> ## Documentation Index
> Fetch the complete documentation index at: https://docs.pixeltable.com/llms.txt
> Use this file to discover all available pages before exploring further.

# Custom Iterators

<a href="https://kaggle.com/kernels/welcome?src=https://github.com/pixeltable/pixeltable/blob/release/docs/release/howto/cookbooks/core/custom-iterators.ipynb" id="openKaggle" target="_blank" rel="noopener noreferrer"><img src="https://kaggle.com/static/images/open-in-kaggle.svg" alt="Open in Kaggle" style={{ display: 'inline', margin: '0px' }} noZoom /></a>  <a href="https://colab.research.google.com/github/pixeltable/pixeltable/blob/release/docs/release/howto/cookbooks/core/custom-iterators.ipynb" id="openColab" target="_blank" rel="noopener noreferrer"><img src="https://colab.research.google.com/assets/colab-badge.svg" alt="Open in Colab" style={{ display: 'inline', margin: '0px' }} noZoom /></a>  <a href="https://raw.githubusercontent.com/pixeltable/pixeltable/refs/tags/release/docs/release/howto/cookbooks/core/custom-iterators.ipynb" id="downloadNotebook" target="_blank" rel="noopener noreferrer"><img src="https://img.shields.io/badge/%E2%AC%87-Download%20Notebook-blue" alt="Download Notebook" style={{ display: 'inline', margin: '0px' }} noZoom /></a>

<Tip>This documentation page is also available as an interactive notebook. You can launch the notebook in
Kaggle or Colab, or download it for use with an IDE or local Jupyter installation, by clicking one of the
above links.</Tip>

export const quartoRawHtml = [`
<table class="dataframe" data-quarto-postprocess="true" data-border="1">
<colgroup>
<col style="width: 100%" />
</colgroup>
<thead>
<tr style="text-align: right;">
<th data-quarto-table-cell-role="th">image</th>
</tr>
</thead>
<tbody>
<tr>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
src="data:image/webp;base64,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"
width="240" />
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<tr>
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"
width="240" />
</div></td>
</tr>
</tbody>
</table>
`, `
<table class="dataframe" data-quarto-postprocess="true" data-border="1">
<colgroup>
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
</colgroup>
<thead>
<tr style="text-align: right;">
<th data-quarto-table-cell-role="th">pos</th>
<th data-quarto-table-cell-role="th">brightness</th>
<th data-quarto-table-cell-role="th">grayscale_image</th>
<th data-quarto-table-cell-role="th">image</th>
</tr>
</thead>
<tbody>
<tr>
<td style="vertical-align: middle;">0</td>
<td style="vertical-align: middle;">0.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">1</td>
<td style="vertical-align: middle;">1.</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">2</td>
<td style="vertical-align: middle;">1.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">0</td>
<td style="vertical-align: middle;">0.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">1</td>
<td style="vertical-align: middle;">1.</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">2</td>
<td style="vertical-align: middle;">1.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
</tbody>
</table>
`, `<style type="text/css">
#T_bcc9d_row0_col0 {
  white-space: pre-wrap;
  text-align: left;
  font-weight: bold;
}
</style>
`, `
<table id="T_bcc9d" data-quarto-postprocess="true">
<tbody>
<tr>
<td id="T_bcc9d_row0_col0" class="data row0 col0">view
'iterators_demo/grayscale' (of 'iterators_demo/images')</td>
</tr>
</tbody>
</table>
`, `
<style type="text/css">
#T_587dc th {
  text-align: left;
}
#T_587dc_row0_col0, #T_587dc_row0_col1, #T_587dc_row0_col2, #T_587dc_row1_col0, #T_587dc_row1_col1, #T_587dc_row1_col2, #T_587dc_row2_col0, #T_587dc_row2_col1, #T_587dc_row2_col2, #T_587dc_row3_col0, #T_587dc_row3_col1, #T_587dc_row3_col2 {
  white-space: pre-wrap;
  text-align: left;
}
</style>
`, `
<table id="T_587dc" data-quarto-postprocess="true">
<thead>
<tr>
<th id="T_587dc_level0_col0" class="col_heading level0 col0"
data-quarto-table-cell-role="th">Column Name</th>
<th id="T_587dc_level0_col1" class="col_heading level0 col1"
data-quarto-table-cell-role="th">Type</th>
<th id="T_587dc_level0_col2" class="col_heading level0 col2"
data-quarto-table-cell-role="th">Computed With</th>
</tr>
</thead>
<tbody>
<tr>
<td id="T_587dc_row0_col0" class="data row0 col0">pos</td>
<td id="T_587dc_row0_col1" class="data row0 col1">Required[Int]</td>
<td id="T_587dc_row0_col2" class="data row0 col2"></td>
</tr>
<tr>
<td id="T_587dc_row1_col0" class="data row1 col0">brightness</td>
<td id="T_587dc_row1_col1" class="data row1 col1">Required[Float]</td>
<td id="T_587dc_row1_col2" class="data row1 col2"></td>
</tr>
<tr>
<td id="T_587dc_row2_col0" class="data row2 col0">grayscale_image</td>
<td id="T_587dc_row2_col1" class="data row2 col1">Required[Image]</td>
<td id="T_587dc_row2_col2" class="data row2 col2"></td>
</tr>
<tr>
<td id="T_587dc_row3_col0" class="data row3 col0">image</td>
<td id="T_587dc_row3_col1" class="data row3 col1">Image</td>
<td id="T_587dc_row3_col2" class="data row3 col2"></td>
</tr>
</tbody>
</table>
`, `
<table class="dataframe" data-quarto-postprocess="true" data-border="1">
<colgroup>
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
</colgroup>
<thead>
<tr style="text-align: right;">
<th data-quarto-table-cell-role="th">pos</th>
<th data-quarto-table-cell-role="th">brightness</th>
<th data-quarto-table-cell-role="th">grayscale_image</th>
<th data-quarto-table-cell-role="th">image</th>
</tr>
</thead>
<tbody>
<tr>
<td style="vertical-align: middle;">0</td>
<td style="vertical-align: middle;">0.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
src="data:image/webp;base64,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"
width="240" />
</div></td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">1</td>
<td style="vertical-align: middle;">1.</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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HSUIIrzTsUb1pHFIfUDD04ZWXAo0KeZoKdHnok6R5ltVKoBbTPNkZ8aG2kZ+2xls3MDfVNfsqPYvZ9bHO3R/DH5GTVImFjjOo9BwJNQa47HE9KizNSZqf4HylOOkV7V2BI4iEEomK553SkUkzg/8wm5+P0Lp4QsxlXc2QlmuaLORgZIH+xxpJoPt6lNKZhzAjNcRbU6uxxZHPX4IzJnpmMIHUW445w4jNhSeCd/xPGsQaTCy3zDXE3HgsRtIxea8iyIyeYA5p2/QLMA8GUSLyymeGam3bfnvfqDC35CfwAoXCZF5uvfYdBpBjc/Newph4MaYnF7f3lYM27y/2D/8U992nbZ3rBvpcpTKiVn805p7M7rNkNq7Ln0N+VQvOeU5kbvOKsiX1/Vm66uT7WhAo9CTGTundW/95I0LZDHnYCRsjIson3KqUY7+xiA5UtKch8qhbVjGO9IPQxOOz98C54nXUuCjwkF4YBipaOsl25AIr9NzlgzbKRPKQuN81NCtd8WypSwoRfnMAyOjHCj8RvIUTVzLCJicvTUgt+at9AZwb+be2HedUBWBFmbZxN84Wp4Thn5+mBHx5yReGboimmm8RC8LAqOU116zSvDCB4lD8LrfcKq3N5fDmMZQl6fPa6K+gs2ky0CRxWWTAn372jMLarFUHsPasro3oiebZfUbs/FWWFmT8AoF4sqJ82y+PN2dV3gmDkKpXx1DgNuEAk+tbnJcX83MQ3iOsgWkhu6knOMuKeRNfqkL9P/TEcUkISluyTNGGamsR7+aXp/KmXN58lJoCdJBV0nC4JumPGxEt7SlMKdDImJ7rgFRvD+hgjmO8lSSIXLpM283w2AKKS3HsBbzebxTqmno16aNZKNh5XW9jc/XVvzZE0i+a+cNKX0+EO7cXXJ1WD8TDHXt67LdGLv+s5jBh1YoTusgw/m/WFDTPOJG6A+7IPhcxEgRGLqVCPdTd2itjnu4RE0Exh6Gox8A22yEmaeXOvNRgKH7EDbaFp2la4dCpD/RVyUMuJxCsbr/Rf4lW9GhNtUDevDwZtOsBmj752TbQh0QUXLa/paicCkGcFCqc1Me1xhanMHCSZ7M/PU9IvEKXXAPD26eyBdXwF8TFZRSv0ovN+aDLalAXz1LY13WxMr4b5Ke0GsjY8MXD8iQ8ZLXbwiizu7mIfroOmn26KfWFlYWi5ElMhuMgAkclGDyWE4j99OzhQsCpLdl5dDcpm/YGSUYZCUI6LOUEs8eujlTN6Vu8jYhvA8W05qS6/IebgFPgYR9jEnPGGslqO3SaEZeajN04aB35hf0F52hdNZeK4QaPu/FbpWJsE6pFr/SGAVmjaPQbQM2f+6Fjbzj6cmkWzlIyMDBZh01PeAaZrcBBJ8cxeoLvax/uaYGrPW7fqx5Edn/AOSGpoTcpCptWuVC8gVKX7NGboPKSt/uIe97udqSjUbIagQ3vRHdoaWMkMlRWCMdIFQfQotkJm54egJa9mX1UXIzFz0gy6hdBc4d37lwNN/w6LS2GfBDIa17gU134OqUiCEtPl93DN/9CWrrRoov29OV6qxk3mnxMKD3Z9fLoUwmlxEvYLNZQ//izod/Fj+bPKoPDjv8qDOuZblBIdrCV8cOwS6lgnKGFOcsJwngqqbatG6e+gTcA8PXfsrWs6HrvMbuHcc+nWWG99Z8uUmw0svSLIDD/zSfKwVheElTS0Gss+BQ+lAPCj28pXfFf9EKJZU43vk8WJnAw5FZq6RAapVP3tZBXdgHMcD7InWr51hdq++SXCIdSNjLlj5uBETdZ467FQFR05EVzVtNlEVh+rK8JM38AmTl317L5dIvpiLTem9B/AADfuI18yC4srXT2RZ6zMNmg0f3/Q0Dz/yqLGvc4VaNxZZiK77ResA5iTIEun/9GNjLIdjs+fua91nlOFmepS9p/c2UCFyVFurf1SgdQbLKmafUOZN+3qvQ0WND5V+w3GUMjL0sjAeQioSctmCLSiOQtX2hGERNJIV0dzhQZBCWzHDTZKg6XUoojAETLgSyAPm/R/f+u23Qrfbt675bxRyPNJ2YDRyW4t46QAWJ+FMpgaSdDmKdvOOsRs8hTmQrzw7DA9IhvF4PnwuExMq7f9G926wS18tXQeBSQbd2+rGDORXDg62JKQKhAQbNFZf/RwFpEbQlgk15PUG574W+++aov9h/kY2CELGkYoANExNK2K3dWn+dHZwyasrFSDP9dbvRNVRJmF7Y4B1jGEGW+WRYkLgfUEYkXgoEW9udvVy+ZKizZZcRkjaIUOmk50XMZxwaYu673IZIUVmDXajg4s26WBMnXrN6eiQWgQuR74rdr7rpKAisRcO3fIpYvk08Jx09iOqY9Ipqwvq5G2oFU0bQRW02MPlVVhAcBLCPDAN7rnC/PBfgwmIFwhEdiig0FWGBAxkQ9Oc08AQ2YGPvOr2XKWVbrpzq+Fx117LCa3YtqxYrqB3MqZqOJBlNVDzWAd/St/r1YsAD67T72iOP+MfrfFSvRa5IwSHkhpIGQHxZ1vogHsEl47lrF+okmpPDW5FuHdnLykjaj1qA0Nt9V80Y9rrP2B58VDNK19NzlcZdbjAkRVgDVahGl0e3Bnd+XjPGq3V4POpCngHPdMC9JuRyHclDsR3KkDLxVdrT1qaLhEdWiBftGCH50q3Sx0Q45e4SF49Jb/7uFwC0UzotlIJlyF7/PxR+swUEBH1lg2qIHqIQyBJFkxOn47ABmI+ljtXYPmDPDQCM3hLQqXoUierSKDMy5ibggOYc6YUa7Vszu6n/THvsd1KbPhnVmOy00qJlLChyagbms/kG9Rq2ZFyLiAXM9PSIIefH16I3zW7RxFzfgpY7sk+go7tMyd5PKltT6pQ0onICBB0pj5um0Owo9DU3PJqdaarBq9xyEQcd/+xUyfvNOoColqaa99Ge2MTjs4y91Lnjzb6ZzqoG+NOW/L6XcMYdudhUpNLW47J0Jtl9WEtWMPianB6S9SwNoWgjXh5g/esu3qca/97LGSEEA4mwWStBwMhP4HhVlu08Hd5ILoKEu4Q9L8jJR+g6f+493agdug3hztcxFqg6PCCAw959rBmR5R3ez2yAHrkNnGy0ou1jdKBIHd7g0N6CRIL6JE2bqlBKZzAGoT2gxhrb2tQPux32+DCBvDF+E9BaMuaMxOUseGlEWNG/2yiOAgq5FjM6QV0li6fQtb/9RnCe6adBbqHEEui0cHcQQqpDUNfqJFCEjo5ho14PxxJE/tP71S/o6cNwjiQYaiPZVn6Ry4PE4XyFmrBNYJ70+0xPfH5FIEy5FRj6X4Owm5HfVvardVLvyKOVL/isdvM0HSyWywjsHV6Al7c+5PJI/oP8I5w/zw3xrgiNeBBJev6V59/ki1HpQT0avMorlFTW+W/NdSXh9HRal/1y9wYltFTK0wqGwd4z4GVc2mK6waIomCFCwpLhP3uUm1mfRly4Ewg4YmK1vAvu2NH3fcU7HLBbuwsyrylIqnJLz9YwDoiF9+41GfgDb47eiaBxY6AvcydR51UQPr5CUzgRj8kbvmuhBPxZG11ozENne4/GKaCy6+5Tz9gwIhUa++fgPAXydOvCI3rZ9XcUNWNLgldbHj9l0Deqyc60qfoh3Sd4SRBucA9/WWONR6HHj52uOzuNxng2XghWz0IzfFOm2rUIua8cDzWvmCspZjZ/H8s/DyeXsgu27ItSWvszGqzKv4N1HFBtsZ3k8iQ/fdIwSBUIHSEAUrT/DOYoJkxBhmmhbyn2ZDVZb/+CSNxyJSbIDnw0K1sa3Zrg+l5c7KJxCe5w5Nj0YO2OzGZouoYmXhS7X/1yiqDoLl9X5JQM1pcM0KQlGdIFlW/IMCUJRL18UJC/z+oToCYZbZq2A1lmiFfrJWjauO2BiGLMdYySynNlvLM4d/nhMdXvk9K3vFE9Vt5R3hMU4suyN3z3yMHeg+BX9Yirsdxphfd6mF8ADsjaGalTrpG/XVe7GYkV8oLx7TqEJHDPw3IyMuaGu2giEs0CChrnCywE2fZzm9GMdsDrGD9ZpEGeWlN3NnBPpZPKrOR2ZLpRxdSszvwWonRaqBqOXTcsC7iZjJhtUfwp96fhg2Rmiy5Tgtzp6k4XKLzxU450ScaTnu2SZmd5T5C4RwwW88OlFRRJlxjssaZhq3avsgIohO5cK6UEmabSs4QPMLuknyh09RiZyEo1LPGyCdOwTShsNrdNGB5vvNM4I3aPZ/lVAeqziqP7nA+V0Wb9gqf9TeOiXdd/AdL0B1qF6xoNvkXXM9EVAhjCvzPkCI/AjyiWdq0ELbLH1l8TnBKL0nxAYUiOziOto3NaegbeaW+Ibn4OKkyHj+fzN0LRV8lKvQAeFNO/U2rAazoi9xBaj8iGwoh45Gh2tPIE1fWmkFUQ9iF79kHV46fh4wWf2THfRuxaPa+9qrG/FtEtA2Yp4K16nrSEP5ajOJjMkd2x/EukVo3ap0NJ2rYnL5YJGORjfWX74Ku+NtwIwz2xSKnJzSE+fsCJlCC11zg2K6kjzVae5gxvBEDuFLDdVs+WWq5L0ivg/VseZwvkL1c86mvnO1fKARWQwhCLaaEnkqxsGzP09t6OXKgY3Cud2q3kS1TYSsrRQWy8SrtEMUdOrroGgoAnxEiC1KZRpJaOSU6rdW/Ql2wmbve0ppgJM5qsvjOXNWnpCwD+C64HaArLyBetdY8iphqp6ACUtyDu9WiI3yJ0hPAJj2kh+T5TctP77JW1UZTcufE0ZbOhYwJWT9OoWfThod8Jm+G0Y3Bm0wwX25uEn42piIfV/3EzFESuPEQ5p0XCkcL3UukCSCUhHirwFI6XdF7odxLNFVXcsxsitsDEb/+TGgfzuKGsLPwzyMTg/sU6zjQktm01Osu0GhhPU3Hg+8AtKhx89KZBu/ZSOJwdlS9Q4tTkG2MdAKcEOa1DrfafPNUY9LF5ve7lJn8nPRC7HTRzB0BkuNBsTxhuLoGCV9nf1vrE3NxX1frtPKqDsjor3Nv4Cxl07CgIxVMxq9gdSs5aMUYWvhX0Cl9nOCbyDa/h6lWIjovEkP8OH2lK+F+l3aO3chK32ZuGZGlflOtDwHfNiABGjN5ZYCktaqpB4YAaWeZ1d0mrVjDlhtzGvHUoBy9b6dxKUXw4r2EnX+71ubYkol7btufD0PtTHNmkJRe63CmuDQjFzYeklyPnoHK9kEFOOd0D33jmBjljv+KHY3eKe0K/2MPL+g270gNj3hFxlrR8MWji73/R6UwoFfLv1Ohns/47ZF/0raxRI/q6PmRbqj7eg5B2JzEkucUwDM28p6mnELY91hYVJ8a8XyZqzJmBhojBirlrjrIiPQGdXCZ2XHhlJeahYih2bBlteEYs/olAfxcSmcxKa6R2gV1F/KcfRRGY+YmZDrHfwcB9XKKVxlrIJKd1Zhos7V5t3U0LBzocfk1p6yolGCWU3Oy8HFG3mkKJayrwWe90Db5RP/rHU29cd5mocDzP3nuSfN2+C5nzaffCkxue3C9RDn14PLtCkN+3P3c1zKfyMC+iLJrOBu7tA1ZwQ+zs2LM3fD+GbrMmYQVg8rM/3l0s4eJuFjZPIZeBd4EHKXTaFMb7CALnTUoSCmnPb9GR71d6VouVbZguIvSs8m9XXo+7C5/CRfc/YhqwitTrtGIv0EHbEp4SfORWWbJxYoiYI6w+AISH9FRjYMqH/AmW2pUm2fZ8XkZDv0gpxvS4aYsb/jmtKabpVrrl7g8k6XrgqiAaG7h1PushM7ZzB8KzoRwI9x5sK4aVqu+Pp3BnSQVksgkGp41rbWsuPPeTk5Y61BIOLvRAWnCSN3lwoOH85rWXx+v1eW3D0UDq/ktqDq0+07FfPhp79doTkRrfRqoZJhmbIWdYn5Nj5PziK8X7ni08XAOKxaZiF2hAX7IDZYYYAu3jDIhQ1N02WoPOVUHy+Hab5LBF0N45yRj24B0mtmop7hzGcrwGaAOAZV9rCPgDRsGcCKA2yM4lyI0Vue7H6LVBbXbENDlf9LVlVVlNY8oYnSbhrQ9DTHuS97l+H8KmXiuV2AN2jPjYNxPF/HHBHCfxU+GsbjsInATtMXuh202z9IHoYeerKuagtN7X/GQKlEecKGPoC9OeFlzrP/DCpSZ/CNFQ5WCJQqEEz+Z7BiqZP20EtmcoqDBtwWnx/yKDTZI95SglENcitR8/YZ5oHML7BVv5rLk3SHgGUcIwIJ+meUDqDwPql33zDXwdHxRYnHT/ypS80GQH2UrCByB8NmzaHd2fBCJsoCKuw+JkSLyv1AttRrklytICXrury0SwoN6puPK45zWRcd0DNJTEJWz72D4o27dsGWS9JyhdbppyhiJHiQeguaTDVO4ImX1h2lAM4Hjh7ayuOIOenfhEjX/hUdx04b1lDdgZ24+M5gbp/7aeFhcT3wf5slD3b1E6B/rlC2dEaJkN630mk/UIe7iOXgNv4Sp7feCM2rPDCocfRvfeEJtRGkP2e+/yacz3r9khr0KwsqL4QXJf7Lhg0D6+X3fHDIMT2XbSVaOVrrtXviHP/k6fd/B13p38ITTYLFCtbV88SXnoyjRtOnTl32jV/O/tHBK+s86AZfSwiFMYpMTNADBA0UFJee8Bvl2PTZTX/Knp/YcL56GJpYG4OptP02faiGaz1tydw6snccD93/3X682/b/mARBJEW2Z/W//6S/dYup0z8TM8c7GJbEn1ZSKoutXHGactz0WLgy2RZUwSly1hi5uZUySVqYlFEmctEEYuwAr195yhmcni1y3kd3A2w+ajmFve0fexann+VUZ/zkpv54C/J1FBcWjp7+ShY0dMkWKU4Trn5p1kD3fHG8r9XpjMGKO66xghMw8k/TpLSqc6z4eo48ZUq/zcnLenXf7MTQp4v1yYKcH9XYhTbxHWX8LPiTOO/AL13XvCurbXAyH43796Rfm9YeY/SGWa0B5539YGSgh2Qb+Arl6dLPqpVhKSwsCGxhZZ+of1p+JRv4m4hslBg2uwrLB1vVAQo6ry+vtUKLD3iP8XJUt3I6xj28FT9KlkhdVg6MI3SrBchL2C/XahyYmxTYt5FyZUPmP7Yt+Ft4HHnnwK8otD+z1chgYmNNa+k2W/zK7snbR34JkjVMYlF79yos4AGm6ROHQ2sm8OixGDAWMhmkQmnSh1Th+kuBlWwRnjDPk693VMKY/tUdjEs9cWIqjPsXmWbb46y3eXEgSADG/OZmtOkPn53TnsdtS4VYLlB3L29KxCf1haPMw6t+G6ACdVoiw801DL6quKGl13uAOzGy+RLUyazScEADjfXRWRkKuMl1/93/b2qOuxh5ocyq8E8Bt36+bZq25syxOgSufRC3ZM0lIBG6h+bkkTPc7s/KRRO3TJE70waFpxulo9/DPYsROBqbPs5Hjtnn8VM+dW9xfwdUjWEtK7JlfF+87w019+5MeGQe+M0HLL4tlg8i9HrlyfQ/m35cNlZmXmUNsNsp2a0coBMfJUIA9e8B6NVtv7ZS7gE8lGEwLDND4+bOx6n87iiYO9TIV08gbV2auSmK9DOJX2nEuIo51mOWCZEpRHqxaCqWPSBPKXZYNZoN70nXohUuetWT+9uCB29Sb7ZzFvEe0Yovh8Vb65FFVUdfjTwOn3AmQ6AMxvFzJzHd06OV5Te68wUMM/xWdV0xUl+JpL8V79vqACr+I7iRBC4FTWdOKsBSO70/FJw487BlxtZQUVCsigoQt1fhZaW1awVBu+pcBiEaP75ShHYF2Ejj1q9Y8Pm8gNj2G+9EC+80ZKjkYnm6oryvmZfYsN8pT1nnuQhgk+12O6pw+GryFBopcTgJFKmXvbsezu9cXrptZBwkIsd/aAAuhuqA0LhqPCdq/yobGJTZqFbzUtxBz5EPBDVQ3xmZ060etrxnLOiEK5i8PihlKIeOZQbWlpB8AgZPdHRF/VM2Lz/M7cfiCHsWBMIpm/NS+8Vr2MktVj5hEZ7Ji5pQWCZ32N9gyNR4F48R2rv7FDdLBt3bbVkDR0KEEIW5Kkop+K8WWUvUxMffruJ7EuVfGzxm+r8lXPfqUo0Wv0DJbP6HUj4VTXguRfpCstMAoEmG/t/3P7xQcQrHpKokqQroQx/vRyu1JyDlBsJ1ZWfY+M/eYxbQCvar0PnnpivB1zihIeiMeC3UfZupqImeo+R0sEUGM8zO35XG/RPUSVoTRHd9gfjNhJ9qqa+U8MLbcLcOfAbBylcznn2GiFxoRPf+Ar+XOGkvq7uSI2pjN/EZ/aqeVaNvgUrKD232MznIXhtpqVJa0j+ABJgXAKh2wK/49lchFGhZNbOI65mOxL75PMluf9WrLiFu7zcI7gKW3UY5r1LDFYTnxB7RN7hZnu/3X2vDPZ4GMAZxOVQ/VyUXmEr1nyG9xw+ZPnGYsD0sztlRax35gysl4+PSP03qQdsT8XCklQ1mAYpbalGVWQm8ccFJai1mZQPmC0f2iivlp2O65SF4PavVMpzTvRqqmuh5SnfaC7PbcyLEB1xkWZ2qverMpu0U5mdjQOSV0kLj2bezS47W0B62RrJkEETUhcmSW9F1mIDl/2RUmZ8W48S4wOLOQnkHcX15wL46FNoDCX3Q1gBq+Fg9PdxUDVNVC/GkewdIZ6VZViXMWQ0POPi6C/dHjSnkZoOLpkJkhFTNnp6gtT0DxqOav+au7oOTC/IfCCOPad6qdOvaBF7ATYd3pWeBK944RWaU3ENVXCdpZGH14Wb+DU19qt1E8FHvGD1FpDIE4nUOcWGafe7gDhLCpL/mQvA3bxdBWc9H1wUl5epLVx1c6CCJ7UoA9xWCtv4KjjfB4mOWtimw1MJ84kjE8F8RV/Xhhi47GncD9y+Zf4yENaiQsUd7a1B9simkzd86GvwDnteVO+74vGvUl9+wYmwHt5kiQp6oFAaPmdgzJgFWZlT7TSHbQEIJjm+0/VoSBXoAQ9Sb1luTPlSY1RtWm3bR6lYNtwx7aV4gvXVUF5lze5tJw6yq8Suh5psOgHM8nhnRbm6JPMP1jVm7Juw4/yd8PiC1J6gETi+5mI3fjf5VkuYszeGYh1N8UWN1Rqu7enJQqNkBwINEcCSTiyOU7rQTo0YbNF+QFwsM63Odzh4hiJlTaQzuM3L7O023avUDczrcDOrohB0Zf1uSW1pTvuNz1Xn4+4UsWaDpVovj7ktgJPoHEZOfKFzqE0AI035Lse2n5Hm6+Y97GWnKN72IIJjNToNNyaiTXO2obSJZabMMGRE9Kdl6ew7RkXF2D09Aa7sPYoHXJNpMijHpdLhI/nWxRDVjWqKIoUijvujhi1jX5KZreMSqSt5AWus1ay3+NdbvpCaZpewmgu9FMQora1VQncKqpF7L1OUE2WITAQZXZJJZnQ0VYvWjOcnY6FDUggMPlP3dKnBsQElubOigkw2284h5r/eMMMDLuWv1NrqRXg2YB00M2o3ViHAX7JQdtBNJp6AYg78z7l5fW5JrbeGHtlXbzMCx3Z/7zPfTaoyVV0xm3L5YIZdD3tl9UdJh/3qsKYwFMjXO4JTwaMXMWtoYq1qR74IlIVjZQxeVw1TM2J/t5mEqTLWrxqlmJEXBBGKzc6AFPZ26l/pyqX8K4GYx4EelrWasmKSmZZ6unIGSbWmQqpPvrR9UcnQlbee6Esds1xpNhvhpAAKuXQTf8SdJj9q+GljK+DLjCJQeSlWsrc9PG7PrpOZk/L+YDLoWcBfsmNddiDfMGpAyrHXssD1/xfA7H/SWw0reqp2IKaHZi7BAFsoEp+Ufo7Dmeo4vRG5QDIUSxFt4ZSveGYpuAAAA=="
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">2</td>
<td style="vertical-align: middle;">1.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">0</td>
<td style="vertical-align: middle;">0.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">1</td>
<td style="vertical-align: middle;">1.</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">2</td>
<td style="vertical-align: middle;">1.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
</tbody>
</table>
`, `
<table class="dataframe" data-quarto-postprocess="true" data-border="1">
<colgroup>
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
</colgroup>
<thead>
<tr style="text-align: right;">
<th data-quarto-table-cell-role="th">pos</th>
<th data-quarto-table-cell-role="th">brightness</th>
<th data-quarto-table-cell-role="th">grayscale_image</th>
<th data-quarto-table-cell-role="th">image</th>
</tr>
</thead>
<tbody>
<tr>
<td style="vertical-align: middle;">0</td>
<td style="vertical-align: middle;">0.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">1</td>
<td style="vertical-align: middle;">1.</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">2</td>
<td style="vertical-align: middle;">1.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">0</td>
<td style="vertical-align: middle;">0.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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21RPllWZlvQ9fcAA+QbxKla/gukBDSGa15fL1dACpUMjTghB5K/8cYHiYmMbnnrRvgJ3WRkRRNDWjyEK6jgjReYvN9khO40F1Oo2RkuDJUv5ayY2Rck7HTSvQeF62vxujK460reWaImmbvPOG//d+EN12EGCf10awnfL8VkLKikXZTpOU3/Tia1lXBhW/JEdhOPHQfjNadlF+C+fQhuGX3ReWxu3K75EcrxsTl5pMCvs6/YoVT418aBhe4PVlhlv8N9D/OdCmD6m8gkJ1/kxSIcx3nOGszLRRbH+GQGeL6tTSPV44ttPnQbw/RG0Kq5Mx5qbhn+evQVh6R4ZF9JfifDZGG/unEKbSS8r/aGFiAKanlZ8WSzuXjD5sbq+ukOhPtfsIXDQLWWRs4lDmzU3zw1r79i2VidIDmyHfNj7W3xyCmj19qmfQMuY4fOfcLu4fhd3800O8BCxWG7DOVR8AOJKilQPUZOXmAGPSM/4AO8cChEI7M5SeW+uk0OuhFbkKrSC9x0EfDDyTJrJt52/3QSOEHRoojjorJcn1YBoyIpvRO0xIf+bG1Znm0b14A54Bjnru3o4JbE2vOiXWPsFjuPxUa+vDdHf35M+RaoNcutoHCqr4+ogfeb+/uq4YEM0hcjkihqOXrdkkKzkqHU7918i6sGxJD4Vk065yMCkkvoOT9OCMi+xciafG2HhGU6ZpciolMnenp+jjAddKwLZu5gcL7bAjAGYm2yLRWmdRpEHv5E3g76Eh4odNhmboY7Ild8XcJ0I/YgsVLqmm4qhlPKJ5GPnGGfxCnizOoiSYY4vO/OtdMDiOipigrnJgoOExtyClxL0DEoU/v8pTj+2t/NQRJCuEp43x6GzfTRMKZxgpCZDM39ClZ8BoIlXd7iCyKOmWLjieDgzgcCb09HXk3baoNG1WjED/sXwn9TPjx7kEj+IqX7BH6wQI+8KhY3KKpar6qPzcinpgOtvZB0mR/g87RwBuqIiotvciM5IJwSBWh09APZv8ao2uTKANKvf2SPjQ1HSqRr2XM9tWHE5yJDm95Memix0MPzpu+8TsUCHazTiVk7ZwIr8tqpLn32OrqrICieD5xZ6VWQ5r+MlaF8qRSEmo4xJGlnO2OLi5K1Bb57GhNGT2hphIQQtMtEqAN3KZYpGQXgpvEIGo4bS8uOKKeOrN9vBMUwHvCGyG0/8wcfiRbJytiKAVSJnkiaoVOJeiW9WZWFaj4hv4ee+48AVMBihmzzXvRNEg4Pu36yNq5drBrjA/WzGT/JZjzwnfOg15XIvrvZmPMVf+on28gH1MP6/EfNIO8sdPLBp9BQczxx/jNhIhruJzBeFB5RJf7HqalacijQYyw5TkgjqB6sWuRGcPdwfVptyJDVgC0LfimFdL2ScMn67XqcVr9t52rqaOYxO86ckO2ZHqlhuUqPWyYm1gF0/OIAV4mTYog4YO04NXsLq/ElPK41gfqi+nXzDmKPx9oQUjKup99+7et/7/UJhk7YlpyBxSJrtgEDdQhV0JbdGXRKW8pQrXfdEm2wbTxZYQDUxqfoXqE7M5KsWZafGKPoWK6q0Q2nQ4xIcLv48B7JZVIyVO/dZ4dbHkalT15py12YJSjUPJe4yQCgsqXGoFF9SvY/GSr7KCuMbakkmn89UJM0D5rnRxxVRvdgcvkSOFFiv4ZoFtFCiKFa4gzFjznuWOHehtR9EZVtwKyeDpK2Iy2OGaMzH6fZkXQz3z+YejeLZyX4VEH/oUw/GW5+LxYSpQJZN1fi13f8hNie16/WF/UVKQ3VwU9Ow+lx5npQ6WJbJrFKq4enZghifsYJ8lLUuH3+n8ZqkHvl5QmsykzaHTL/JX54ZZIP8HrefhQPynBqVaMCQCrCQRG0tMTjMqh8zSnSf7EO8Pr1crH+WC+Czj8Rb+YPq4aeEj+6xBuQIIvCrHFbszjqv8GPs2XKs5ajIP/9iWD5ArieDis2otamAACbJnLEySI8stwRJYIaOyDRexv+JrybsYS/ihq6xgpIr4AKov4vinM/bD710AAAA"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">1</td>
<td style="vertical-align: middle;">1.</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">2</td>
<td style="vertical-align: middle;">1.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
</tbody>
</table>
`, `
<table class="dataframe" data-quarto-postprocess="true" data-border="1">
<colgroup>
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
<col style="width: 25%" />
</colgroup>
<thead>
<tr style="text-align: right;">
<th data-quarto-table-cell-role="th">pos</th>
<th data-quarto-table-cell-role="th">brightness</th>
<th data-quarto-table-cell-role="th">grayscale_image</th>
<th data-quarto-table-cell-role="th">image</th>
</tr>
</thead>
<tbody>
<tr>
<td style="vertical-align: middle;">2</td>
<td style="vertical-align: middle;">1.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
<tr>
<td style="vertical-align: middle;">2</td>
<td style="vertical-align: middle;">1.5</td>
<td style="vertical-align: middle;"><div class="pxt_image" style="width:240px;">
<img
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"
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"
width="240" />
</div></td>
</tr>
</tbody>
</table>
`];

An **iterator** in Pixeltable is a function that expands a single input
row into multiple output rows. Built-in Pixeltable iterators include
[frame\_iterator](/sdk/latest/video#iterator-frame_iterator),
which iterates over the frames of a video;
[tile\_iterator](/sdk/latest/image#iterator-tile_iterator),
which iterates over tiles of an image; and
[document\_splitter](/sdk/latest/document#iterator-document_splitter),
which iterates over chunks (such as sentences or pages) of a document.
These and other examples are discussed in the
[Iterators](/platform/iterators) platform
tutorial.

As with UDFs, Pixeltable provides a way for users to define their own
iterators from arbitrary Python code. Recall that custom UDFs are
created by decorating a Python function with the `@pxt.udf` decorator.
Similarly, custom iterators are created by decorating a Python generator
function with `@pxt.iterator`.

<Note>
  Custom iterators are a relatively advanced
  Pixeltable feature. This guide will make the most sense if you’re
  already familiar with Pixeltable’s built-in iterators, as well as the
  <code>pxt.udf</code> decorator. If you haven’t encountered those
  concepts yet, it’s recommended to first read the
  <a href="https://docs.pixeltable.com/platform/iterators">Iterators</a>
  and
  <a href="https://docs.pixeltable.com/platform/udfs-in-pixeltable">UDFs</a>
  tutorial sections.
</Note>

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
%pip install -qU pixeltable
```

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
import pixeltable as pxt

pxt.create_dir('iterators_demo', if_exists='replace_force')
```

<pre style={{ 'margin': '-20px 20px 0px 20px', 'padding': '0px', 'background-color': 'transparent', 'color': 'black' }}>
  Connected to Pixeltable database at: postgresql+psycopg://postgres:@/pixeltable?host=/Users/asiegel/.pixeltable/pgdata
  Created directory 'iterators\_demo'.
  \<pixeltable.catalog.dir.Dir at 0x14739e080>
</pre>

In this tutorial, we’ll be creating an iterator that takes an image as
input, and produces multiple images as output. The output images will be
variations of the input with different characteristics. To start, we’ll
create a base table to store our source images.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
t = pxt.create_table('iterators_demo/images', {'image': pxt.Image})
images = [
    'https://raw.githubusercontent.com/pixeltable/pixeltable/release/docs/resources/images/000000000108.jpg',
    'https://raw.githubusercontent.com/pixeltable/pixeltable/release/docs/resources/images/000000000632.jpg',
]
t.insert({'image': image} for image in images)
t.head()
```

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[0] }} />

Now let’s define a custom iterator. Our iterator is going to turn each
image into `n` different grayscale images of varying brightness.
Creating a functioning iterator is as simple as defining a Python
generator function (a function that `yield`s its output) and then
decorating it with `@pxt.iterator`.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
from PIL.Image import Image
from PIL.ImageEnhance import Brightness
from typing import Iterator, TypedDict


class GrayscaleOutput(TypedDict):
    brightness: float
    grayscale_image: Image


@pxt.iterator
def grayscale_iterator(
    image: Image, *, n: int
) -> Iterator[GrayscaleOutput]:
    grayscale_image = image.convert('L')
    enhancer = Brightness(grayscale_image)
    for brightness in [0.5 * (i + 1) for i in range(n)]:
        enhanced_image = enhancer.enhance(brightness)
        yield {
            'grayscale_image': enhanced_image,
            'brightness': brightness,
        }
```

Notice that before defining our iterator, we first introduced a
`TypedDict` class describing the content of the iterator’s output.
Unlike UDFs, iterators can (and usually do) return multiple outputs.
They will *always* `yield` dictionaries, and you *must* annotate the
return type with a suitable `TypedDict`. This is how Pixeltable knows
what types to assign to the iterator’s output columns.

<Note>
  Defining a <code>TypedDict</code> for your
  iterator is not optional. Remember that Pixeltable is a database system,
  and everything must be typed!
</Note>

Now let’s see our iterator in action! We’ll create a view on top of the
`images` table and collect the results.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
v = pxt.create_view(
    'iterators_demo/grayscale',
    t,
    iterator=grayscale_iterator(t.image, n=3),
)
v.head()
```

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[1] }} />

The iterator view has the columns `brightness` and `grayscale_image`,
which were defined in `GrayscaleOutput`. In addition, Pixeltable added a
third column `pos`. *Every* iterator will automatically output a `pos`
column, regardless of what shows up in the iterator’s `TypedDict`. The
`pos` column simply indicates the integer position of that row in the
original iteration order. If we look at the schema of our new view, we
can see that `pos` always has type `Int`.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
v
```

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[2] }} />

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[3] }} />

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[4] }} />

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[5] }} />

In addition, a column for the original input image is included for
reference. (Of course, the input image is *not* copied `n` times;
Pixeltable materializes it in the view by joining against the base
table.)

## Parameterizing Iterators

Iterators often contain complex functionality; `document_splitter`, for
example, has 10 optional parameters to tune its behavior. Like UDFs,
iterators can involve any number of parameters. To illustrate this,
let’s add an optional `colorize` parameter to our iterator.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
from PIL import ImageOps


@pxt.iterator
def grayscale_iterator(
    image: Image, *, n: int, colorize: str | None = None
) -> Iterator[GrayscaleOutput]:
    grayscale_image = image.convert('L')
    if colorize is not None:
        grayscale_image = ImageOps.colorize(
            grayscale_image, black='black', white=colorize
        )
    enhancer = Brightness(grayscale_image)
    for brightness in [0.5 * (i + 1) for i in range(n)]:
        enhanced_image = enhancer.enhance(brightness)
        yield {
            'grayscale_image': enhanced_image,
            'brightness': brightness,
        }
```

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
v = pxt.create_view(
    'iterators_demo/grayscale',
    t,
    iterator=grayscale_iterator(t.image, n=3, colorize='red'),
    if_exists='replace',
)
v.head()
```

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[6] }} />

## Validation

Often it’s desirable to validate an iterator’s inputs as a sanity check.
Suppose we want to check that the `colorize` input is a valid PIL color
name. That’s already being done, in a sense: when `ImageOps.colorize` is
called in our iterator code, it will raise an exception if the color
name is not valid. The problem is that the iterator code isn’t executed
until our workflow actually runs. There’s nothing stopping us from
*instantiating* instances of `grayscale_iterator` with broken inputs. To
appreciate this distinction, let’s set up an empty table with no rows,
and define an invalid iterator view on it.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
t = pxt.create_table(
    'iterators_demo/images',
    {'image': pxt.Image},
    if_exists='replace_force',
)
```

<pre style={{ 'margin': '-20px 20px 0px 20px', 'padding': '0px', 'background-color': 'transparent', 'color': 'black' }}>
  Created table 'images'.
</pre>

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
v = pxt.create_view(
    'iterators_demo/grayscale',
    t,
    iterator=grayscale_iterator(
        t.image, n=3, colorize='invalid_color_name'
    ),
)
```

The view gets created without any errors, because nothing has actually
run yet! Only when we go to insert data do we see an exception.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
t.insert({'image': image} for image in images)
```

<pre style={{ 'margin': '-20px 20px 0px 20px', 'padding': '0px', 'background-color': 'transparent', 'color': 'black' }}>
  ValueError: unknown color specifier: 'invalid\_color\_name'
  \[0;31m---------------------------------------------------------------------------\[0m
  \[0;31mValueError\[0m                                Traceback (most recent call last)
  Cell \[0;32mIn\[10], line 1\[0m
  \[0;32m----> 1\[0m \[43mt\[49m\[38;5;241;43m.\[39;49m\[43minsert\[49m\[43m(\[49m\[43m\{\[49m\[38;5;124;43m'\[39;49m\[38;5;124;43mimage\[39;49m\[38;5;124;43m'\[39;49m\[43m:\[49m\[43m \[49m\[43mimage\[49m\[43m}\[49m\[43m \[49m\[38;5;28;43;01mfor\[39;49;00m\[43m \[49m\[43mimage\[49m\[43m \[49m\[38;5;129;43;01min\[39;49;00m\[43m \[49m\[43mimages\[49m\[43m)\[49m

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/catalog/insertable\_table.py:174\[0m, in \[0;36mInsertableTable.insert\[0;34m(self, source, source\_format, schema\_overrides, on\_error, print\_stats, \*\*kwargs)\[0m
  \[1;32m    171\[0m data\_source\[38;5;241m.\[39madd\_table\_info(table)
  \[1;32m    172\[0m data\_source\[38;5;241m.\[39mprepare\_for\_insert\_into\_table()
  \[0;32m--> 174\[0m \[38;5;28;01mreturn\[39;00m \[43mtable\[49m\[38;5;241;43m.\[39;49m\[43minsert\_table\_data\_source\[49m\[43m(\[49m
  \[1;32m    175\[0m \[43m    \[49m\[43mdata\_source\[49m\[38;5;241;43m=\[39;49m\[43mdata\_source\[49m\[43m,\[49m\[43m \[49m\[43mfail\_on\_exception\[49m\[38;5;241;43m=\[39;49m\[43mfail\_on\_exception\[49m\[43m,\[49m\[43m \[49m\[43mprint\_stats\[49m\[38;5;241;43m=\[39;49m\[43mprint\_stats\[49m
  \[1;32m    176\[0m \[43m\[49m\[43m)\[49m

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/catalog/insertable\_table.py:195\[0m, in \[0;36mInsertableTable.insert\_table\_data\_source\[0;34m(self, data\_source, fail\_on\_exception, print\_stats)\[0m
  \[1;32m    193\[0m         status \[38;5;241m=\[39m pxt\[38;5;241m.\[39mUpdateStatus()
  \[1;32m    194\[0m         \[38;5;28;01mfor\[39;00m row\_batch \[38;5;129;01min\[39;00m data\_source\[38;5;241m.\[39mvalid\_row\_batch():
  \[0;32m--> 195\[0m             status \[38;5;241m+\[39m\[38;5;241m=\[39m \[38;5;28;43mself\[39;49m\[38;5;241;43m.\[39;49m\[43m\_tbl\_version\[49m\[38;5;241;43m.\[39;49m\[43mget\[49m\[43m(\[49m\[43m)\[49m\[38;5;241;43m.\[39;49m\[43minsert\[49m\[43m(\[49m
  \[1;32m    196\[0m \[43m                \[49m\[43mrows\[49m\[38;5;241;43m=\[39;49m\[43mrow\_batch\[49m\[43m,\[49m\[43m \[49m\[43mquery\[49m\[38;5;241;43m=\[39;49m\[38;5;28;43;01mNone\[39;49;00m\[43m,\[49m\[43m \[49m\[43mprint\_stats\[49m\[38;5;241;43m=\[39;49m\[43mprint\_stats\[49m\[43m,\[49m\[43m \[49m\[43mfail\_on\_exception\[49m\[38;5;241;43m=\[39;49m\[43mfail\_on\_exception\[49m
  \[1;32m    197\[0m \[43m            \[49m\[43m)\[49m
  \[1;32m    199\[0m Env\[38;5;241m.\[39mget()\[38;5;241m.\[39mconsole\_logger\[38;5;241m.\[39minfo(status\[38;5;241m.\[39minsert\_msg(start\_ts))
  \[1;32m    201\[0m FileCache\[38;5;241m.\[39mget()\[38;5;241m.\[39memit\_eviction\_warnings()

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/catalog/table\_version.py:1183\[0m, in \[0;36mTableVersion.insert\[0;34m(self, rows, query, print\_stats, fail\_on\_exception)\[0m
  \[1;32m   1180\[0m         \[38;5;28;01myield\[39;00m rowid
  \[1;32m   1182\[0m \[38;5;28;01mwith\[39;00m Env\[38;5;241m.\[39mget()\[38;5;241m.\[39mreport\_progress():
  \[0;32m-> 1183\[0m     result \[38;5;241m=\[39m \[38;5;28;43mself\[39;49m\[38;5;241;43m.\[39;49m\[43m\_insert\[49m\[43m(\[49m
  \[1;32m   1184\[0m \[43m        \[49m\[43mplan\[49m\[43m,\[49m\[43m \[49m\[43mtime\[49m\[38;5;241;43m.\[39;49m\[43mtime\[49m\[43m(\[49m\[43m)\[49m\[43m,\[49m\[43m \[49m\[43mprint\_stats\[49m\[38;5;241;43m=\[39;49m\[43mprint\_stats\[49m\[43m,\[49m\[43m \[49m\[43mrowids\[49m\[38;5;241;43m=\[39;49m\[43mrowids\[49m\[43m(\[49m\[43m)\[49m\[43m,\[49m\[43m \[49m\[43mabort\_on\_exc\[49m\[38;5;241;43m=\[39;49m\[43mfail\_on\_exception\[49m
  \[1;32m   1185\[0m \[43m    \[49m\[43m)\[49m
  \[1;32m   1186\[0m     \[38;5;28;01mreturn\[39;00m result

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/catalog/table\_version.py:1214\[0m, in \[0;36mTableVersion.*insert\[0;34m(self, exec\_plan, timestamp, rowids, print\_stats, abort\_on\_exc)\[0m
  \[1;32m   1211\[0m     \[38;5;28;01mfrom\[39;00m \[38;5;21;01mpixeltable\[39;00m\[38;5;21;01m.\[39;00m\[38;5;21;01mplan\[39;00m \[38;5;28;01mimport\[39;00m Planner
  \[1;32m   1213\[0m     view\_plan, * \[38;5;241m=\[39m Planner\[38;5;241m.\[39mcreate\_view\_load\_plan(view\[38;5;241m.\[39mget()\[38;5;241m.\[39mpath, propagates\_insert\[38;5;241m=\[39m\[38;5;28;01mTrue\[39;00m)
  \[0;32m-> 1214\[0m     status \[38;5;241m=\[39m \[43mview\[49m\[38;5;241;43m.\[39;49m\[43mget\[49m\[43m(\[49m\[43m)\[49m\[38;5;241;43m.\[39;49m\[43m\_insert\[49m\[43m(\[49m\[43mview\_plan\[49m\[43m,\[49m\[43m \[49m\[43mtimestamp\[49m\[43m,\[49m\[43m \[49m\[43mprint\_stats\[49m\[38;5;241;43m=\[39;49m\[43mprint\_stats\[49m\[43m)\[49m
  \[1;32m   1215\[0m     result \[38;5;241m+\[39m\[38;5;241m=\[39m status\[38;5;241m.\[39mto\_cascade()
  \[1;32m   1217\[0m \[38;5;66;03m# Use the net status after all propagations\[39;00m

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/catalog/table\_version.py:1201\[0m, in \[0;36mTableVersion.\_insert\[0;34m(self, exec\_plan, timestamp, rowids, print\_stats, abort\_on\_exc)\[0m
  \[1;32m   1199\[0m \[38;5;28mself\[39m\[38;5;241m.\[39mbump\_version(timestamp, bump\_schema\_version\[38;5;241m=\[39m\[38;5;28;01mFalse\[39;00m)
  \[1;32m   1200\[0m exec\_plan\[38;5;241m.\[39mctx\[38;5;241m.\[39mtitle \[38;5;241m=\[39m \[38;5;28mself\[39m\[38;5;241m.\[39mdisplay\_str()
  \[0;32m-> 1201\[0m cols\_with\_excs, row\_counts \[38;5;241m=\[39m \[38;5;28;43mself\[39;49m\[38;5;241;43m.\[39;49m\[43mstore\_tbl\[49m\[38;5;241;43m.\[39;49m\[43minsert\_rows\[49m\[43m(\[49m
  \[1;32m   1202\[0m \[43m    \[49m\[43mexec\_plan\[49m\[43m,\[49m\[43m \[49m\[43mv\_min\[49m\[38;5;241;43m=\[39;49m\[38;5;28;43mself\[39;49m\[38;5;241;43m.\[39;49m\[43mversion\[49m\[43m,\[49m\[43m \[49m\[43mrowids\[49m\[38;5;241;43m=\[39;49m\[43mrowids\[49m\[43m,\[49m\[43m \[49m\[43mabort\_on\_exc\[49m\[38;5;241;43m=\[39;49m\[43mabort\_on\_exc\[49m
  \[1;32m   1203\[0m \[43m\[49m\[43m)\[49m
  \[1;32m   1204\[0m result \[38;5;241m=\[39m UpdateStatus(
  \[1;32m   1205\[0m     cols\_with\_excs\[38;5;241m=\[39m\[\[38;5;124mf\[39m\[38;5;124m'\[39m\[38;5;132;01m\{\[39;00m\[38;5;28mself\[39m\[38;5;241m.\[39mname\[38;5;132;01m}\[39;00m\[38;5;124m.\[39m\[38;5;132;01m\{\[39;00m\[38;5;28mself\[39m\[38;5;241m.\[39mcols\_by\_id\[cid]\[38;5;241m.\[39mname\[38;5;132;01m}\[39;00m\[38;5;124m'\[39m \[38;5;28;01mfor\[39;00m cid \[38;5;129;01min\[39;00m cols\_with\_excs],
  \[1;32m   1206\[0m     row\_count\_stats\[38;5;241m=\[39mrow\_counts,
  \[1;32m   1207\[0m )
  \[1;32m   1209\[0m \[38;5;66;03m# update views\[39;00m

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/store.py:425\[0m, in \[0;36mStoreBase.insert\_rows\[0;34m(self, exec\_plan, v\_min, rowids, abort\_on\_exc)\[0m
  \[1;32m    420\[0m \[38;5;28;01mwith\[39;00m exec\_plan:
  \[1;32m    421\[0m     progress\_reporter \[38;5;241m=\[39m exec\_plan\[38;5;241m.\[39mctx\[38;5;241m.\[39madd\_progress\_reporter(
  \[1;32m    422\[0m         \[38;5;124mf\[39m\[38;5;124m'\[39m\[38;5;124mRows written (table \[39m\[38;5;132;01m\{\[39;00m\[38;5;28mself\[39m\[38;5;241m.\[39mtbl\_version\[38;5;241m.\[39mget()\[38;5;241m.\[39mname\[38;5;132;01m!r}\[39;00m\[38;5;124m)\[39m\[38;5;124m'\[39m, \[38;5;124m'\[39m\[38;5;124mrows\[39m\[38;5;124m'\[39m
  \[1;32m    423\[0m     )
  \[0;32m--> 425\[0m     \[38;5;28;01mfor\[39;00m row\_batch \[38;5;129;01min\[39;00m exec\_plan:
  \[1;32m    426\[0m         num\_rows \[38;5;241m+\[39m\[38;5;241m=\[39m \[38;5;28mlen\[39m(row\_batch)
  \[1;32m    427\[0m         batch\_table\_rows: \[38;5;28mlist\[39m\[\[38;5;28mtuple\[39m\[Any]] \[38;5;241m=\[39m \[]

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/exec/exec\_node.py:63\[0m, in \[0;36mExecNode.\_\_iter\_\_\[0;34m(self)\[0m
  \[1;32m     61\[0m \[38;5;28;01mtry\[39;00m:
  \[1;32m     62\[0m     \[38;5;28;01mwhile\[39;00m \[38;5;28;01mTrue\[39;00m:
  \[0;32m---> 63\[0m         batch: DataRowBatch \[38;5;241m=\[39m \[43mloop\[49m\[38;5;241;43m.\[39;49m\[43mrun\_until\_complete\[49m\[43m(\[49m\[38;5;28;43maiter\[39;49m\[38;5;241;43m.\[39;49m\[38;5;21;43m\_\_anext\_\_\[39;49m\[43m(\[49m\[43m)\[49m\[43m)\[49m
  \[1;32m     64\[0m         \[38;5;28;01myield\[39;00m batch
  \[1;32m     65\[0m \[38;5;28;01mexcept\[39;00m \[38;5;167;01mStopAsyncIteration\[39;00m:

  File \[0;32m/opt/miniconda3/envs/pxt/lib/python3.10/site-packages/nest\_asyncio.py:99\[0m, in \[0;36m\_patch\_loop.\<locals>.run\_until\_complete\[0;34m(self, future)\[0m
  \[1;32m     96\[0m \[38;5;28;01mif\[39;00m \[38;5;129;01mnot\[39;00m f\[38;5;241m.\[39mdone():
  \[1;32m     97\[0m     \[38;5;28;01mraise\[39;00m \[38;5;167;01mRuntimeError\[39;00m(
  \[1;32m     98\[0m         \[38;5;124m'\[39m\[38;5;124mEvent loop stopped before Future completed.\[39m\[38;5;124m'\[39m)
  \[0;32m---> 99\[0m \[38;5;28;01mreturn\[39;00m \[43mf\[49m\[38;5;241;43m.\[39;49m\[43mresult\[49m\[43m(\[49m\[43m)\[49m

  File \[0;32m/opt/miniconda3/envs/pxt/lib/python3.10/asyncio/futures.py:201\[0m, in \[0;36mFuture.result\[0;34m(self)\[0m
  \[1;32m    199\[0m \[38;5;28mself\[39m\[38;5;241m.\[39m\_\_log\_traceback \[38;5;241m=\[39m \[38;5;28;01mFalse\[39;00m
  \[1;32m    200\[0m \[38;5;28;01mif\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39m\_exception \[38;5;129;01mis\[39;00m \[38;5;129;01mnot\[39;00m \[38;5;28;01mNone\[39;00m:
  \[0;32m--> 201\[0m     \[38;5;28;01mraise\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39m\_exception\[38;5;241m.\[39mwith\_traceback(\[38;5;28mself\[39m\[38;5;241m.\[39m\_exception\_tb)
  \[1;32m    202\[0m \[38;5;28;01mreturn\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39m\_result

  File \[0;32m/opt/miniconda3/envs/pxt/lib/python3.10/asyncio/tasks.py:232\[0m, in \[0;36mTask.\_\_step\[0;34m(***failed resolving arguments***)\[0m
  \[1;32m    228\[0m \[38;5;28;01mtry\[39;00m:
  \[1;32m    229\[0m     \[38;5;28;01mif\[39;00m exc \[38;5;129;01mis\[39;00m \[38;5;28;01mNone\[39;00m:
  \[1;32m    230\[0m         \[38;5;66;03m# We use the \`send\` method directly, because coroutines\[39;00m
  \[1;32m    231\[0m         \[38;5;66;03m# don't have \`**iter**\` and \`**next**\` methods.\[39;00m
  \[0;32m--> 232\[0m         result \[38;5;241m=\[39m \[43mcoro\[49m\[38;5;241;43m.\[39;49m\[43msend\[49m\[43m(\[49m\[38;5;28;43;01mNone\[39;49;00m\[43m)\[49m
  \[1;32m    233\[0m     \[38;5;28;01melse\[39;00m:
  \[1;32m    234\[0m         result \[38;5;241m=\[39m coro\[38;5;241m.\[39mthrow(exc)

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/exec/object\_store\_save\_node.py:128\[0m, in \[0;36mObjectStoreSaveNode.\_\_aiter\_\_\[0;34m(self)\[0m
  \[1;32m    125\[0m \[38;5;28;01mwhile\[39;00m \[38;5;28;01mTrue\[39;00m:
  \[1;32m    126\[0m     \[38;5;66;03m# Create work to fill the queue to the high water mark ... ?without overrunning the in-flight row limit.\[39;00m
  \[1;32m    127\[0m     \[38;5;28;01mwhile\[39;00m \[38;5;129;01mnot\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39minput\_finished \[38;5;129;01mand\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39mqueued\_work \[38;5;241m\<\[39m \[38;5;28mself\[39m\[38;5;241m.\[39mQUEUE\_DEPTH\_HIGH\_WATER:
  \[0;32m--> 128\[0m         input\_batch \[38;5;241m=\[39m \[38;5;28;01mawait\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39mget\_input\_batch(input\_iter)
  \[1;32m    129\[0m         \[38;5;28;01mif\[39;00m input\_batch \[38;5;129;01mis\[39;00m \[38;5;129;01mnot\[39;00m \[38;5;28;01mNone\[39;00m:
  \[1;32m    130\[0m             \[38;5;28mself\[39m\[38;5;241m.\[39m\_\_process\_input\_batch(input\_batch, executor)

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/exec/object\_store\_save\_node.py:114\[0m, in \[0;36mObjectStoreSaveNode.get\_input\_batch\[0;34m(self, input\_iter)\[0m
  \[1;32m    112\[0m \[38;5;250m\[39m\[38;5;124;03m"""Get the next batch of input rows, or None if there are no more rows"""\[39;00m
  \[1;32m    113\[0m \[38;5;28;01mtry\[39;00m:
  \[0;32m--> 114\[0m     input\_batch \[38;5;241m=\[39m \[38;5;28;01mawait\[39;00m anext(input\_iter)
  \[1;32m    115\[0m     \[38;5;28;01mif\[39;00m input\_batch \[38;5;129;01mis\[39;00m \[38;5;28;01mNone\[39;00m:
  \[1;32m    116\[0m         \[38;5;28mself\[39m\[38;5;241m.\[39minput\_finished \[38;5;241m=\[39m \[38;5;28;01mTrue\[39;00m

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/exec/expr\_eval/expr\_eval\_node.py:298\[0m, in \[0;36mExprEvalNode.\_\_aiter\_\_\[0;34m(self)\[0m
  \[1;32m    296\[0m         \[38;5;28;01mraise\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39merror \[38;5;28;01mfrom\[39;00m \[38;5;21;01mself\[39;00m\[38;5;21;01m.\[39;00m\[38;5;21;01merror\[39;00m\[38;5;21;01m.\[39;00m\[38;5;21;01mexc\[39;00m
  \[1;32m    297\[0m     \[38;5;28;01melse\[39;00m:
  \[0;32m--> 298\[0m         \[38;5;28;01mraise\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39merror
  \[1;32m    299\[0m \[38;5;28;01mif\[39;00m completed\_aw \[38;5;129;01min\[39;00m done:
  \[1;32m    300\[0m     \[38;5;28mself\[39m\[38;5;241m.\[39m\_log\_state(\[38;5;124m'\[39m\[38;5;124mcompleted\_aw done\[39m\[38;5;124m'\[39m)

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/exec/expr\_eval/expr\_eval\_node.py:124\[0m, in \[0;36mExprEvalNode.\_fetch\_input\_batch\[0;34m(self)\[0m
  \[1;32m    122\[0m \[38;5;28;01massert\[39;00m \[38;5;129;01mnot\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39minput\_complete
  \[1;32m    123\[0m \[38;5;28;01mtry\[39;00m:
  \[0;32m--> 124\[0m     batch \[38;5;241m=\[39m \[38;5;28;01mawait\[39;00m anext(\[38;5;28mself\[39m\[38;5;241m.\[39minput\_iter)
  \[1;32m    125\[0m     \[38;5;28;01mif\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39mprogress\_reporter \[38;5;129;01mis\[39;00m \[38;5;129;01mnot\[39;00m \[38;5;28;01mNone\[39;00m:
  \[1;32m    126\[0m         \[38;5;66;03m# make sure our progress reporter shows up before we run anything long\[39;00m
  \[1;32m    127\[0m         \[38;5;28mself\[39m\[38;5;241m.\[39mprogress\_reporter\[38;5;241m.\[39mupdate(\[38;5;241m0\[39m)

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/exec/component\_iteration\_node.py:56\[0m, in \[0;36mComponentIterationNode.\_\_aiter\_\_\[0;34m(self)\[0m
  \[1;32m     54\[0m \[38;5;28;01mif\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39m\_\_non\_nullable\_args\_specified(iterator\_args):
  \[1;32m     55\[0m     iterator \[38;5;241m=\[39m \[38;5;28mself\[39m\[38;5;241m.\[39mview\[38;5;241m.\[39mget()\[38;5;241m.\[39miterator\_call\[38;5;241m.\[39meval(iterator\_args)
  \[0;32m---> 56\[0m     \[38;5;28;01mfor\[39;00m pos, component\_dict \[38;5;129;01min\[39;00m \[38;5;28menumerate\[39m(iterator):
  \[1;32m     57\[0m         output\_row \[38;5;241m=\[39m \[38;5;28mself\[39m\[38;5;241m.\[39mrow\_builder\[38;5;241m.\[39mmake\_row()
  \[1;32m     58\[0m         input\_row\[38;5;241m.\[39mcopy(output\_row)

  Cell \[0;32mIn\[6], line 10\[0m, in \[0;36mgrayscale\_iterator\[0;34m(image, n, colorize)\[0m
  \[1;32m      8\[0m grayscale\_image \[38;5;241m=\[39m image\[38;5;241m.\[39mconvert(\[38;5;124m'\[39m\[38;5;124mL\[39m\[38;5;124m'\[39m)
  \[1;32m      9\[0m \[38;5;28;01mif\[39;00m colorize \[38;5;129;01mis\[39;00m \[38;5;129;01mnot\[39;00m \[38;5;28;01mNone\[39;00m:
  \[0;32m---> 10\[0m     grayscale\_image \[38;5;241m=\[39m \[43mImageOps\[49m\[38;5;241;43m.\[39;49m\[43mcolorize\[49m\[43m(\[49m
  \[1;32m     11\[0m \[43m        \[49m\[43mgrayscale\_image\[49m\[43m,\[49m\[43m \[49m\[43mblack\[49m\[38;5;241;43m=\[39;49m\[38;5;124;43m'\[39;49m\[38;5;124;43mblack\[39;49m\[38;5;124;43m'\[39;49m\[43m,\[49m\[43m \[49m\[43mwhite\[49m\[38;5;241;43m=\[39;49m\[43mcolorize\[49m
  \[1;32m     12\[0m \[43m    \[49m\[43m)\[49m
  \[1;32m     13\[0m enhancer \[38;5;241m=\[39m Brightness(grayscale\_image)
  \[1;32m     14\[0m \[38;5;28;01mfor\[39;00m brightness \[38;5;129;01min\[39;00m \[\[38;5;241m0.5\[39m \[38;5;241m\*\[39m (i \[38;5;241m+\[39m \[38;5;241m1\[39m) \[38;5;28;01mfor\[39;00m i \[38;5;129;01min\[39;00m \[38;5;28mrange\[39m(n)]:

  File \[0;32m/opt/miniconda3/envs/pxt/lib/python3.10/site-packages/PIL/ImageOps.py:207\[0m, in \[0;36mcolorize\[0;34m(image, black, white, mid, blackpoint, whitepoint, midpoint)\[0m
  \[1;32m    205\[0m \[38;5;66;03m# Define colors from arguments\[39;00m
  \[1;32m    206\[0m rgb\_black \[38;5;241m=\[39m cast(Sequence\[\[38;5;28mint\[39m], \_color(black, \[38;5;124m"\[39m\[38;5;124mRGB\[39m\[38;5;124m"\[39m))
  \[0;32m--> 207\[0m rgb\_white \[38;5;241m=\[39m cast(Sequence\[\[38;5;28mint\[39m], \[43m\_color\[49m\[43m(\[49m\[43mwhite\[49m\[43m,\[49m\[43m \[49m\[38;5;124;43m"\[39;49m\[38;5;124;43mRGB\[39;49m\[38;5;124;43m"\[39;49m\[43m)\[49m)
  \[1;32m    208\[0m rgb\_mid \[38;5;241m=\[39m cast(Sequence\[\[38;5;28mint\[39m], \_color(mid, \[38;5;124m"\[39m\[38;5;124mRGB\[39m\[38;5;124m"\[39m)) \[38;5;28;01mif\[39;00m mid \[38;5;129;01mis\[39;00m \[38;5;129;01mnot\[39;00m \[38;5;28;01mNone\[39;00m \[38;5;28;01melse\[39;00m \[38;5;28;01mNone\[39;00m
  \[1;32m    210\[0m \[38;5;66;03m# Empty lists for the mapping\[39;00m

  File \[0;32m/opt/miniconda3/envs/pxt/lib/python3.10/site-packages/PIL/ImageOps.py:48\[0m, in \[0;36m\_color\[0;34m(color, mode)\[0m
  \[1;32m     45\[0m \[38;5;28;01mif\[39;00m \[38;5;28misinstance\[39m(color, \[38;5;28mstr\[39m):
  \[1;32m     46\[0m     \[38;5;28;01mfrom\[39;00m \[38;5;21;01m.\[39;00m \[38;5;28;01mimport\[39;00m ImageColor
  \[0;32m---> 48\[0m     color \[38;5;241m=\[39m \[43mImageColor\[49m\[38;5;241;43m.\[39;49m\[43mgetcolor\[49m\[43m(\[49m\[43mcolor\[49m\[43m,\[49m\[43m \[49m\[43mmode\[49m\[43m)\[49m
  \[1;32m     49\[0m \[38;5;28;01mreturn\[39;00m color

  File \[0;32m/opt/miniconda3/envs/pxt/lib/python3.10/site-packages/PIL/ImageColor.py:144\[0m, in \[0;36mgetcolor\[0;34m(color, mode)\[0m
  \[1;32m    130\[0m \[38;5;250m\[39m\[38;5;124;03m"""\[39;00m
  \[1;32m    131\[0m \[38;5;124;03mSame as :py:func:\`\~PIL.ImageColor.getrgb\` for most modes. However, if\[39;00m
  \[1;32m    132\[0m \[38;5;124;03m\`\`mode\`\` is HSV, converts the RGB value to a HSV value, or if \`\`mode\`\` is\[39;00m
  \[0;32m   (...)\[0m
  \[1;32m    141\[0m \[38;5;124;03m:return: \`\`graylevel, (graylevel, alpha) or (red, green, blue\[, alpha])\`\`\[39;00m
  \[1;32m    142\[0m \[38;5;124;03m"""\[39;00m
  \[1;32m    143\[0m \[38;5;66;03m# same as getrgb, but converts the result to the given mode\[39;00m
  \[0;32m--> 144\[0m rgb, alpha \[38;5;241m=\[39m \[43mgetrgb\[49m\[43m(\[49m\[43mcolor\[49m\[43m)\[49m, \[38;5;241m255\[39m
  \[1;32m    145\[0m \[38;5;28;01mif\[39;00m \[38;5;28mlen\[39m(rgb) \[38;5;241m==\[39m \[38;5;241m4\[39m:
  \[1;32m    146\[0m     alpha \[38;5;241m=\[39m rgb\[\[38;5;241m3\[39m]

  File \[0;32m/opt/miniconda3/envs/pxt/lib/python3.10/site-packages/PIL/ImageColor.py:125\[0m, in \[0;36mgetrgb\[0;34m(color)\[0m
  \[1;32m    123\[0m     \[38;5;28;01mreturn\[39;00m \[38;5;28mint\[39m(m\[38;5;241m.\[39mgroup(\[38;5;241m1\[39m)), \[38;5;28mint\[39m(m\[38;5;241m.\[39mgroup(\[38;5;241m2\[39m)), \[38;5;28mint\[39m(m\[38;5;241m.\[39mgroup(\[38;5;241m3\[39m)), \[38;5;28mint\[39m(m\[38;5;241m.\[39mgroup(\[38;5;241m4\[39m))
  \[1;32m    124\[0m msg \[38;5;241m=\[39m \[38;5;124mf\[39m\[38;5;124m"\[39m\[38;5;124munknown color specifier: \[39m\[38;5;132;01m\{\[39;00m\[38;5;28mrepr\[39m(color)\[38;5;132;01m}\[39;00m\[38;5;124m"\[39m
  \[0;32m--> 125\[0m \[38;5;28;01mraise\[39;00m \[38;5;167;01mValueError\[39;00m(msg)

  \[0;31mValueError\[0m: unknown color specifier: 'invalid\_color\_name'
</pre>

It’s more useful to do *fail-fast validation*, in which the arguments
get checked at the time the iterator is first instantiated. This can be
done in Pixeltable with the `@validate` decorator.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
from PIL import ImageColor


@grayscale_iterator.validate
def _(bound_args: dict):
    color = bound_args.get('colorize')
    if color is not None:
        try:
            ImageColor.getrgb(color)
        except ValueError as exc:
            raise ValueError(f'Invalid color name: {color}') from exc
```

Now if we try to create an invalid instance, we get an error right away.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
t = pxt.create_table(
    'iterators_demo/images',
    {'input': pxt.Image},
    if_exists='replace_force',
)
```

<pre style={{ 'margin': '-20px 20px 0px 20px', 'padding': '0px', 'background-color': 'transparent', 'color': 'black' }}>
  Created table 'images'.
</pre>

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
v = pxt.create_view(
    'iterators_demo/grayscale',
    t,
    iterator=grayscale_iterator(
        t.input, n=3, colorize='invalid_color_name'
    ),
)
```

<pre style={{ 'margin': '-20px 20px 0px 20px', 'padding': '0px', 'background-color': 'transparent', 'color': 'black' }}>
  ValueError: Invalid color name: invalid\_color\_name
  \[0;31m---------------------------------------------------------------------------\[0m
  \[0;31mValueError\[0m                                Traceback (most recent call last)
  Cell \[0;32mIn\[11], line 9\[0m, in \[0;36m\_\[0;34m(bound\_args)\[0m
  \[1;32m      8\[0m \[38;5;28;01mtry\[39;00m:
  \[0;32m----> 9\[0m     \[43mImageColor\[49m\[38;5;241;43m.\[39;49m\[43mgetrgb\[49m\[43m(\[49m\[43mcolor\[49m\[43m)\[49m
  \[1;32m     10\[0m \[38;5;28;01mexcept\[39;00m \[38;5;167;01mValueError\[39;00m \[38;5;28;01mas\[39;00m exc:

  File \[0;32m/opt/miniconda3/envs/pxt/lib/python3.10/site-packages/PIL/ImageColor.py:125\[0m, in \[0;36mgetrgb\[0;34m(color)\[0m
  \[1;32m    124\[0m msg \[38;5;241m=\[39m \[38;5;124mf\[39m\[38;5;124m"\[39m\[38;5;124munknown color specifier: \[39m\[38;5;132;01m\{\[39;00m\[38;5;28mrepr\[39m(color)\[38;5;132;01m}\[39;00m\[38;5;124m"\[39m
  \[0;32m--> 125\[0m \[38;5;28;01mraise\[39;00m \[38;5;167;01mValueError\[39;00m(msg)

  \[0;31mValueError\[0m: unknown color specifier: 'invalid\_color\_name'

  The above exception was the direct cause of the following exception:

  \[0;31mValueError\[0m                                Traceback (most recent call last)
  Cell \[0;32mIn\[13], line 4\[0m
  \[1;32m      1\[0m v \[38;5;241m=\[39m pxt\[38;5;241m.\[39mcreate\_view(
  \[1;32m      2\[0m     \[38;5;124m'\[39m\[38;5;124miterators\_demo/grayscale\[39m\[38;5;124m'\[39m,
  \[1;32m      3\[0m     t,
  \[0;32m----> 4\[0m     iterator\[38;5;241m=\[39m\[43mgrayscale\_iterator\[49m\[43m(\[49m
  \[1;32m      5\[0m \[43m        \[49m\[43mt\[49m\[38;5;241;43m.\[39;49m\[43minput\[49m\[43m,\[49m\[43m \[49m\[43mn\[49m\[38;5;241;43m=\[39;49m\[38;5;241;43m3\[39;49m\[43m,\[49m\[43m \[49m\[43mcolorize\[49m\[38;5;241;43m=\[39;49m\[38;5;124;43m'\[39;49m\[38;5;124;43minvalid\_color\_name\[39;49m\[38;5;124;43m'\[39;49m
  \[1;32m      6\[0m \[43m    \[49m\[43m)\[49m,
  \[1;32m      7\[0m )

  File \[0;32m\~/Dropbox/workspace/pixeltable/pixeltable/pixeltable/func/iterator.py:233\[0m, in \[0;36mGeneratingFunction.\_\_call\_\_\[0;34m(self, \*args, \*\*kwargs)\[0m
  \[1;32m    231\[0m \[38;5;66;03m# Run custom iterator validation on whatever args are bound to literals at this stage\[39;00m
  \[1;32m    232\[0m \[38;5;28;01mif\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39m\_validate \[38;5;129;01mis\[39;00m \[38;5;129;01mnot\[39;00m \[38;5;28;01mNone\[39;00m:
  \[0;32m--> 233\[0m     \[38;5;28;43mself\[39;49m\[38;5;241;43m.\[39;49m\[43m\_validate\[49m\[43m(\[49m\[43mliteral\_args\[49m\[43m)\[49m
  \[1;32m    235\[0m output\_schema \[38;5;241m=\[39m \[38;5;28mself\[39m\[38;5;241m.\[39mcall\_output\_schema(literal\_args)
  \[1;32m    237\[0m outputs \[38;5;241m=\[39m \{
  \[1;32m    238\[0m     name: IteratorOutput(orig\_name\[38;5;241m=\[39mname, is\_stored\[38;5;241m=\[39m(name \[38;5;129;01mnot\[39;00m \[38;5;129;01min\[39;00m \[38;5;28mself\[39m\[38;5;241m.\[39munstored\_cols), col\_type\[38;5;241m=\[39mcol\_type)
  \[1;32m    239\[0m     \[38;5;28;01mfor\[39;00m name, col\_type \[38;5;129;01min\[39;00m output\_schema\[38;5;241m.\[39mitems()
  \[1;32m    240\[0m }

  Cell \[0;32mIn\[11], line 11\[0m, in \[0;36m\_\[0;34m(bound\_args)\[0m
  \[1;32m      9\[0m     ImageColor\[38;5;241m.\[39mgetrgb(color)
  \[1;32m     10\[0m \[38;5;28;01mexcept\[39;00m \[38;5;167;01mValueError\[39;00m \[38;5;28;01mas\[39;00m exc:
  \[0;32m---> 11\[0m     \[38;5;28;01mraise\[39;00m \[38;5;167;01mValueError\[39;00m(\[38;5;124mf\[39m\[38;5;124m'\[39m\[38;5;124mInvalid color name: \[39m\[38;5;132;01m\{\[39;00mcolor\[38;5;132;01m}\[39;00m\[38;5;124m'\[39m) \[38;5;28;01mfrom\[39;00m \[38;5;21;01mexc\[39;00m

  \[0;31mValueError\[0m: Invalid color name: invalid\_color\_name
</pre>

The input to `validate()`, `bound_args`, is a dictionary that contains
all *constant* arguments for a particular instance of the iterator. In
the above example, it contains `colorize` (because it’s equal to the
constant value `'invalid_color_name'`), but not `image` (which depends
dynamically on the data in the `t.input` column).

`validate()` will actually be called twice: once when the iterator is
instantiated, with just the constant arguments present in `bound_args`;
and again when the iterator is evaluated on each row, this time with
*all* arguments present.

## Class-Based Iterators

For complex iterators that need to maintain a lot of state or provide
fine-grained control over their iteration mechanism, it can be
convenient to define a class rather than a generator function. This can
be done by writing a subclass of `PxtIterator` and decorating the class,
rather than decorating a function. Here’s what `grayscale_iterator`
looks like if written as a class; it is functionally identical to the
earlier implementation.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
@pxt.iterator
class grayscale_iterator(pxt.PxtIterator[GrayscaleOutput]):
    # The parameters of __init__() determine the iterator arguments
    def __init__(
        self, image: Image, *, n: int, colorize: str | None = None
    ):
        self.image = image
        self.n = n
        self.colorize = colorize
        self.idx = 0

        grayscale_image = self.image.convert('L')
        if self.colorize is not None:
            grayscale_image = ImageOps.colorize(
                grayscale_image, black='black', white=self.colorize
            )
        self.enhancer = Brightness(grayscale_image)

    # Every class-based iterator *must* implement a __next__() method
    # whose return type is a `TypedDict`.
    def __next__(self) -> GrayscaleOutput:
        if self.idx >= self.n:
            raise StopIteration

        brightness = 0.5 * (self.idx + 1)
        enhanced_image = self.enhancer.enhance(brightness)
        self.idx += 1
        return {
            'grayscale_image': enhanced_image,
            'brightness': brightness,
        }

    # When defining a class-based iterator, validate() can optionally be specified
    # as a @classmethod rather than a standalone decorated function.
    @classmethod
    def validate(cls, bound_args: dict):
        color = bound_args.get('colorize')
        if color is not None:
            try:
                ImageColor.getrgb(color)
            except ValueError as exc:
                raise ValueError(f'Invalid color name: {color}') from exc
```

## Unstored Columns

That’s all you need to know to implement fully functional iterators. But
sometimes, depending on the nature of the outputs, a little extra work
will help make them more performant.

In our example, every input image gets turned into `n` output images.
Moreover, recreating those output images doesn’t involve a lot of
computation: it’s just a simple color mask. If we store every output
image as a separate file, then when `n` is large we’ll be using up a lot
of storage without much benefit. Even at `n=3`, the outputs will consume
3x the storage as the inputs (maybe a little less since they’re
monochrome now, but you get the idea).

Just as with computed columns, Pixeltable provides an option for
iterator outputs to be *unstored* - meaning the outputs won’t be saved
to disk, and they’ll instead be dynamically regenerated each time a
client queries them. Unstored columns don’t provide much benefit for
scalar columns (integers or strings, say), where the storage footprint
is small; or for expensive computations (such as generative model
outputs), where we actually *do* want to persist the output. But for
simple image operations, they can be a lifesaver.

<Note>
  In the Pixeltable library,
  <code>frame\_iterator</code> and <code>tile\_iterator</code> both use an
  unstored column for the output images. In the case of
  <code>frame\_iterator</code>, the output is potentially *huge*, because
  video data is highly compressed, as compared to individually stored
  frame images.
</Note>

To mark an iterator output as unstored, use the `unstored_cols`
decorator parameter. There is one important caveat:

* If you use unstored columns, you *must* implement your iterator as a
  class-based iterator; and
* You *must* implement a `seek()` method in your class, as in the
  example below.

This is to ensure Pixeltable has efficient random access to the iterator
outputs, to facilitate downstream queries against the iterator view.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
# Mark `grayscale_image` as an unstored column.
@pxt.iterator(unstored_cols=['grayscale_image'])
class grayscale_iterator(pxt.PxtIterator[GrayscaleOutput]):
    def __init__(
        self, image: Image, *, n: int, colorize: str | None = None
    ):
        self.image = image
        self.n = n
        self.colorize = colorize
        self.idx = 0

        grayscale_image = self.image.convert('L')
        if self.colorize is not None:
            grayscale_image = ImageOps.colorize(
                grayscale_image, black='black', white=self.colorize
            )
        self.enhancer = Brightness(grayscale_image)

    def __next__(self) -> GrayscaleOutput:
        if self.idx >= self.n:
            raise StopIteration

        brightness = 0.5 * (self.idx + 1)
        enhanced_image = self.enhancer.enhance(brightness)
        self.idx += 1
        return {
            'grayscale_image': enhanced_image,
            'brightness': brightness,
        }

    # seek() will always receive the `pos` of the row being sought. It
    # will also receive the previously stored values of any *stored*
    # output columns in the target row, as keyword arguments.
    def seek(self, pos: int, **kwargs):
        assert 0 <= pos < self.n
        # 'brightness' is a stored column, so it should always be
        # present. We don't need it to implement seek(), but for
        # purposes of illustration let's check that it's here.
        assert 'brightness' in kwargs

        self.idx = pos  # Reset the iterator to the sought position.

    # When defining a class-based iterator, validate() can optionally
    # be a @classmethod rather than a standalone decorated function.
    @classmethod
    def validate(cls, bound_args: dict):
        color = bound_args.get('colorize')
        if color is not None:
            try:
                ImageColor.getrgb(color)
            except ValueError as exc:
                raise ValueError(f'Invalid color name: {color}') from exc
```

There it is: a complete, performant implementation of
`grayscale_iterator`. Let’s check one more time that it all works as
expected.

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
t = pxt.create_table(
    'iterators_demo/images',
    {'image': pxt.Image},
    if_exists='replace_force',
)
t.insert({'image': image} for image in images)
```

<pre style={{ 'margin': '-20px 20px 0px 20px', 'padding': '0px', 'background-color': 'transparent', 'color': 'black' }}>
  Inserted 2 rows with 0 errors in 0.03 s (75.79 rows/s)
  2 rows inserted.
</pre>

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
v = pxt.create_view(
    'iterators_demo/grayscale',
    t,
    iterator=grayscale_iterator(t.image, n=3),
)
v.head()
```

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[7] }} />

```python theme={"theme":{"light":"light-plus","dark":"dark-plus"}}
# Check that we have random access to arbitrary rows in the view.
v.where(v.pos == 2).collect()
```

<div style={{ 'margin': '0px 20px 0px 20px' }} dangerouslySetInnerHTML={{ __html: quartoRawHtml[8] }} />
