X3D Model Documentation: ClaudeCodeSimpleModelTexturedData.x3d

  1  <?xml version="1.0" encoding="UTF-8"?>
  2  <!DOCTYPE X3D PUBLIC "ISO//Web3D//DTD X3D 4.0//EN" "https://www.web3d.org/specifications/x3d-4.0.dtd">
  3  <X3D profile='Immersive' version='4.0 xmlns:xsd='http://www.w3.org/2001/XMLSchema-instance' xsd:noNamespaceSchemaLocation='https://www.web3d.org/specifications/x3d-4.0.xsd'>
  4       <head>
  5            <meta name='titlecontent=' ClaudeCodeSimpleModelTexturedData.x3d '/>
  6            <meta name='descriptioncontent='Model generated by Claude Code, with small cleanups: Orbiting Primitives with Textures using hexadecimal-data encoding of image pixels, each of which was encoded at low resolution. Four textured 3D primitives — sphere, box, cone, cylinder — orbiting on an animated platform.'/>
  7            <meta name='authorcontent='Claude (Anthropic)'/>
  8            <meta name='translatorcontent='Don Brutzman'/>
  9            <meta name='createdcontent='27 February 2026'/>
 10            <meta name='modifiedcontent='28 February 2026'/>
 11            <meta name='documentationcontent=' ClaudeCodeExampleChatLog.pdf '/>
 12            <meta name=' warning content=' original model produced by LLM, careful review and precautions are warranted '/>
 13            <meta name='generatorcontent='Claude Sonnet 4.6'/>
 14            <meta name='referencecontent='https://claude.ai/new'/>
 15            <meta name='referencecontent=' originals/scene_textured.x3d '/>
 16            <meta name='referencecontent=' originals/scene_textured_data.x3d '/>
 17            <meta name='referencecontent=' originals/scene_textured_meta.x3d '/>
 18            <meta name='referencecontent='History of initial changes at https://sourceforge.net/p/x3d/code/38626/log/?path=/www.web3d.org/x3d/content/examples/X3dForAdvancedModeling/LLM'/>
 19            <meta name='generatorcontent='X3D-Edit 4.0, https://www.web3d.org/x3d/tools/X3D-Edit'/>
 20            <meta name='identifiercontent=' https://www.web3d.org/x3d/content/examples/X3dForAdvancedModeling/LargeLanguageModels/ClaudeCodeSimpleModelTexturedData.x3d '/>
 21            <meta name='licensecontent='https://creativecommons.org/licenses/by/4.0/'/>
 22       </head>
<!--

<!--
Event Graph ROUTE Table shows event connections.
-->
<!-- to top DEF nodes index: ORBIT_GROUP, SPINNER, TIMER

Index for Viewpoint node: Viewpoint_1
-->
 23       <Scene>
 24            <Background skyColor='0.05 0.05 0.1'/>
 25            <NavigationInfo/>
 26            <Viewpoint description='Defaultorientation='1 0 0 -0.22position='0 2 9'/>
 27            <DirectionalLight direction='-1 -2 -1intensity='0.9'/>
 28            <PointLight attenuation='0 0 0.05intensity='1.5location='3 5 3radius='25'/>
 29 
          <!-- ROUTE information for ORBIT_GROUP node:  [from SPINNER.value_changed to set_rotation ] -->
          <Transform DEF='ORBIT_GROUP'>
 30 
               <!-- ROUTE information for TIMER node:  [from fraction_changed to SPINNER.set_fraction ] -->
               <TimeSensor DEF='TIMERcycleInterval='7loop='true'/>
 31 
               <!-- ROUTE information for SPINNER node:  [from TIMER.fraction_changed to set_fraction ] [from value_changed to ORBIT_GROUP.set_rotation ] -->
               <OrientationInterpolator DEF='SPINNERkey='0 0.5 1keyValue='0 1 0 0 0 1 0 3.14159 0 1 0 6.28318'/>
 32                 < ROUTE  fromNode='TIMER' fromField='fraction_changed' toNode='SPINNER' toField='set_fraction'/>
 33                 < ROUTE  fromNode='SPINNER' fromField='value_changed' toNode='ORBIT_GROUP' toField='set_rotation'/>
 34                 <!-- Central Sphere — Earth texture -->
 35                 <Transform>
 36                      <Shape>
 37                           <Appearance>
 38                                <Material shininess='0.4specularColor='0.3 0.3 0.3'/>
 39                                <ImageTexture   url=' "data:image/png;base64" 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" '/>
 40                           </Appearance>
 41                           <Sphere radius='0.85'/>
 42                      </Shape>
 43                 </Transform>
 44                 <!-- Box — brick texture -->
 45                 <Transform translation='2.4 0 0'>
 46                      <Shape>
 47                           <Appearance>
 48                                <Material specularColor='0.2 0.2 0.2'/>
 49                                <ImageTexture   url=' "data:image/png;base64" "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" '/>
 50                                <TextureTransform scale='2 2'/>
 51                           </Appearance>
 52                           <Box size='0.6 0.6 0.6'/>
 53                      </Shape>
 54                 </Transform>
 55                 <!-- Cone — wood texture -->
 56                 <Transform translation='-2.4 0 0'>
 57                      <Shape>
 58                           <Appearance>
 59                                <Material shininess='0.3specularColor='0.3 0.2 0.1'/>
 60                                <ImageTexture   url=' "data:image/png;base64" 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'/>
 61                                <TextureTransform scale='1 2'/>
 62                           </Appearance>
 63                           <Cone bottomRadius='0.45height='1.0'/>
 64                      </Shape>
 65                 </Transform>
 66                 <!-- Cylinder — marble texture -->
 67                 <Transform translation='0 0 2.4'>
 68                      <Shape>
 69                           <Appearance>
 70                                <Material shininess='0.8specularColor='0.6 0.6 0.6'/>
 71                                <ImageTexture   url=' "data:image/png;base64" 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" '/>
 72                                <TextureTransform scale='1 2'/>
 73                           </Appearance>
 74                           <Cylinder height='0.75radius='0.3'/>
 75                      </Shape>
 76                 </Transform>
 77            </Transform>
 78            <!-- Ground disc — stone texture -->
 79            <Transform translation='0 -1.4 0'>
 80                 <Shape>
 81                      <Appearance>
 82                           <Material specularColor='0.2 0.2 0.2transparency='0.1'/>
 83                           <ImageTexture   url=' "data:image/png;base64" 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" '/>
 84                           <TextureTransform scale='4 4'/>
 85                      </Appearance>
 86                      <Cylinder height='0.05radius='3.5'/>
 87                 </Shape>
 88            </Transform>
 89       </Scene>
 90  </X3D>
<!--

<!--
Event Graph ROUTE Table shows event connections.
-->
<!-- to top DEF nodes index: ORBIT_GROUP, SPINNER, TIMER

Index for Viewpoint node: Viewpoint_1
-->
X3D Tooltips element index: Appearance, Background, Box, Cone, Cylinder, DirectionalLight, head, ImageTexture, Material, meta, NavigationInfo, OrientationInterpolator, PointLight, ROUTE, Scene, Shape, Sphere, TextureTransform, TimeSensor, Transform, Viewpoint, X3D, plus documentation for accessType definitions, type definitions, XML data types, and field types

Event Graph ROUTE Table entries with 2 ROUTE connections total, showing X3D event-model relationships for this scene.

Each row shows an event cascade that may occur during a single timestamp interval between frame renderings, as part of the X3D execution model.

TIMER
TimeSensor
fraction_changed
SFFloat

ROUTE
event to
(1)
SPINNER
OrientationInterpolator
set_fraction
SFFloat
then
 
 
 
SPINNER
OrientationInterpolator
value_changed
SFRotation

ROUTE
event to
(2)
ORBIT_GROUP
Transform
set_rotation
SFRotation

Additional guidance on X3D animation can be found in the 10-Step Animation Design Process and Event Tracing hint sheets. Have fun with X3D! 😀

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<!-- Online at
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