOIBD8vIrrFMuYspeu2Zl6dNlB5hvN3gJv-4lRptJnOtZo7Y1kB--gv1BPa1PP8GDt5ngIhlbNdaFXyAKj3UpqSxWbS7m0fHzm_uWiwutUzIAglNu02g_yZ3LV5fKqM4zi-fvdzJ2y6t3uMvxdhL5MpOg-VQGVapkTpptCXEpPw9fJxHt3Jl78w7_nhS1aiVmVMC-S86dWxQy0387iaIqz0sG7Rtp1dsUUfdidFGzvPms_-pP5n8XCnZSGVdOj3OOwvTCsMaqoBWOWnHi3VhIPhB3JXs82_D6mP9CScgVIrt98fFer7CXAiKKNzpvjLiwvt7GkJuis8_1rJQNbnCyvY8iNAKi34cpDBirigILIDS9ATCY4CnS7jY7kh9jTfSiL56-ddtEuz948a9FqF6VlxVVqgbgMR_lS3SLgmsO32-bJRrV5ZEyMh5j87qqud5w_87ZiKxH98yFMbFTSbFW5yQX0bi6UpTTUpVkvcrjv4iaJXOE_CGI-5yct11mn1-QFvxW3kp0LVwthVmAau7fG38ycqThOHFWY4l6dkIGaRR8UZ4V63F81HXZPcluObAtXWKySovEfQHja8qRxQGTVHcC5Hw-VGMQlRy7LrUSiKTuC4kWSlfFChJy-yTNQB4-X9pvgF-izAIH4bLWzKSX9__5AncDR6yIHmr6HWYLiHeO8guMScJeZRoXwjcwfV8ZlSwMPFQdD1J4fHhzK1nBVqhbKHAVdjvwSbKJUBmZI6E00FSVLtk7d6eHQLiYNq9doIPTnPhH1F9LlmQG4DDk_NCjHI67YO-k6s-OKQcTBxk7jJOMq4HCIdCbfYzlDGCtwGNpIk_2vArhc3uRAiS-VFLzDXiRJqbx2xLO2L_J83xcVy5aEiRMHQUrzteDMNXuQQgS1bWILHf-Egw5_eC7aZtMuD9M9Dq6yguO4l5q1W5UUhezMU3_m4Dy3VvThhv2qNp-XNuwlCZzOX1JP4Cz0D0moW2JTdgGzUpPY7Hy3a3jANGO8v7CRTwucLBmkin6W8nOjYFabAmCca6DERTyA3QhcbDr6NkF-6SZso_oCGrjBR_eKzcJe6F5qfQ1iG8Cxm7MojPrKmFLs0mizntBaIbQNVX4dXe7qpLEjErOWNfAZvJZgNxM3TCpaHyl_RKmE3GeK7VeR6jGiTgSm62CgazDF_BLqXs0TTou9vh2fPfRE_lDJ40yTh654fc3fkf5OOtX1qz-rIBDvczKjRnIt7Ks7N_t3mAVnMj_Nr-i0LBBlwV4jKah9KGe9AT4QKuZ4JVmR-Mj17Ajh2o9oAcDiTGui5V2VYI5nj-Oid1PDZCSAHiii1nXH-bsl6YY_6ZxgwkOxvOQdmv-5asEFhiueyhqGaoK_HO-qYWOTQ0-CjiEcDoGRG_9Fp4HT5exRRQSyKbuejrCWrSxB2z2Hi-_2LGOyRDOGMJ9wsdfZlQFw9xQlZWlXC-AJwd4Oxn6psU-IflZbSDB-DBzt6ZmqdDA8bEMMHxackqNY62rWsqBbALoKfUrIg_6D_T-mkElcMWZ-tWRv_Mp0g7hztco8UW-979FME0ccKBWXk6op3z3dQeVotX4Lwr8-GxEOBKRXKzhAJFrWH1cIRkbeh9KR8bMv1sGsZTHu9vPmqFJvQ-5ms3e-QS8W1Nd1Q15BvO7q203C2dZyBuM8ZVZ980RxJtHTfdME15allmYCSGRDXEW5z9DNB5YpCFmLRAqkqErddWsA_f_waQy1VkyvSIWaQGmgHfUEku34_8oOovduFmNlnhBrJRIT2YLsyPppX8fWR0ZwJCCOocSlhuKejB8HrftGKBAFXdP1LouQ2iF2Sxnu469oy65A643uStN3bEoU7PLLhQMUViapwiY8pQ67_YGqr1KPgAj4ppKE4hZa-BWLjHQv3qqO1zeJj62TSaZ-Q5hsx9z_um-QzkJOPn6hwPcimJARVu_1YpXG-DBHAs6Si9vx-Kb5ciHOBJmw0mmMm7Ow7nKsVjx5b9JYJNo9281SaUmqvR-xoYa8sCCkDf-3z9Uw22KXhTVISGjWxrbwvDVpiXh9EBpJxLrBeHHFrgyE8Vyi4x9tq4o9USy6krdWvNcThIl3kjn5tVX8MNeaS1YBp1zH5rpM6lSjNzcmyWHY9OSEtunRmg_smdwXv2dNLTuhS8UDTgyZ2b8z4oniS7jSFD5N_AUfbAuv-4yu5Ye_6lLwT-bKPbaRNs-2JtfQUwbgeC9dOR0qPZCzKk_omPXipa_0MgLG5hNDPyanREBV5z-PdEDo9icTjNUAc58j_E7g2-XqzAT-qJz36l-fpGGdW5fWRl2dovZGCNmqkcSFMJNHYDvt2G48xfvDn3bCJxzG-r1ztTZUHGnXqzEy8XZmpMwaYiuAgqJcOs7J2z-WDhgCI16p75aJAYPHjoB0YAT2KINoV5a1uiQ_UgjsJoPNOXznc0SeMBJB4JPPJtLz_DCgnosWstNTe4xV3kdzICNRvw6KJUQx-lE4Xxy7gvh8KyInKYIZpmt7raLqmDAKFcyiHgXxYuNLFAImT5s7kZ0HQGybjfm_oxo1ZNQUtIgdH5iMCytk4lBg2ERxZ4SquKyCQpMrRavcIXIWVwaFpYl3C7zRSmJCtlkRM0ZgGJ97mVfgJZVSVXnV12UNPt&cid=CAQS0gEAwksa0W86M_NrdNwy4CPoZLVUwXHdX3xvzJPdYdTqtn2CbvCN9iFhBSKF-LtaHNtzGvP5cv_BD6MZLKfEefCxfqaxROK_tlBra-UzegOHUFdCi4F7DTKraSoFXr4hHBXY6-U62fD4pgTw4VMSHVczzMFj8TbG0ASm4ZQALp6rIs--Hm4fSXTZeSW-iS6q_VjIPzlAr2fxEGCNDhWbRnbUOcd9TtPUMbqliglrDMSoKvLA1BCqGmtIkePrxTDrpJBwRdue3YBZAprECb3boqIxHDUYAQ&dv3_ver=m202510220101&nel=1&rfl=https%3A%2F%2Fecho-server.dangoldin.workers.dev%2F&ds=l&xdt=0&ct=2&iif=1&cor=15670516974573860864&adk=3695998272&idt=136&cac=0&dtd=72	90.35
https://ep1.adtrafficquality.google/bg/OUxjjEUpQOfCIZJamLGU7CrMz4_tjliTV20t0BhvBgo.js	52.28
https://ep2.adtrafficquality.google/sodar/VFc2VJAc.js	42.74
https://pagead2.googlesyndication.com/pagead/js/r20251114/r20110914/abg_lite.js	27.91
https://pagead2.googlesyndication.com/pagead/js/r20251114/r20110914/elements/html/omrhp.js	11.63
https://pagead2.googlesyndication.com/pagead/gen_204?id=xbid&dbm_b=AKAmf-B5nxnA2mk2PO8xSGyF72xoYSk08WOnehxrBdfsZWUWF3ZvBAkcQK7NvyYUrfPlofKeIJge8w5JgD7b8M1VJyX8TiQhU7u9K8CqqqiXHSiCOcN4sBI	0.04
https://pagead2.googlesyndication.com/pcs/activeview?xai=AKAOjsvyqEed9Usm88wu477vMsZx0mmr8z0-H5FI9uUOIKVgYDiFY12hxkZpGDroR3k1uUvmx0EKUpfprc8ynaCQk3OoJndNSxT6KJkJ1EumXROa-xyrJyep7WA-zqM45G48S2lrwTkOg1-W50QpAnhMFjWaXrzk_-Vakg&sig=Cg0ArKJSzHmC0BLKXRKYEAE&id=lidar2&mcvt=1000&p=0,0,250,300&tm=1043.5999999998603&tu=43.799999999813735&mtos=1000,1000,1000,1000,1000&tos=1000,0,0,0,0&v=20251105&bin=7&avms=nio&bs=1920,1080&mc=1&vu=1&app=0&itpl=32&adk=3695998272&rs=6&la=0&cr=0&uach=WyIiLCIiLCIiLCIiLCIiLG51bGwsMCxudWxsLCIiLG51bGwsMF0%3D&vs=4&r=v&co=5943101300&rst=1763498212561&rpt=539&wmsd=0&pbe=0&fle=0&vae=0&spb=0&sfl=0&ffslot=0&reach=8&io2=0	0.04

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