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style="display:inline-block;font-size:11px;font-family:"Helvetica";color:light-dark(#000,#fff);line-height:1.2;pointer-events:all;background-color:light-dark(#fff,var(--ge-dark-color, #121212));white-space:nowrap"><div>voltage proportional</div><div>to light intensity</div></div></div></div></foreignObject><image width="97" height="28.75" x="11.5" y="167.5" 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