yes, I do believe so... I'm considering either buying a ribbon to dupont adaptor, or even designing my onw 3D printed clip to connect to the ribbon
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Using a 2.9 inch E-Paper Display with ARDUINO
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But if the button batteries that I see powered this label, it is because it was part of a set of labels which had to be updated remotely and without hardware connection, probably from a central computer or a specialized remote control. If that's really the case, I don't think you'll be able to perform an "ARDUINO" action. Apparently it's a BLACK and White label.
Images converted by the Floyd-Steinberg method using the EPaper ESP8266 Driver Board and displayed on a 2.66 inch (296 x 152 pixels) electronic label
Choice of dithering: mono ( Black and White) OR color (Black, White and Red)
Colors available on this 2,66 inch label: Black, White and Red
Attachments
Last edited:
I use this app with an Android tablet. I noticed that even after turning off the EPaper ESP8266 module, therefore after cutting the WIFI connection, the HTML program loaded on my tablet continues to work, only with regard to the dithering of an image chosen either in black and white , or in color.
Price Tag.mhtml:
<!DOCTYPE html><html><head><meta http-equiv="Content-Type" content="text/html; charset=UTF-8">
<link rel="icon" href="data:;base64,=">
<title>PriceTag</title>
<link rel="stylesheet" href="http://10.0.1.20/styles.css">
</head>
<body>
<div class="header_back">
<div class="header_face"></div>
</div>
<div class="content_back">
<div class="content_face">
<table style="width:100%; height:100%" border="0" cellspacing="0">
<tbody><tr>
<td class="menu_bar" rowspan="2">
<div id="BT"><div><label class="menu_button" for="_0">Select image file</label><input class="hidden_input" id="_0" type="file"></div><div><label class="menu_button" for="_1">Level: mono</label><input class="hidden_input" id="_1" type="button"></div><div><label class="menu_button" for="_2">Level: color</label><input class="hidden_input" id="_2" type="button"></div><div><label class="menu_button" for="_3">Dithering: mono</label><input class="hidden_input" id="_3" type="button"></div><div><label class="menu_button" for="_4">Dithering: color</label><input class="hidden_input" id="_4" type="button"></div><div><label class="menu_button" for="_5">Upload image</label><input class="hidden_input" id="_5" type="button"></div></div>
<table>
<tbody><tr>
<td class="comment" colspan="4"><br>Device IP:</td>
</tr>
<tr>
<td colspan="4"><input id="ip_addr" style="width:100%;text-align:center" type="text" value="
0.0.0.0"></td>
</tr>
<tr><td class="comment" colspan="4"><br>Bounds:</td></tr>
<tr id="XY"><td class="comment">x:</td><td><input id="nud_x" class="nud" type="number" value="0"></td><td class="comment">y:</td><td><input id="nud_y" class="nud" type="number" value="0"></td></tr>
<tr id="WH"><td class="comment">w:</td><td><input id="nud_w" class="nud" type="number" value="200"></td><td class="comment">h:</td><td><input id="nud_h" class="nud" type="number" value="200"></td></tr>
</tbody></table>
<div id="RB"><input type="radio" name="kind" value="m0" checked="true">1.54 <input type="radio" name="kind" value="m1">1.54b<input type="radio" name="kind" value="m2">1.54c <br><input type="radio" name="kind" value="m3">2.13 <input type="radio" name="kind" value="m4">2.13b<input type="radio" name="kind" value="m5">2.13c<br><input type="radio" name="kind" value="m6">2.13d<input type="radio" name="kind" value="m7">2.7 <input type="radio" name="kind" value="m8">2.7b <br><input type="radio" name="kind" value="m9">2.9 <input type="radio" name="kind" value="m10">2.9b <input type="radio" name="kind" value="m11">2.9c <br><input type="radio" name="kind" value="m12">2.9d <input type="radio" name="kind" value="m13">4.2 <input type="radio" name="kind" value="m14">4.2b <br><input type="radio" name="kind" value="m15">4.2c <input type="radio" name="kind" value="m16">5.83 <input type="radio" name="kind" value="m17">5.83b<br><input type="radio" name="kind" value="m18">5.83c <input type="radio" name="kind" value="m19">7.5 <input type="radio" name="kind" value="m20">7.5b <br><input type="radio" name="kind" value="m21">7.5c<input type="radio" name="kind" value="m22">7.5 V2<input type="radio" name="kind" value="m23">7.5b V2<br><input type="radio" name="kind" value="m24">7.5b HD <input type="radio" name="kind" value="m25">5.65f<br><input type="radio" name="kind" value="m26">7.5 HD <input type="radio" name="kind" value="m27">3.7 <input type="radio" name="kind" value="m28">2.66<br><input type="radio" name="kind" value="m29">5.83b V2 <input type="radio" name="kind" value="m30">2.9b V3<br><input type="radio" name="kind" value="m31">1.54b V2 <input type="radio" name="kind" value="m32">2.13b V3<br><input type="radio" name="kind" value="m33">2.9 V2 <input type="radio" name="kind" value="m34">4.2b V2<br><input type="radio" name="kind" value="m35">2.66b <input type="radio" name="kind" value="m36">5.83 V2<br><input type="radio" name="kind" value="m37">4.01 f <input type="radio" name="kind" value="m38">2.7b V2<br><input type="radio" name="kind" value="m39">2.13 V3 <input type="radio" name="kind" value="m40">2.13 B V4<br><input type="radio" name="kind" value="m41">3.52 <input type="radio" name="kind" value="m42">2.7 V2<br><input type="radio" name="kind" value="m43">2.13 V4 <input type="radio" name="kind" value="m44">4.2 V2<br><input type="radio" name="kind" value="m45">13.3k <input type="radio" name="kind" value="m46">4.26<br><input type="radio" name="kind" value="m47">2.9bV4 </div>
</td>
<td class="content_body">
<span class="title">Original image</span><br>
<canvas id="source" class="hidden_input" width="152" height="296"></canvas>
<div id="srcBox"><img id="imgView" class="sourceImage" 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@charset "utf-8";
.menu_button { width: 100%; height: 30px; border-radius: 4px; text-align: center; cursor: pointer; display: block; margin-bottom: 5px; font: 14px / 30px Tahoma; transition: all 0.18s ease-in-out 0s; border: 1px solid rgb(79, 214, 102); background: linear-gradient(to right top, rgb(62, 201, 122), rgb(105, 234, 73) 20%, rgba(255, 255, 255, 0) 80%, rgba(255, 255, 255, 0)) right top / 500% 500%; color: green; }
.menu_button:hover { color: white; background-position: left bottom; }
.hidden_input { width: 0.1px; height: 0.1px; opacity: 0; overflow: hidden; position: absolute; z-index: -1; }
.imgBox { border: 2px dashed green; border-radius: 8px; background: no-repeat lightyellow; text-align: center; margin-top: 10px; }
.mesBox { margin: 100px 70px; color: green; font-size: 25px; font-family: Verdana, Arial, sans-serif; }
.header_back { width: 100%; height: 100px; background: rgb(238, 238, 238); }
.content_back { width: 100%; background: rgb(238, 238, 238); }
.footer_back { width: 100%; height: 100px; background: rgb(238, 238, 238); }
.header_face { width: 1024px; height: 100px; margin: 0px auto; background: rgb(204, 255, 204); }
.content_face { width: 1024px; height: 100%; margin: 0px auto; background: rgb(255, 255, 255); }
.footer_face { width: 1024px; height: 100%; margin: 0px auto; background: rgb(204, 255, 204); }
.menu_bar { border-right: 1px solid rgb(79, 214, 102); background: rgb(238, 255, 238); vertical-align: top; padding: 15px; width: 200px; height: 100%; }
.content_body { vertical-align: top; text-align: center; height: 100%; padding: 30px 30px 30px 15px; }
.title { color: green; font-size: 32px; font-family: arial; }
.comment { width: 100%; color: green; font-size: 16px; font-style: italic; font-family: arial; text-align: center; }
.nud { width: 70px; }
------MultipartBoundary--v5xVHekAYPfwxRCFUdk3yKEP5vnrqOK7fGqtwn8x2O------The attached files were missing. This is fixed, if you download PriceTag.Zip, after extraction, you can logically download an image with any browser and carry out the dithering on your computer
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Use the attached pictures, they are suitable for 2.66 inch electronic label. Check the box: 2.66b to obtain suitable dithering
It is even possible to perform a simulation for a 5.65 inch 7-color electronic label before you have even purchased this product, using the attached 600 x 448 pixel image.
It is thus possible to see the graphic possibilities of E-Paper screens before owning these devices
It is thus possible to see the graphic possibilities of E-Paper screens before owning these devices
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5,65 inches picture for 5,65 inch E-Paper (7 colors)
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