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<header id="title-block-header">
<h1 class="title">AmbientCG Importer</h1>
</header>
<ul>
<li><a href="#introduction">Introduction</a></li>
<li><a href="#basic-use">Basic use</a></li>
<li><a href="#choosing-a-mode">Choosing a mode</a></li>
<li><a href="#using-custom-shaders">Using custom shaders</a></li>
</ul>
<h1 id="introduction">Introduction</h1>
<p><a href="https://ambientcg.com/">AmbientCG</a> is a Patreon-supported
website with PBR materials. There are currently 1900 (and counting)
assets there free! You can get high quality textures including the
normal maps, height maps, smoothness/metallic channels, and AO. This is
invaluable especially if you don’t own or have access to professional
material creation software.</p>
<p>However, the formats are a little wonky for Unity (you need to invert
the roughness, etc), so it takes a couple minutes of work to prepare
each material for Unity. This tool does all that automatically.</p>
<p>Burning Mime Software, LLC is not affiliated in any way with
AmbientCG.</p>
<h1 id="basic-use">Basic use</h1>
<ol type="1">
<li><p>Download a suitable material. You must download the PNG version,
not the JPG version. For example, I downloaded this one: <a href="https://ambientcg.com/view?id=DiamondPlate006C" class="uri">https://ambientcg.com/view?id=DiamondPlate006C</a></p></li>
<li><p>Open Unity and select the tool from the menu:</p></li>
</ol>
<p><img src="data:image/png;base64,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
<ol start="3" type="1">
<li><p>Optionally, you may choose a shader and mode here. Modes other
than the default will be documented when they are selected. The shader
will automatically be chosen, but if you want to use your own, please
see below for more info. Then choose “Open ZIP File”:</p></li>
<li><p>Select the ZIP file you downloaded using the file
manager:</p></li>
</ol>
<p><img src="data:image/png;base64,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
<ol start="5" type="1">
<li><strong>HDRP Only:</strong> If you chose to import a height map,
pick a displacement mode here for the height to show up.</li>
</ol>
<p><img src="data:image/png;base64,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
<ol start="6" type="1">
<li>You may want to make minor tweaks to the material settings until it
looks good. This is especially important for height maps, since the
default of 0.2 barely shows up at all. Aside from that, you’re
done!</li>
</ol>
<h1 id="choosing-a-mode">Choosing a mode</h1>
<p>The <strong>default mode</strong> uses 3 textures. One texture for
the albedo, one for the normal map, and one for the occlusion,
metalness, and smoothness. The metalness map is important for materials
that have <a href="https://www.youtube.com/watch?v=Xx1uLMvsmvk">some
parts that are metal, and some parts that are not metal</a>. For these
types of materials, you should use the However, if the <a href="https://www.youtube.com/watch?v=fX3fI6oA2xk">whole material is
metal</a>, or the <a href="https://www.youtube.com/watch?v=WqrusoQ6xVM">whole material is not
metal</a>, it’s not needed. The occlusion map can add some detail to
bumpy surfaces by making parts of them dark, but for relatively smooth
materials. <strong><em>Examples: brushed or painted metal;
carpet</em></strong>.</p>
<p>The <strong>smoothness in albedo</strong> mode is an efficient
packing that has only the albedo, smoothness, and normal maps. The
average metalness is taken from across the whole material and applied as
a single value, and the occlusion map is discarded. This mode is more
efficient than the default, and probably the one I use the most, because
many materials will look just fine in this mode. <strong><em>Examples:
painted plaster; cracked concrete</em></strong>.</p>
<p>The <strong>single map</strong> mode is the same as smoothness in
albedo, except it discards the normal map. It is good for mobile games
which need the best performance, or if the material is flat enough that
the normal map is not needed. <strong><em>Examples: sanded wood;
smoothed marble</em></strong>.</p>
<p>The <strong><em>height map</em></strong> mode uses either parallax
occlusion mapping or vertex displacement to accentuate height
differences. This can be expensive performance-wise, so it’s recommended
only to use this on materials where it would matter.
<strong><em>Examples: brick; stitched leather; bumpy sand or
rock</em></strong>.</p>
<table>
<colgroup>
<col style="width: 33%" />
<col style="width: 33%" />
<col style="width: 33%" />
</colgroup>
<tbody>
<tr class="odd">
<td><strong>Default</strong></td>
<td><img src="data:image/png;base64,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
<td><img src="data:image/png;base64,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
</tr>
<tr class="even">
<td><strong>Height Map</strong></td>
<td><img src="data:image/png;base64,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
<td><img src="data:image/png;base64,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
</tr>
<tr class="odd">
<td><strong>Smoothness in Albedo</strong></td>
<td><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT4AAAE+CAIAAACbWutnAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhe7P3nky3LleUHhtZHi1RXPgFRharu4nDa2Byz+TL//0eOcboI4L13VaqjQ8v5rchb7DHa0FgCQAGoFzdv5hEeHi722mttD3cP8x/+4R+Mn4+/5OPvf/PrqixczzONwRq63nTrdnCMhrdNZxiWHXlm13X14DZtGwZ2kZenS7aYTbw+/19+//Q1l5+Pv7TjZ+j+uR+vbrbr9aofhq7rDWN49+Z1URSOY5umadm2YVp81TZ117W261fZJQxCfTD4RnPp2sH2nLo4O24YJvO+ay+Xc1XWrmMFQRiFflnVnuc79mCYdl5U8WT63377Q56lnmOHUXQ+Xz59efxajp+PP7PjZ+j+GR1//zffQ4/DMMRJtJjN+r5vu6apaz7xg5i3OkDZePRD7zgeYOa1bVkViKxyAGwZRhjPTcNoe8Nu07K6HC/ldHEVB34YBpc0B5+H3XMUxWD3sN+B/LqqLA7bcR0P9nZdF89gDL2u0kHcfZqlaVZ2hlU3bX45fn48fS3xz8e/3/EzdP89j//8d78GloHvzmazwTC6trZgUdArQBp935mGBVodx7Vtm5Qv4FUy1+f0YTDAqmEaQRCVRe75oWmZ2eVimuJdL14O1ak3nbqqp7MJKJ0utkV6Igeg6XquZZpFnpmW5flBWRRkzKWBrh9EbVPC6cA5y1KKRGG4GoiG+aN40rRDEIbn44F/jh/9L/+f3461+fn4kx4/Q/dPffynv/s1zX59tbFtyzTMosiQu2EYo4H3T/foYtf14b+maaBXVG0ArvJLVWZG37nhpGsbsItOtjhbBKxfwjP0yBsT0gW4Q11XUTwz+rYoSxIR+iKJB1E2qewWCA46E3/Bb2VjWngG3gx9M8DiY/627SKb27pCmfN6dC6cyg9/a9cLuBAHZ7lW97hPbcv5X//xZxj/iY6fofunOK7W881mPUlCn0C0a13Pzy4H20bucgxwZpWfgVZT5V4Q+b4/Yq+ssoPl6DVqWbgaWRfwDcKV2BjMu14EQefpyXPhZgLYuLjs86KYzBaX7DKfLS+nU5BMiiLv2sr1474pLKP1QuLeHviRp2UOlu2CfZG4YdiOxxX5CjCbXD6M9k+fXS+knEhq23YAfRglbV1Skux82ty8RtMXJeG3N/TtZDrb7Y/Pz0+4hvuHn+PkP+LxM3T/iMff/ur7OPSms3mRHQkpRVyKXuuha8CwZfbCTFshTau6gYQNw0IJd3VelwVfBdEUvnX9ML2gSxM/jE/7e8v2Zos13Ht6/hgmiygKi8sxmiyy82Ewnd6wRKVDnWXVm7ffnk77qhpc4+xGK77CQSiB5XYVotqC510vrrN9srxr26a6PNmOE8+2ZbqDUbvBxjlAuVLvluMFcauouy/SHQWerW4gZ5R5WZVcMIym9x9+O51v0AvoiCj0DdPhdZ7nVdP/r//tf/vaIj8ff7jDvrm5+fry5+MPcfzNr77dbta/+fV3715fN/nec90qP1bZMY7j4+PvkmRCjCmtyz/bI9QkvqyryvO8um5RwmV6sP1JlqdBTPRrpudD07Zi3a4us1MymQWeU112ge+Tc1/nYZhcTgfLDYu6n8yXdXmqi0tVGXev39quM9hhW+YWPNu0uAYnmBhDZ3UVBOv4sWEHwAyfgjhviqMXTIFoV2VtbwHZrslxH47V41Ecz4fxHdc97T9PFjdIg7puUM9UYmgqPA48bXlRUaZNUzoobT8hqN49fJivrm2jubm+evvmtWPby+XscDx/bamfj3/b8TN0/wDH9Xb57u2bX/7i2/evrybJZBIHx92XJInT45dkMoVpiRhJFk/mRVGe9g+OF6WHe9isQwAPgxvN9/unZLYu8nOQLNu2dR0XFjUNRHIfJ0lbncModolAAVALVAxwHMVTMZrlG5aPGPZdqyzOSTQ5X6qb168fnp48q8vSzDXasjWgwaosuaDhxiZ4tCychOP4ltEBs75rbC/U8Bhs3tRwMSGt6yf7p09uuMB3NEWeX3bE4XGcWMTcda6yKHQ2cEyQ/+HhQ+jHjtmbFsU0yjKvNMANecenw6Pjesj7KAxDz3n9+tXtzXUY6EjTbGy/n49/zfEzdP9Nx9//5tfv39zeXm89xww82zS6vj4BsPz8mEwWZX72/YCo8nJ4coLk8PTR80IEsOW6djQzHUdjPk0NqXZVjvpEJ8NsVXFBaqJF2zpdbW+b8uLYXt/UhKP5ZU9w60fzenCKBhr0jruHJA7rKif+jMPw/vH55vbu8/29bVZ1nQ9NHXhuXveh23ZW0pZnlG9ZZnV1KurBai+OPx+6chzj8usytf0A4m3Kk1RAmYfxDH2QXU7J4vpy2oXJevf4abDCHjlweiQrxxrKIifKNizq3hLxStU/f06mK2doPC84Hh6IoAeLWLoR1KmzbUPHs0k8n83m8+lyPiU2/tqaPx//kuNn6P5rjrvb60Xs/I//w392zabMzo6N6Ezr/AITpYe963qOE+wff5qu7vZPH1wvxMqfn5+deNPqbungEtCWqWX6Vte2Vdk3hR9EHrAxDXDbNuV8fWWbfeAHJCe3ukirqiD4dfwob8ym6wMQcniC36ZJ/Px8/+rNt7Dx49Pu5vWbw2GfZfkytp936XSSWKZZNr3nGGaPaJ4M5WOweF8VuW9Xg7ca8i+jeJ6afeESzfZuXZfo5KY3DTBcHC3L1pC00Tu25fkeyjqZr0/Pn6Jk7jje+ZxaULc5+K6Tp6fpjK8+LLevUPKdYYdhVJyfl6vbOn3Oz8fZYvv5x/+VQAAY+9GMnC+np2mSXK0mrkcGboEu+Pn4Zx8/Q/dfdqxm0aur+d312jVry+yHtrSHJgyi0/7RDwg7d8B19/w5CCPEcNM20+3rduiDONJtma6Pw7gF6o53OTzCt8l0ZvSN64bZZZcVWThZdV1j2R4wQ5qCFtTm0BteMBls//PD0+CE0/mygU/Tw2oxb8vL/nD47vu/rYr0eLrcvvuuyNP9/jiNLJB8zpskCgXduguRxqhl0yGc7qqzP3tVVY3dHY3ozhy6oXq27BC+Neo9mBycqMyh+k53hh1KPhBCo32btrcdz+jq0FfcXDaG5xLJXgbDyWuTON0cKlSxblg5YV2c8EFxMkU9GKa7uXr9+Okf19u7Oj8TLzx8/EeI2nGseLrKs/MkjnzHSOIgiJI0+1lF/7OOn6H7zz3e3q7+/tffruaxazW+5xDjTSYLDJE2rKoqiBf7/f1ktm7bOi/zeHlN4DiZoZkvXV1F0cJoGrPvstM9Jgs+CQJ9gr3jvRtO/CR2grBqCU3TeRJtN2tjaC+HB9OCjKf9YH/8/Cmr+7s33yC/d/c/Ado49LPTc5qXb999Byf/t3/8/dtvviP16aR5jtPIbOoGSZyEAdDNG8sxO9s2LQS0EVvdsa1Sf3qLBrebRyNY9860K56MNjfd2dA3Zr1Hw9etg8CFjW3O9ZH3MQG2Y9a2F/X2FL9ktZLfl8okZLWNyiEINoPBUXDrWr1jEaUvTqdDmCwbYFznwBhVHcTz4+NPs8UGrUGsvH/6bOiW8jBf35TZ4erqZjmLOI7ny9d2//n4Pzl+hu7/xTGN3L/91bf/8He/CuzG973j00+TxXVTXBC9VVn1lpeXWRiGLRRTFCC2H7owTuoiK86HMJoToxqmfXz6gJkOfb199R1GD9javkNPRrNFGHpVmbZtvyA4nibAY//4ibez5U0/9A+PT0VnhZPpZntz2D2fnu+//+77pkrPp8eyal6//barix9+/Gl1dbtab9LLaX84TQLLhnSbFlYMAx+0AOO6NZLQNox+GMyuN+yhVEA7uUZKW9W9hepdvC/KymyeiKjt8AqVbjZ7EDjYk6LsHLMamovrJ3lj903mmVWP7ncSsB3azXK9yeshLZvLeT9JItuy6s40vPnj/U9xRBh/JADu+sHykjS9GE02m68okWF55/2XyXRRZyc
<td><img src="data:image/png;base64,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
</tr>
<tr class="even">
<td><strong>Single Map</strong></td>
<td><img src="data:image/png;base64,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
<td><img src="data:image/png;base64,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
</tr>
</tbody>
</table>
<h1 id="using-custom-shaders">Using custom shaders</h1>
<p>It works out of the box for HDRP, URP, and builtin. If you wish to
use a custom shader, just ensure your shader has compatible naming
schemes and texture formats. The best way to do that is to use a shader
with these properties:</p>
<ul>
<li><code>_BaseMap</code>, <code>_BaseColorMap</code>, or
<code>_MainTex</code> - Albedo color</li>
<li><code>_NormalMap</code> or <code>_BumpMap</code> - Normal map (in
default Unity format)</li>
<li><code>_MaskMap</code> or <code>_MetallicGlossMap</code> - Mask map
(red channel = metalness, green channel = occlusion, alpha channel =
smoothness)</li>
<li><code>_Metallic</code> - Overall metalness (multiplied by mask
value)</li>
<li><code>_Smoothness</code> or <code>_Glossiness</code> - Overall
smoothness (multiplied by mask value)</li>
<li><code>_HeightMap</code> or <code>_ParallaxMap</code> - Optional
height mapping support</li>
</ul>
<hr />
</body>
</html>