Using a 2.9 inch E-Paper Display with ARDUINO

Cableguy

Expert
Licensed User
Longtime User
YES, but I seem to have seen a ribbon cable, so by connecting it to an E-Paper ESP8266, no need for any other communication system, right?
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
 

Marc DANIEL

Well-Known Member
Licensed User
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.
 

Cableguy

Expert
Licensed User
Longtime User
I'll still give it a go... whenever I get the time.... things are a bit chaotic job vs family vs hobby
 

Marc DANIEL

Well-Known Member
Licensed User
FLECHES.GIF "Price Tag" html application installed on E-Paper ESP8266 Driver Board

DitheringScreenshot.png


FLECHES.GIF See the Processed Pictures

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

  • FLECHES.GIF
    FLECHES.GIF
    4.5 KB · Views: 23
Last edited:

Daestrum

Expert
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Longtime User
I suppose at some stage I should try that b4j processing program I wrote (back in post #62) to see what the results look like.

Since the one in that post I have added code to output the data to .cpp & .h files.
 

Marc DANIEL

Well-Known Member
Licensed User
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" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAwADAAAD/4QAiRXhpZgAATU0AKgAAAAgAAQESAAMAAAABAAEAAAAAAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAEoAJgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9w/2ifivb/Av4MeKfGFzClwvhzS576OBm2/aZVU+XFntvkKJn1avyG8AeHPiF8btK8Sa/O3hvxAt7fM95/bKMJtXuWG+4YOqMNq7kRQ3yghoxtWMA/oJ/wWP8WnQP2O5NOVvLbxLrthp5OedqO12314tenHGa+b/2Z9Aj0P4C+Ewq7WurEag4xyHuWNw2fxl/SvyXjTA0c5zeGV4u7pU6fO0nb3pSsnfySdvU/dvC3CRw2W1cwilzznyJtJ+7FJtfNtX9EcP8L/20vHH7P+o2umyaprvhdd2yGx1d/wC1NGlIP+qQsxEfT7kTxMBycV9pfAz/AIKReH/Gbwaf4ytovCWozFUiv0l87SLsn7v74gG3J9JgEyVVZXY4r5p+Lnw6tfEmkXEn2WG5VkxdW8qeZHcR+6kEEjryO3sK+fr+zvPgXMbiJ7jUvBs0n76GWUyTaQW4+8xO+E8DcxyvG8sDvX4/Ef6xcMf7TlVaWIw8dXSqPmdl/LLdW6H22acDZLnlJz5FSq/zR0181sz9r4JfNTjn15BqQV+cv7LH7Z+sfAZbKyl8/wAQ+BbjH+hIxe60pMf6y0J6oO9sxC4yYyhXy5f0B8D+ONJ+Ivhax1nQ9Rt9U0vUohPb3Vu26OVTnp6EEEEHkEEEAgiv1TgrjvLeJcJ7fBStOOkoP4ovz7rsz+euKOE8dkWI9ji4+6/hktpL9H3Rs0UDpR/hmvtj5gKKM015AnWj1AdRTfMA7inZoAKM0j9KwPiF4/0f4Z+Er3Wtc1CHTNLsI/MmuJAWA5ChVVcs7sxVVRQWdmVVBJAM1KkYR55uyW7ey82VGMpS5Yq7ZtXl0lrDJJIypHGpdmY4VQOpJ7AetfL3x1/4KV6D4Y+0af4Ft7XxNdR5EmrzzGHR7fHUq4+e6xkH93iIjjzgQRXz9+1F+2HrH7QMNxFded4f8C25O3SvMzLfqD8r3rLw5ORi3UmNT94zNtKfO2maZdfHCUXl81zaeEVfNpbJIUk1bB/1jsvKw+hXmTPy7UG6b8FzjxQxmb46WU8JJNR0nWavGP8AgTtd9m9OyP3ThPwlUqccZnjcU9VTW/8A28/0/E7/AOJP7YHjj9onVbnTV1DxD4zjkYwTWVk40zQojnmJ1Uqs2COUkMzgc8g5ri/HNn8SP2e5vCviS3k8N6LNp96H0z+x0Zjp12iFoo3ZkUtHJGsqOqgKyB42yHGfffhb8OoPCulRSLbw27LGEt7eKIRpax9lVRgLkdu3Ssv9qXQ/7Z+A3iBWT/kHxxagpwPlEMqSN/44rj6E+tc2I4L5KEswxNepWxUE5RnKT92S192Oy1P0ylTwNBLA4SlGNF+7JJLVPR3P0X+D3xDsfi/8LPDnizTVZbHxJplvqcCM25o1mjV9jH+8u7afcGivC/8Agkb4sbxR+xBoEMkjPLoWo6jpjZzwq3ckkY57COWMD2FFfueT4z63gaOKf24xf3pM/k7NsG8Hjq2E/klKP3Ox57/wXX1OW0+A/geGPH73xK8rZ77LC6x/6FXE/DeyXT/hx4dt0+5BpdrEv0WFAP5V2X/Bduya6+BvgVlHyjxFLET6FrC5x/6DXH+ALgXngPQZlPyzabbSLj0MSn+tfAYj/kpMVf8Akpf+3fqfvPAdv9XKKX89T/239DUlTIJHNeU/EfwzHpGrSxeXG1leoSInUMhB4ZCDwRyeDxhsV6xt3Cub+J+jf2h4ZkmUZmtSJV55x0IH4c/gK9CtBSifbZdiPZVlfZ6M+c/CULfDDxifDUkkj6PqW+40Z5Du8vB/eW5Y8llJXk5yGj6sWx9FfsoftQzfs0+LJI76a4bwTqcu/VLdFMhsHPW9iUc8f8tUX76guPnXD/OPirTdW17wlfWy2t5qV7Z6jcXulXFvJEJLeaK4kVYHDunBXdErru+SQZAKhm63wn4gTxToFjqcLY+1RLLkZXa3fH/As1/J3EmaLhriKOeZDNcrfvxXRp+9GS7P/go+gzbJcLnOAngcYtHs+qfRrzR+r/iz4n+Hfh34QbXtf17StH0SMKTqF7dpDbEN93EjEKS3YDJOeM183+OP+CtngeHxDaaP4L0fXvG19fXMVpFPs/syx3O4UZeYeaVGc7lhYEdCa+EPjx4hk0f4NLI1jcatP4TmR9MZ5ixsLAoUa1jLEmKKNmDKkYC7Gxj5Mn5++GP7RupWvxg0G8vrtNP0yO68uRYF2CMOjIHZ/vfKzBuuBjOK/XsZ41Y7H4Z1cloqCS3k+Z3teyS08lfc/Lcg8FcM6c6uZ1ZSkm0ox91abNvVtPysfqf+0b/wUG8ffCPwN/bNtD4E08yXEdusN3b3NyqbtxP73z4QcBSPuDPXjpXzt/w+d+KC3DM/iT4X7VbPlnSCFI9M/bM/rXin7aNq+p/BuSZt0jw6hBJKzfMSCHTJP1cfnXzd8JdGg8Q/FDw7ZXOPst1qEKyqRw6BwSp+uMfjXwuU+I3EeYYN4ytjJRs5XSUVa3y7H2+U+GOQ4eg44jDxqS7u/wDmfsFf/wDBQ/x54K+Edv4m1bTvBOv3BitzLYWS3Gn7JJCAR5pluANu7uh6V0nwg/4K5+AfHeoW2n+INJ8QeEdQunESO0H9pWbuxAULJADIMkgZeJR6mvg39oPTJtT+DXiI2ryQ3Vrb/bUeNirqYmEpwRznaprxn9jz4q603xz0OK6kj1S3tBLc7bgfOPLjYrhxz94r1zWvC/jDxJ9UnjKtWNWMG7xmuiV91Y8XGeD+S1MNU5VJVNWnF2XkrO6P3q0/4leH9c8Hya/Z65pV1ocMUk0upR3SNaRJGCZGaQHaoQA7iT8uDnGDX53/ALTf7R2o/tL+NI7n/SbPwvpErf2Jp8mULdV+2TJ/z2dSQqsMxRttwGeXOH8S/iLH40jWGxtbnTfthDazIkpQ6mif6qCQoR50YYlyJAcGNAAQ71wnjbxGvhDwteagQzNDH8iqu5nc8KAO/OOPavP8QfGrE8Q5fSyvLoOk6n8TW99bKKemnV/JHncA+Gay3FSx+P8AecXaCa27t+fRdtzmvEFn/wALZ8c/2ETu8P6ORLquG/4+ZGyFtsj1OS3JIVWBwZEYewfDjwyuq68skkY+y2YB2YGCf4V9MDrj0AryHwboOseFvDGmWswXTZZdRt7m/PmpLd388kyGVWZcqsSxgqMM7NHEoJQKQ/0l8PtL/s3w5b/Lte5Bmk/Hp+mK/T/DDA5dQytUcBJT5H78ktHKybSfW1z9GzbFONNpbt2RvRgpu3feboa5v4z2wuvg94wj27jJoV8uPX/RpK6Zua5j4xyfZ/hJ4ukzt26HfEH+7/o0lfo+Kt7Gd+z/ACPklvdHqn/BEedn/Zn8VxMzMsPjCfYGP3Q1hYtgfjk/jRSf8ER0/wCMa/F0gB2t4vmAP00+w/xor2+B7vIcI5fyR/I/nXjySXEGLt/z8l+Zqf8ABanw6+q/sp6VfKsjLo/ie0uJCmOFkhuLfnPbdMnTvivDP2fb7+1PgZ4PmZ/nXSLaJwOzRxLGw/NSPwr67/4KV+DW8c/sTfEK2RBJJp+mrrCLt3NmzlS6OB6lYmA+tfDn7G2trqvwRjtN26TR9QurR8dtzm4Ufgk6j8K+bziPseJbv/l5RVvWEnf8JI/VPDWuqmRTpf8APuq/ulFW/FM9ZY7BXlPxB+I/iZL66t5NNk8OaM0zWkN1cW0dy15liiuZEleOFZD91JF3Y25YO/lr6ZruuWvh7R7m+vpo7Wzs4TLLK+cIv4AkknAAAJJIABJAPiev+P5vi7Z3iveeToNwGhGmWdyAWQjH+kSxnd5hU8xo4jUED5yokPyPiJxBQyvK3OpWlTlL4XBJyb9Hpyp77eTufoWX4edeuowSdt77FHSNBbRri7ma8vLya6dZJGlEaDIUJwsaKoyAuTjJ2jJ4qr4P0lvD66naqm23W/kmt/QxyBZSB6BXd1A9FrWVdqBRnHuc07nFfxJis0rYiVWdeXM6jTbe9119f8z9DjRSSsRz2kd1DJHLGsqTIUZHAKuDwQQeoIPI7ivjH9oH4Rt8IPHb20Ks2k3iNcWDtzhc4aMn1QnHuCp719pda8T/AG5NKW4+HmkXu1WktdTEO7uqyROSPxMa/lX0PBGZToY9Ydv3amj9d0/0+ZvfU1fhzo83xf8A2S7XTriTzrq7spraKRzzvhmdYST7GNBn2r5Y0XVZvC+u2V7taK4024SfH8SsjhsfmD+VfVP7HHiW31f4M29nEwFxo9zNDKmeQHdpVYexDEfVTXgH7SfhuPwz8a/EFrEoWCaRbpFHYTIJD+TMRj2r7DIK0oZji8DNWXM5JeTdvxTQovXlPq/4savHD8I/Et6pBjk0e5Keh3QsF/PI/OvB/wBh3wnJf+ONS1o/6jS7Y2ynH3pJT6+yq2fqvrXqvjG3kvv2TJN24zHw1C7Z6tthR2z+ANZX7E9tHF8GpnVcSSanL5nuRHEB+QAr5vDVVg8lxahu58ny0X5C6HrnJPNY3irSG1y70SHaxt4NQW8mIHGIkZk/8i+WfoDWwRuH1p3Yf7IxXw+FxDo1Pax31/Lf5DlZqxm6zocmoXdjcQ3P2e4sS5iEsQmgJdQpLJlTuC5AZWBAZxnDEHv/AAv+0Jpset22j681ho99cPHb28i3itBM7ECJGDYeGSQkBVYMrFlVZGZlU8kDt/D2qv4b+JNr8Gy0MmpQHQVbzb/TrmdXeJWO57hHbMpcfM5Ri+8KQo34z+y+EPGNfCYyGW1qrjRk9I8nMrve7VnH11+R83n2C5qXtIrVedv+HPoBhj8s1w/7R+pLpvwH8WHcN01g1nyennkQj/0Z+NdlBcrPAJVdZUkAZXU5VweQQRwQRyCPXv1ryL9tfXl0z4Ow2bf8xjU4In/2ViDXBOPQNAgJ/wBoV/VOeYhUcvr1b7Ql+Wn4tHyeFpudWEe7R9W/8EbtBbSf2L4bs/8AMY1/UrocEEiOUWw/9J6K9M/YA8Ct8Pf2L/hrp8kZiuH0OHULhCMFJrrN1ID6YeZuKK+64dwrw+V4fDveMIr58qP5f4ixaxWaYjEfzTk/ld2/A9W8VaFa+JtIu9Ovo1msdSge0uIyOJI3Uqyn6qSK/In9kqxvPhP8XfG3w91STdeaZK8Z7b57KZraZ/curwMPVY89BX7BXiZ/I1+Yf/BUTwHP+zd+2dofxKs7dzpXiiNb2cRjJe4t4xbXsYHQM9o8LID95zI38JNfM8c0ZUlh80j/AMuZWl/gnaLfydmfceFuYKGNq5fJ/wAaN1/jhqvvV0anxP8AF+iaFbw2Gpaeut3l8pms9LNr5oujEynezMpiRUYoxZzkcFQW2g+ayz3WoX91eXzLJf3b75imRGgACpHGP4Y0UBVH1Y5ZnZum+JnxK0jxnp95oun2FvrNxGEkaa/st1naBhlLhVkAaYFTmMxgxv8A89AMg8jpOlxaLpsNrC0zRwptDSuXd+5ZiepJyT05J4HSv5h8dc+56lPLaNdOKs5QS1T6OUuvkvNn9EcN4ZOUsRKPkn/kiyGzTL2ddPsGvLiSO3s4zteeZxFEh9CzEAfnXF/Ffx94k069svCvw98Ow+LviV4giaXTdPuJvI0/S7YNsfU9SmHMNlG3AA/eTuPKiDNuKZ3gv/giH4V+JGqQ+J/2ifGnif44+LpAGe0e8k0jw7pncxWtpblX2KeMl0DDkxKSRX5jk3COElhlj86xHsKcvhio89Sfmo3SUenNJxTd0r2Zy59xk8HX+qYKl7Sot7u0Y+rs7vyS9T0SyuotTsRc2k0N5ak7fPt5BNFn03qSM/jXKfHb4dt8UPhhqOl2+1r3i4tMnAaZOVXPbcNy5PTdXpHg3/gl18C/hdefbfBfgk+BNWUbUv8Aw/q97azY9HVpWimX/ZmjdT3BqTx/4Gm8B60sJka4tJk3QSkAF8YBBxxuHf8APFeZmFHBZfiYYrKqsqkYu/vxUWrekpJp+T+R2ZBxNLGv2WJioT6Wd0/vSf4Hx7+xlrU+gfGW80iZZIxfWkscsL5UpLEwbBXsVG8fiayf2oRJ4r/aM1Kxt8PNM1pYxgf32ijGP++mr2zxD4F+xftS+F9ctbbbDeWN2t3Iq8eYkbKGb3KyIM99ntXmun+Hzq37ddxHMPlh1F70d/uW5lj/AF2Gvt8HjqNbHSzKGl6F2vNSa/Q+s5veue6fE9IvD3wZ8RRrj7PZ6LcwKO2BAyL/AEFcT+xbYzWnwcmkmUqt1qc0sRP8ShIkJ/76Vx+FehfEjwq3jvwJrGjR3AtG1S3MCylN4jzg5IyMjt1rqPgj8FI7nSLfRbGSSy0nR4BCZgFaTJzyMgq0jMSxJBGckg5xXwtHHU55ZPDN+/UqJvySS1+/9TnxmKhhqUqtTZf1+pk6jdw6Hppu764gs7XO3z7iRYYs+m9iF/DNOgdLuzjuoXjmtZv9XPGweKT/AHWGQfwrc8Y/8EtPgP8AFC9+2eM/Ai+OtVddj6l4h1nUL26YDoF/fhIl9EiVEXoFArxjxf8A8ESND+EmryeJv2b/ABx4g+D3ilT5n9kXd1Lq3hfWMciG5gkLTKrHguGl2dVjzgj6DDcM8O14exeOnTqvZzppU79m4zlJLzcfVH53U48xlOrzPDKVPyl71u9mkvlc9PQbD+Oas6FrmpeE9bXUtLdftAQRXFs7skN/EDkIzAEq6ksUfB2lmyCGYVwPwh+IeueIJtQ8N+OPDj+DPiN4bWP+2dH80TWs8T5EV/YzAkXFlMVba4JaN0eOQBlBbrdX0uPXdNktZmkSObHKNhlYEFSO3BAODlT0IIJB8PDrMOHM3jeXs6kGveWqs+qtpKMltbRo+2pYjDZpglVp+9GXyafZ9mev+CPiZpvjoXUNot5DfWIj+2WlzA0cloZASgZuY2yASNjsMEc8ivHP2kNGm+O/7RHgf4b2TFjfSw2U+z5vLN9MiysR6w2sXneu2QnoDXbeBvizoPg7QrbStXs4PDbr5j+ZYWLfY7kKpkkuFWNWaP5VLv5nC8/PIPnO1/wSa+Hd58d/2sPFPxU1O3aOz8NiQ2ofny9Qu4zHHCrDjdbaflGHdbqBh1r+yqWMp53hcHhaVSNR12nJxulyxtKWj1WyVn1Z+b5vjv7MweIxk9HTi0v8UvdivPV3fkj9KLO2jtIEhhjWOGNQkaKMKigYAH0HFFSKMf8A1qK/cI6I/lckuRk/ga8L/wCChXwDs/2gf2WPEdjcT29jfaDC2v6Ze3B2xWlzbRu2XPZJIjLC7YJVJmYcgV7rP99fpXNfFPxxF8Mvh1r/AIimha4j0HTbjUTEpw03kxM+wH1JXH1NcuYUaVbC1KVf4JJp+ltTrwOIrUMTTr4d2nGScbd09D8gfhfs1/wppUd1q0WuSeG2eC3hjKPHozsMtb71GZHjVwh3MQuBtVMYPYLBJdSJHEu6WRgiAfxMTgD8TgVHH4gm8VT3WqXVyt9fancy3d7crEY1uriRzJJKgI5RmcshGVKFdpK4NdJ8JNOXUfiJpysFZYmabkf3VJH5HFf5l8UYqpi82qc8pSUXyx5t+WOi06adOh/ceHqewy728kk+XmaWqu1fR9devU9U+Gfwr034cwXX9nwCTUNYlSTULsrunvpVXZGpOM7Y1yqIPlUFjgszMcvQvHvjT4065eaf8G/h63j630y5exvvEup6yug+FbO4RiksMd35U897LG6sri0t5IkdWRplkVkHVD4XXfx/8a6b4BhmvbHStWilvPE17ZytbzwaREUWS2imUh4ZrySRIA67XWBb543jmiiYdb+2j+2Lqn7IPhGPwN8Hvh2viXXPDGiQ3VxaafprDRPA+lKpjtjLFAFVQwhkWKBGQBLd2JVVUP8A014LeD8OJowzHNPfU3y04uXKrR05pSbVop6JXW3oj+WuOuOP7M54wdmtZNK7u9bJLdnlniXwl+018IdKk1bxR8HfBHjXRoCzXKfDnxhcXms2kQwS6WN/aWy3ZAz8kc6yNj5VZsKal94i0P8AaB+CUPiDw1fJqmn3EbXVlOsbxuHjZklidHCyRyoySRPFIqujqysoZSB83/Ar/g4X+IkvjZm1PUfh98RNKjfdfaZpjQ293DHkAmGWGRgpB6GRWU9CRncPsHxV/wAIz4p8R+G/jB8P5Gm8E/G6EpqsITZ5GtQQO0d08YH7uWS3tri2uCScyWVmMbi7N+geO30a45BlDzXB0ow5U3enLnpzS+JXu7SS16XSej3PnPDfxbp5nj1Qc5cyadpx5ZLs7PeL2ufOaMAn95fXPWvJb7wlJZftmWOpKjeVqGiyTh8dXRfIYfgPKP8AwMV7HrFkum6vd2q/dt5njH0BIH8qqGKMOHMa+YAVViMsoOMgHrg7Vz/uj0FfwnluYPByqaX5oyj9/X5H9vU5KpBT7jtrf57V7IviDRf2f/g+NU8QXLWdnAYvOaK3kubm5up3WOG2ggjDST3EkjJFHDGrO7lVUEmvK/CFgureJ9PtmUMstwgYEZ+Xdk/oDX0V4ETQ/A2tat8YPGFve6lpXw7kXRvCGm2lubq51DWLpFimntolP727kFzHp8HRomOoLuVLh8fc+FPBcuJc6hgW2oLWTW/Kui827K+yvc/KfFTiL+zMHH7/ACv0+44fSfAP7VnxT0+PVPC/wi+GfgnR5hut7b4i+M7ldbnjIBV5bXTbWeG1Y/8APNriV1/iwcrWfqPxU8b/AAY8YaboPxt+HMnw5k1i6TT9L8S6Zqw1zwnqly7BI7c3oiils55WYLHHdwxrIzBEldyFPhf7Tf8AwXT+M/wo+Ms2h6xF4L+Et3E6mHw5rkMbX3lNyhled1aTcDkPGqIc8ZwSfsb9gT/goB4d/wCCkvgfxF4B8feGdFXX10x11jRJYPtOk+ItOk/dSukUu7MeXCSQvv2+YmGcNx/e/En0Wcvw+SfWlhoxhZNzpVOaUG9nJKTWr76dND+Tcn8Y/rGY/VY1Jc13ZTg4xlbdRbWpxfxO+FVh8SIrWae3VdX0fzTp12vyy25cASxE94pNqb0PBMcb43xRsviEiMjsrhlZflII6HoRX0Hp3gW/+Bfi/Wvh/qV5e6pH4bMNzompXkpmuNQ0e5MgtBPIxZpLiBoLi1d3ZpJRaxTud9wQPGPiTpi6V4+1SGP7hm80f8CAb+ZNf528bZNisqzCeXYt3dF8q7cu6t2TvdLzP7A8Ps0hiaTdP4ZLmXrszyb4xfZfCXhHU/sVyNPn8QMq3FokWf7aMZEn2cPtJjZtoxhlRjw4IJYfql+xN+zta/sxfs76D4ailt7zUJIv7R1a9g5jvb6fDzSKcZMY4jjzyIooxztzX51QeL7nwJrOm67p8gh1bR72O8sJWUlVnTcyhiAdiMokR2OF2O4JG6v1Y8BeKbXxt4M0fWrHP2HWLKG+gyMfu5YxIv6MK/p76OuIhi8FVqV25Vafuq+yg3f3X2vv107H5741YivTqUcNGypSbk7PVyWmq8lt6vsbIooor+lj8FHXBw/Xt6da5v4rfDuz+Lvw18Q+FdSkuIdP8S6Zc6VdPA+yZIp4midkbBwwDEg44IFdLP8AfX6VFnDZ9DUyimrS2BNp3R+FPxf/AGtLz4e/tXfFLTb3T/t2iW/jDV4LWKNhHJYxx3ssaonGCmE4U4x2OOK9M/ZM/ah8N/Ev4w2Gl2MeqWd5PDKVW7hRVkG0k4ZXbn6gV8y/to+FbrTv23vivpEEFxdXcnjLVZI4kQvLL5t3JMMKASeJAeOxr1r9lX4HXnwfYeItU2w69KirBECD9hQEMQxGQXJAzg4UDaDy2f4P8QstyvD4zE4qvHlqOcrWdm3d9PzP7ky+hCtkdGnT+1Sjb/wFH6mfsXQW8uteOLtmUXyXFjp7D+IW6W/2hD/u+bdXI+oI+n5T/t0f8F5PGH/BMT9oX49Wmn+CtN8Yah8RPEupWemT6jem3j0GewiSwgmeMRv9qhMSQ/ud0WdnL/OcfcHw9+N83w+8QQ+NrG6W10m8tFs9akc7o9OMTM0c8q9of3jpK5+4pgkO2OOSRfjn/gp3+zB4ug/awf4weAtB+H+ta5efatR0vQ/GNh9v0e+vLrTpLO9tmRiF8xlYXUW8gb88siSAf2d9HrMMuzPhKeBo8rq+x5Yq+qnGpGTS7OUU2u+3U/hnxRhiMszanisVeNONRub6csouKbt0Umr9t+h/PZ4C8eal8NPGdjrmk3ElrfafKJI2U8EjqrDurDII7gmv6b/+CSfxGbxl/wAE8PH1ndsUsdM8W6Jq+liQ5MJupLORokz0yY3JxyRK/Ymvwh+AH/BH74wfEf4nQ2Pi3wxqngHwvp8nmaxrWsRCGG2gU/N5QJHnORwuw7ckElRzX78fsyfBe1/Z6+CVn4PhW6tr7XNUt/Et9BcgLNpdjbmEwyTrgeWZRZLGqHDAzzbQfs8xH33FWYxy3gHM6ObtxhO3JGWnvKMuZpPumo+bZ8zl1ehmXFeDeWNVJQjLnlFppKTjyptaatNpXurPuZ/xDhEPj3VgvAFywx796xmXcan13U11PV7u+f8Adi6uGkwTgDe/yj9QKrh1Zwv96v8AIOpFym5Luf6TYP3KEIT3SR0Xwig+0fEvRo/l/eTFfm9SjY/Wp/8Agoj+1vefsi/s3/s6+NNDt7fU49Lu9X+IV3ZyN5cd5cxwtLLbuQDtz/aVyoYA7SQ2GwKxfCeuDQvEVjqCsvl2s6sWHZQcN+Qz+Iq9+1r8CLH9o/4EXXg68+3SXHhG4ub5La1+aa50m5DxedAmCJAkbwxuAM77VlAy8O7+u/oeY7LaHFFSjmVrTg0k+t01+DafyP5j+kvQxjyxYjCp+6r+7v7rTaXm1dH4F/8ABXn/AIKb6t/wVk/a8/4WlqPhWx8GW1to9roOnaTb3jXzW1vC0kn724McfmyGSeU7hGmFKrg7dx+0/wDg2l+O+tTftK/DW3kuZJpNH8R/2IrMxJls7u0kQxE9wm4sAf7if3RXzj+3r+wf8e/id8Z/Ddrp/wAMdA1bR/D3h3TvC+i6x4H0dLPT9asrSPy4b282uwW7kUgyySEAnG35Atfo1/wQh/4Jx6t+xv4v03xZ4kn0q+vPCputVvPs8zNa2+pPbGFIHlICstvbvNJIVOFfyzuCtmv7p4Zp4nK3jJ4xOFL2NSDT2k5RcYJdH7zTT6JXP5fzvNcvzSOFo4GpGpVlUhOPK03FRd5N9Y+7eLv1dtz9YP2zYIIPHngadf8Aj6kstTgPvFvs3JPfh0UD03t618D/ALSn7QfhT4f/ABS1W11LU8XkTIDbQQvNIBsUc7RtH0JHUHivor4ifGKbxhqt544vrk3Nt9l+waFuGz7arskks6LxiB2jgEY6mOAy7iLgAfCv7V/wC1HxxqsnirR0e9vpFC31sozJNt4WRPU44K9TgEZ5Ff5r+J2MyjN+MqsHP3LKN07Jzirb9unqj+4PCPK69DBe2rppa2+epv8AwH/aiX4p/ti/C3w9p9nJb+HdS8SW9jfC6C+bqEVyr2zoyglVTbM3y5Yk4zjGD+0/w78GWnw38DaJ4dsPO/s/QdPg022aVi8hjhiWNNzd22qMn1zX4D/8E69Ak8Q/t/fCCxX/AFy+KLedlPBT7OHuGBHUELC1f0JKPlz+df0V4O5bQwuTyp0IJJTf5Ld9T4XxwaWcUYr/AJ9pv15pa/cLkf3v0opaK/XD8XHz8uPpUTR7hjt9aluBl1+lRlcigD83P22PANt4D/a28WTx2dvbzeIo7XWBKkKrJMskIhYswGW/eW0vUntXmYOa+lv+CzWl3Hw7+HPh/wCKlrpcmqQ+G5xo+txxzeU6Wd3IghnztO7y7kRxgdhducjFfnXqv7fOj2KbY/D919oz9ya/RP0VGJ/Kv4R8XeAMzjxNWrYeDlTq+9F3XXda9nc/sLwwziOM4fpa+9T9x/Lb71Y+j/Cfi++8F6qt3ZzeWQRuUk7Xx64/n1FdLYeMNBu9Bm03dd6JptwuybS/ssGoaRKMhtq2s0brEu75tsIjG47uW5r468F/tT+NPjB40tdL8O6Hb29uHWW7kFq8jQQbvmYtKyL04AwCxwBjt9Ay6xOp+XR9Xx2BNrkf+R6+FwtXP+F60auDrulN6+7O1rd1sexn/DWUZtFwx1JSv5Hc6bpHg/w/qUOo2+pSJc20m+BrXSg0kB4wYXuvP8hxzh4fLYZ4IxVbxF46hl024sdHs3sbK5lM95NLK015qEhABknlcs8jEKoLOzMQijdtAA46PWpizb9L1aJccZSGTj6Rysf0r1X9l3whoPirV21rX7qC10+xkENvBqCPaLdTjDHPnBQyoCOBkFiP7pr2sVn3F/GeLp4LMMVOr/ileMV3aTtofKYPhPhfhTDSxmDoRjZ6JJK76aJIy/hN8JLXxN4y0rUPFSnT/DFvE94rXD+SNSm4jijXPzMpDzMdo+byxgnBx9IXGg/D9/CYkaHwb/YxPlrIDbLCW6bQ44LewO7PvXB/tKzjw18RPDus3XnLpt1YyabHcBiIbabzFkGfQyLkA+kRHSsv/hLAqfaftFj50iBGvAsYuGTGdpl+9tx71/R3CXh3luCy6NFWk/tOSV396dj5vGSzHOXHHRnyp7JN2jb57nnPxN+EsHhbxTrN14cYar4Yl8q+Sa3YTCxaTejxORnADws2T08znqMx+HfiIkNla2erWs15Bp7mWyuraZ7e905sbd0MyEOh2kjKsCVJU5UkH2T9mK7j8SeJ/FmsW4DaSsFtpzXBP7u4niaZ5TzwQiyxqW/4Cfu8eY/tL+END8F66mp6DcR32mag5R4tOje6S0nwSV3RKyhWAJAJGCD6gV+OeInANbKMVPOMkm1yu7S0cfOLX9I+hyzOMPjZ/wBhZtabWkZd32fmZeoaH4L1y+lupdSRnuGLzC50gKZmOSTILTyElYk8tKrk45Lc5val4z0Oz0a3sS174htbMKLXTpbeCw0eAK25f9EgSOOTawDL5qOVYBlKtg15udaff8ul6tIOxVIUH4iSRWH5VINWkBydH1b5eu02uT/5Hr47MPE/jPHYVYHF46cqdrWc+nzZpgPCzhTBYl4vD4eMZve0Ur+tkrm54o8VX/jHV2vNQk8yRidqgYVAecD+pPJ7ms1q+cPFH7V3jT4R+LrjSfE2h2900bFonFrJCZ4ixCyK0RdMEDOMHByCcg1q6P8At7aPqJWM6Dded0aOK+SQ/qqn9K+frcE5u7VoJTT1UotP5n6dQjTp01CmrJLRH2l+wL8P7XxX+2L4f1BrO0e68O2F9qzXRt1MyfuhaKu/G75vtbHrz5benH6NBMen518af8Ea9FuPGXwU1T4qXmmtpq+PLkWmkRPJ5jHTLN5Y0mJ2j/XXD3LjHDRCA5Oc19lgV/dfhLw7XybhqhhsV/Elecl2ctl8lZH8e+JWbRx+f1pwd4wtBf8Abu/43DB9vzooxRX6SfBjrj7w+lZPiO61K2tlXS7WG5upDgG4m8mGL3YhWY+wUc+q9Rrz/fX6VU1LUINKsZrq5uIbW3t0aWWaVwkcSKMlmY8BQOpPAoA4D4j/AABs/jZ4A1zw5481C68QaP4gsptPvtOtidPsjFKjI21UYysdp/5aSuA3zKFwAPw31n/gn14n+EHx08VeAfE1/Y6Tb+EZ8LqrKiNrVg/NvexxjCgSIRuJIVJRImWKGv3di8Wat45VT4es1s9Pb/mL6jC6rKPWC3+V3/35NiEEMvmL18K/bh/4J8J+0J4Ntdd0S5mufih4XLXGk6nqMy/6YuDvs2AURwo/VGRFCPyQyvKH+D8QuHK+a5ZL6k7VoXcet+61016Xufonhzxh/YmPca7/AHNSyl15X0l8tn5eh8EfDjw1onw68Prp3hvTbu6hzmSdIx/pL4xvaeQor+wQkDoABXQAapKmUh02zXH/AC0kkuvxZQIx+TGvOPEv7XHhv4b3+paL4wkudG8XaPObO80ZoG+1JcAD90QflR8EEKzcqQVLKy58y8KfFjxN+0T8ftCjjU6To+m3DXsVu5Z1hWJSd7oCpZidq5cqRuxtAzn+G/8AVrMpVatbHU/Z8t25VLt6dk7X+7Tof1hTnGrBVIS5k9VbZ37PzPpOPTdRuUbdqMKhjnFvZBMfTc0lfS/7OOt2Wl/CCxsofGTyXSvMtzYpawXsqyGV/leGGPzemODg4xXzHdeFoNVtpIb6S61DzFKsZ5MRjPcRKBGD3DBdwIBzkAj2H9jnWf8AhATceGNDuNP0a0vJvPt9Nmgxp80u0K2zyyphkO1TkblY7iULksfc8Ls2wWFzd06s1zVFyp8qSvdPffW1tj4jxAy3EV8t5qSdoSUmr3dvQ9+0fwra+IvCNzp+p2Ol3Wj3RZVs/wCwpNNDYYli8Ujtkl8MGCqc5I5wRwCfsfeB/wDhNGiMevfZRbi5W1OoMbflypUuAJ8cDgynrjnpXpbXPiqYCMaX4Ztec+a2qXFwPr5f2aPP08wemaqQfDm6g1STWF1q5PiS4RYprloQ1nJAuSlt9l37RCpLMuG84Mz/AL7533/1BSqyhdc9vxPxjD5hi8PHkw8pRT3s7Dtf8M22i+GLPT7Gz0m20e1ZVWz/ALBk1ERkHKMkcbjbtxncUbBwevXzT9pzVrXU/hDcWreMJGvluYBb2T21tazbw44SGWLzeF3cemewr1U3fipVCrpnhmTjmX+1riL8fL+yvj6eZ+NfNn7YmqR/ETUrbw9rlzYa9b6XIZ5bKGAiws5ypUFd5ZpZ1ViPMJGzd8ixsXz8fxtmeGwOT1nip6TTitm232T3/wAj1OGMFWxeb0lRTbUuZvslq7s8rk0zUraVfL1KH1K3Nlu4/wCAsn50pbVbZPnt9PvB32SPbN+CsHz+LD8Kjg8NQ6bCo0+S408qOFhk/c+/7pg0YJ9VUH3r5r1L4y+JP2cvjh4itbyNtY0W6vXu5IFLKCkp8wSxoSxVgGx8hbO3kdx/LuU5W8y9pDDOMpRV1FxUW9dVdWX4n9G8sk7SuvO+h7l8R/Cmh/EjQTY+JLG6slhyY7qSMKbX/aSZdyL2yGODgZHArxfwh/wTt8QfHj9ovwt8NdH1C2vNP8TO1zqGsQFfN0XSY9purnad2JNjqkRXcvnTQBsK5NekeFP2rdD+L2saXoPgH7X4i8aa5L9nsNHgtybp5sElAPuMyqGZm3bI1R3kZERyP0q/Yk/YAtf2YvAVzfXWpXEPxI8Tsl1rur6dL+63jJS1VJAY5oY97/PJHuZnkcbCyqv7h4OcGZriMd7TF05U8PTd2pbN9o319dWj4DxA40jkuBlSozTr1E1FdV/efa3Tu/RnsHhT4Lp8KvC+m6P4KvpND0nQ7OKxsNKuVN9p9vBEixxxqHYTIFRVChJQoxkqeldT4du9QurMjUrOKzu42KssM/nxOOzK2FOD6MqkHI54JwJPGmp+CDt8S2scliORq+nxsbdB6zxEs8OOfnBeMAEs6DArqbG8h1C1iuIJo54Z0Ekckbh0kVuQwI4IIwQR1Br+xYxSVkfyQ5Nttk4ooopiHz/fX6VQ1TQrTWxCLqGOdYJBMiuNyh15VsHgkHkE9DyOavz/AH1+lMoAYqbO7N9T1rktS8cX3ifUptM8LwW9xJbSNDd6pcgtY2TKcMihSGuJlYYMalVXDB5EYBG6y8tVvbWSFiyrIpQlWKnBGDgjkfUEH6VHpumW+j2ENrawxW9tbII4YolCJEg4CqAMAAcYFAHyF/wUA/4I8eCf25/CX9oXF/d6P8UrOLZZ+LmjE0ky9RbXMK7Ve2z91E2NGSWRhukEn5yeE/2XPiH/AME8dfu9L8faKsupagxhg1CHdNpt3AhOBa3W0bs8MUdVkGBlFABP7qatq9tounXF1d3EFra2sbTTzSuEjhRRlnZjwFCgkk8ACvwZ/wCCyP7bvjD9sD4t/wBl2Capo/w18KzmXRtMkje3l1JwCP7TmQ4LMwJ8tSMxRt0V3kr8n8UMlyrGYF08VLkqT0VrXlbe/Wy6v0P2zwhznOZY36hQ97DrWXNf3fR930Wx6pofxo0XUxiaSWxc8YmTKk/7y5H54rpdO1uzvwrWd5BMchg0coJU9iMHIIr85PAv7SHiDwzdwQ6hd/2np6/K63EfmTRL6q2VZiPRmOfavevDXi1PE2lrfaf5F9bt/wAtLacbg3oyMF2kehJP86/kPNvD+eEkqlOWnRr/AIOx/S8nGa5ZH6A+Df2wPEXhSzgt9Q0u38QwRDY8jXRtbrA6EHY6SN7MEz3auvP7deifZgy+EfG7Snjy9mm8fU/bOnvjPsTxX5z2/jG+sk2r/bNv6hA7Af8AfBNTf8LHvjtH2vxF/wB+7n+e3FfSZbxJxDg6KoqcZpbOUbv701+J8XjvD/Ka9T2jvFvonZfkfcHjb9r7xL4wsbi1sNNt/DcEgwrx3Juror6lyiLGfZQxHZ68fvtasdLJa4vLWAdW8yVVP4DOTXzzdeLLy8+9/bF1ns+5c/UuQKx/EfiyHwvo8moXyw6faQ9ZLiXLluyqi53MfQN7nAyR83mmBzTOsQp42q5PpFJJL0Vz6HK8jwWWU/Z4WNu73b9Xue9638aNF0xGW3FxqEnTEY2p/wB9N/QGvPPEP7HnxI/4KKeKLe18C6PHb3enyC1vdSug9vpVpCTkrc3O1t0iZJEUavId/KKp3L8m+Lf2gPFfjm7ktbGZ9PtpGKrDYKY5HXPG9yWb0ztYDNfo5/wRt+LXjL9i3wx/ZPjvVJpPAfiK9EyaZOpd/Cskh+a7Dk5SORyDPFjagzNlWEok/QOCuEMoynMqFTNq3I5NRS7t7Jt9H1aXzPL4wzDMcLldTEZXBSqRXXWy6tLq12Z9gfsEf8EkvA/7B3g2S50W+vtU+JV/D5ep+MTCsdxcL8pNtFbsWSO03KD5JLMxAZpGdVZfozSvGlzpGo22m+I4Lewu7pxFa3kO77FqDnoqljmKVuvlOTnojyYJHTW77l+6y84NR6ro9rrthLa3kMVza3C7ZIpEDI49weP/ANXqAR/Z2Ho06NNU6SskfxbjMdXxdaWIxMnKct2/6/DoWNgbufwNVdH0Gz8P2zw2NvHawPI0piiG2MMxyxCjhcnJOAASSepJqxbW62sCxru2xqFGSWPHqTzUlbHKFFFFAD5/vr9KZT5/vr9KZQAU0tgU6obuVYUyzLGqgsXbhVHqfp1pPYD5L/4Kc/GjydP034bWN5DHca9CNU1yJZB5p05H2RwlOvl3EyEMcFGjtpImH74V8ZeMfA+j/EHTPsetWFvqESklDKPniJ7q/wB5T7qRnvXz9+3T+0pqXxn/AGv/ABJ4ys768s2a4C6Y4cxSQWqqBbgDquYRGWXoXZ8g5NR+Cv23dZ0yOOHXNOtdWjUY86J/s834gAo35LX8TeLDzLPM6eOwNX3Kfuwje1kt2ns+Z6/gf2Z4d8MrKMnpxkvfqLmk/Nq6XyWha+Jf/BOLRvEs01xoOrSabNJyI7qLzVz6blwT9SpPvXmLfsJ/FX4d6t9u8P3elXDL8rNaah5LSD0dZAoI9iTX0p8P/wBqvwr8Q9Wt7CBtVtNQuWCJBPa78n/ejLgD3bA7nFemcMPug1+d/wCuXEGW2oY2Kkn0mr3Xyaufdcq6Hyl4V8IfFqxkWPW/DNjImMNNHI4b64iV0/AAD6V148HatJOMaXqOewNs+T+le/E5/Oguz9QteLiuLpVpc3sIx/w3X+ZopNdT5Z8V6V8SotRa10L4f39wMlReXtzCsLe4RX3Y+rA8dK560/Yi+IfxT1lbzxfqVrZr0Ebyq6wqeSESLKj1IyuTyTknP2Ntx61meMvFNv4L8OT6ldQ6hcxQAEx2Vs1xM+ewUfzJAHc16WF44xcbUcDRhGctLpNtv5siXdnD/Bj9lPwt8GzHcW9uNR1RWyLq4jGI29Y052n0Ylm4+9XN/tY/Hm20TRb3wrpc0dxqF8hgv5Fwy2sTDDxHtvcHaV/hUnPJAHGfFD9rHxN4wEthoemXmh2Ug2lgjNeSLyPvADy8+i89fmrivB/7P/jDxxcBbbRLy3hkOWub8G1jGecnf8x6/wAIavewOUVvbrMs7qpyWqTasu1+mnZdSOXm32P18/4ItftcSfH39mC38L6zdyXfif4fpFp8kssm6W7sSGW2ldjyXURtExOXIjjdjmUV9lKdxr8pf+CZ/gu0/ZM+Jmn6hJfS3l5cSra6nNnbD9knaOKVEU9FSQ207M3O21P3c7a/VqL7v+eK/sbw24uo59lXtKcuaVNuEn3ts/mj+NfEbI4ZXndWnRVqc/ej5X3S9GOooor9CPhQooooAfP99fpTKfP99fpTKACvM/2tvEn/AAj/AMCNahWZYLjWvK0SJy+0qbuVIGYf7SpI7gDn5K9Mr4p/4LVeMv7N+EvgrQ1/5ftam1OYdmitbV1wfpJcxN9VFfO8XY54PJcViY7xhK3q1Zfiz3uF8r/tLNsPgf55pei6/gfM/j3StN8YeIdQkvNLsbyOS4cpHPbpKFXcQoAYHoAPyrl/+FOeElfd/wAIr4fVs5/5B8X/AMTXyj4U/aS8beE7dI4deuLiEDGy8jS5246ANICwHbAIFdE37aPjR4/+YJnHX7Gf/isfpX8C1uE83hJ+yxGn+KS/DU/uXD0HThGmtkkvuPqfSNEsdCt2SxsbKwj7rbwLEp/BQKsq4b/OK+TNN/aK+J3j3WBp+kXTTXLdYbHT4cqOOSSuVHPUkD3r3z4K+CfFHhnTZrvxZr95q2oXgGLYy7oLJeuAejOe5GAAMDPJPg5tw5VwdJ1sZXjzdFdtv7zXVM7nNNb5uhqxpWk3Wv38VnY2s15eXB2xQwrudvoPQdyeB3xXfS/speNotNFx9hs2bbuMK3a+b+X3c+wavJy/IMxx0HUwlGU0t2k2eXjM6wOEmqeIqxi30bsecK23r+tPViGVuV9D/hTda0y+sWu7F92n6hHuiHnQbjA+OCyEjOODjIyMc4NeG+Ovh98Z3lk+y+KYdQtznYLORLCTB9tqgfgxq8vymNebhWrRpSXSV0/l0/E9GNSM4qUNU+p7rdXP2OBpJpPJjXlpJH2ov1J4rz7x3+074N8GBlbVP7VugMCDTsTkn0L8IP8Avrj0PSvnbxJ8EPiVq1wW1TSNc1Nwc75LoXRz9S7fzqlZ/s5eO75tqeGdQRuFHnGOJfzZgK+1wnCmWr3sTiVPyukvvu2Pl7s6zxP+1TrXxG8TWlkD/Yeg3Mn2aeC3fMskcgMZMkmMtgNnAAGQOD1r92f2Wfio3xn/AGdPBXiiZle81jSYJL4L0S6VfLuF/wCAzLIPwr8LvCX7E/iLVLlX1i8stHg6lI2+0XH4Y+QH33H6Gv2R/wCCcUUGg/AOTw/azTzWuhanIIWmk3yMLmKG9Yk/9dbmXgcDGOOg/oLwXzjL6OZVcqwUlaUOa0drxa69XZ+uh+G+OWDpPA4bEQXvRk1fya/zR9A5opAOaWv6WP5rCiiigB8/31+lMp8/31+lMoARmwK+OP8Agpn8LdN+M/jDSLPUZLyH/hH/AA9eTRPbSKrKbmVQQQwIIP2QflX1n4w8X6X4C8M32sa1f2ml6Vp8fm3N3cyCOKFemSx9SQB3JIAyTX5wftk/t4R+KfjFeXnh/RppNDHh6O13aght57spLeN5iKCWjXD8LIoc91U8V+UeMeZQo8O1sLColVqcvLG6u7STdl5H33hvlmOxOc062Di/cu3LotHu9teh8pf8MO6CW3f25rix54XZDnH121u6B+x54K0STfcRalqm3tdXW1PxEYXP4k1yLft52/kqE8KTMxAJzqYwP/IWf0rB1z9uPxBdFhp+k6NYrjh5RJcOv0O5V/NTX8fLB8UVvdlPlXrFfkrn9ke+9z6S0LQNP8J6YtnpdjZ6fa5yIreIRqT64HU9OTzVppQoZmb5QMtnoK+M9T/aa8ca9M//ABUF1D833LREhA/74UH8+a6r9mf4p+JNW/aT8BaTrmu6xcaRrviCx0y7hu53aOVZ5lh2EN/eLgfUisqfh9jcTVSqVk5yfm22/MxxVb2FCdZ7RTf3K5+pn7Mnwgj8DeDIdTvIlbV9YjEzl1+e3iPKR89ODkj1OOgFen7A23/ZpVXChRwB0HpTj0r+l8oyujl+Dp4OgrRikvXu36s/l3HY2pjK8sTWd3J3/wCAeNftYfCmHxB4abxFawqL7S0zcBV/18Hcn3TOc+m72r5pQk9e1fetxYx6rBJayxrJHdKYXU9GVhgj8c18AaHefbrBnWTzl8+dI5c582NZnVGz7qFP41+E+MHD9OhXp5pRsvae7Jf3lre3mtz9Y8Nc2qVKVTA1NeTVeSfQnuLyKzH76eGMH/no4XNUL/xxoemL/pGtaLb+vmX0Sn9Wrnvjj8GLH4x+GFgkZbbU7Ms9nc4zsYjlWHdGxz3BAI5GD8f+MvAmqfD/AF2bTdVs2t7qP7uB8si/3lboVPqP55A+J4f4dwWZUuZ1mpreNl+HdH6kfVnjH9qzwZ4UhkEGoSa1dKcCGxjLAn3kbCY9wT9D0r7Y/wCCM/xwvfjJ4d8aS3SR26ww6VcW9rHysMbrdRDLHG4/uOTgdBwK/Kn4Y/s3678U7WK50+60aO1kI3O12JJI8/3o49zKfZsV+jP/AAT48V+H/wBgx/7P16XVdQj8WaJp7T6lBbhobIwz3m3dCuZdh85ssu8gjlQOR+zeGccmyHiCk5VFGTUk3J94u1+iu7H5r4rYT6zkUqNOLnVunFJXejTdvkmfo8p4FLWf4b8R2PivRrPUtNvrTUdPvolntbm2mWWG4jYZV0ZSQykcgg1oZr+yoyUlzR2P5CaadmFFFFUIfP8AfX6VBNIETqu7GcE4qef76/SvnD/gqH8X5vhR+ypqlrZzPBqXjK4Tw7byK20okySyXJBHKt9linCsOjMhrhzPMKWBwlTGV/hpxcn6LX8djuy3A1cbi6eDo/FUkor5uxwfxd+Iq/tCeJfts3lz+F7V/wDiS2pGY5wQR9ucY+Z5AT5RPMcRBXa0j4+GPjLaKPEFmB80N1ayxL7hHUA/iJf511L/ALdc/wAP/AMkfiS3mvJiBawX1oq/aCW43NGSqsQoY7gR06HrWD8JfiJ4C/aN+LXh3w+L7UPMlW5ZITC0LSbYTKVL4IxiE9CCccV/AeeZlmucZtLN8WnKL5tVqopXskuy/Hc/rnhXInw5h6iqxtGPbW/mfFJj8v5G/h+U/hXt37P/AMRfhvpljBa674d0/T9TQANqNzD9riuG6biXDGIn0AC+hA4r3rxN+zl4J03VtR09vC+k+XHcSJnyv3hGTg7/AL3T3rxP4wfsbS2CSah4RaS6iX5m0+Z90qDuY2P3v90/N7nitFxFl2ZXwdSU6bezvy6+qf4M+/jVhVgp9HqfQnh++s9Q09ZtLmtbizx8r2jq8f5rxWT8VtVutE8BXmpWfmPfaNJb6naLk58+3njmj/8AHkFfDsUt54ev3Ecl5p15CxV9jNDLGw6g4wQQe1bzfG3xqNMuLWLxNrEiTxNGEluDNkkEDO/Pc1z0eDatHFwxNGv8Mk9U76PumZ1sP7Sm4PZqx+6Wl6ta+INPttRsZVnsdQiS6tpVOVkjkUMjA+hUg1aNfOP/AASh+M0nxs/YQ8D3V1N52p+HoX8O3/8AeV7RvLi3dstb/Z34/v19Gnmv6ajdpPvY/lbE0HQqzoy3i2vuOY+NfxKi+DPwc8W+MJtvl+E9GvNYwf4jbwPKF+pZQoHcsB3r8k/hP+2vb6H8PdFs77w5NJ9ls44mkt7wNuwvXDL1P1NfoN/wVA8U29r+zDJ4ZkTzm8b6jDpjxZILwJm4l6c4JijjPtLjvXxnq/7EvhG7t0jsZ9V0to0VAI5/OjGBjOHBb/x6vyrxKzLKU6OBzJPrLrZdOjufr3hjgeWhWxcvttRX/bv/AA9jPk/bn0FY/l0LWGfoFLxAZ9zk/wAq4T4vftVN8T9Ek01PDOlxW7AhZr0/apoSR96PAUI3vz0FdHqP7CVwrH7H4ogYdhPp5H6q5/lVOD9hTV1bB8RaWF9RbyMR+GRX59gKnDOHmq1GaUltdy/U/U+WPmeGwzvaTCaFmjmjzh1OGH49a+y/gc95LpE4urm6ufslpZ2iGeZpCmxHkZRuJ2/6wHHuPWuO8CfsEabea/ZW+ra9fX32m4SIQ2sC26nLAHLMXOPpiqX7RP7QF98FPjn4t8L+EbPSLfSdLuooFeaJ5ZDKtrCspLF8H94GHI7fhXTmNennVCWHy+Sk1ZttNLddWjhrYmEsRHCpXlbmv2tp+Nz9Ff2X/ibY/s6waHHeajDB4W8R3MMFys8pSOC9uSAlxEGOBvkZVkUcEN5hwyOX+0oH3r0xX4GfD74n6t8Y/Csv/CQ301/cWrvajJ2LHEwBwijATqw4Hav2n/Y0+Klx8a/2YfBfia8mFxqF5pqwahIOkl3Axt7hh7GaKQ1/RPgnnmKnhquSY2fNKjZxf919LvVpO1r9ND+ZfFfg15ZOlmSd/bOSl5S3T9Wr3PUKKKK/eD8dH3H31r5a/wCCg3grSfih4p8JaNq0L3Fpb2OoXQVXMZjlaS0RJFIPDKolHfhz2Jr6luPvD6V8W/8ABVT4oX3wU8bfDnX7ZbV9NntNUtNQW5IWI4eyeP5+qNzKc9OOQeK/PfFSnWnwti40Pistu3NG59VwTSqVM6oRpO0ru2ttVFtanyH+0l+xPociaXGuua0tq00kgTZEzAjb/FtHYnsaw/h58KfDX7ONxD4k0qwmur7RZUumubiTzLholP71VOAiboi4+VR15zXp3xB+NNz8TPCemX1j8P8A4l3UUcrb5tM8M3eqW+1l+8JII2G3IHOAOa8S8R/tceDNOmvNLuYdde6RDDc2cunNbzxhgQQ6SFGUkZ4IHev4hWD4kg4QdKao3/lsmuutl9x/W+V4yOKwrw2JqKVTVNXV/wAGZP7QP7ZPiCP4lTw6ToGl25vkjmiWYy3MjkjaQApTJyp4wa4vVfFHxq8d2rKljrtjbSjJW1slsyQe25sP+tfTngzwT4fX4J+CPGGiW+651ywT7VeTANcs7DLRkjO0LIsi7Bxle55qRl2/8C69qyxWdYXLqvsKWEi5x0bffyPXy3EUKtFfV1aK0Se+mh8V/wDDOvjqaU7vDWpMzHJZigye+SWrpPCH7G3izX7lf7SNnoVtkEvJIs8w57IhIJHuy19QeI/E+m+DtLa81TULfT7VSFMs0mwFj0Ud2Y+gyT6V57qH7YXgfTpykdxqt7zw0NmwQ/TeVP5iuujxVnOMjzYPDr1SbX46HfKTPaf+CUOm2fwH8feOPhvbzXDWuoKniC1adsmSVSkU7eg3RyWoAAGBEepya+3wa/LP4Vfti+D/AA/+1d8O9ctb64svtWox6XdLdW7Rq8dwTbHLDK4AnD8nAMQr9TAP3iqzeWC2Cx6KPU+1fvnBmMxeIyynLGpqotHfqfgHH2X/AFfNJVY/DUSl89n+V/mfn9/wUu/aW8NWv7WPhvwnqmqLEnhHT0ubm3jgklZZrkiZs7QR/qorXvn5j61x2kftLeBtbm2p4ht4W/6eIZIV/NlwPxNfK2uavrf7Zn7V/wARPGWkWc+oDxBq0s1q2QIrez37LYO5+VQtvHEvJ5xxmvU9B/YW1G5hVtW8QWdqx58u1tTcbPbcxQfkMe9fmPH+CyetmMquMrOLW2v5KzZ+wcL4BYPK6NGWjtd+r1f5n0ZYX9vq1klxazw3UEn3ZIXDo30YcVIeleR/Df8AZbvPhZ4jgv8ATPGF8IfMVrq1FoBHeIOqMN5HIyM4JHUcivVNW1my0GFXvr20skYZDXEywqw9ixFfjeYZfQhVUcBU9qn2TuvU+g5rbnX/AAitI7nx9ZSTHbb2Ie7lfH3EReT+GQfwrwTxp+y/4f8Aiprd14guLnWLHUtcnk1C6MMyujSTMZG+V1JGCxGAQOOgr2jwpr2nzfDbxRf2WoWN215BHpET21ykpU3Dqj8qT91X3fQGvOfjrqviXT/Bnl+DU8zXJJFdLaCAXF3cQAEP9nhwxdgSvCqTgMRXs5HHH0nDDYJuFSo+q6La6s/PofPUa0Pr1bEVGlGKjG70Xd6s6X9lT9kvwf4Vk1iW7kvNUjiWKVvt8yeQpG8ZKqFGAD0YkV+jH7Cm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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------
 

Attachments

  • PriceTag.zip
    6.9 KB · Views: 19

Marc DANIEL

Well-Known Member
Licensed User
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
 
Last edited:

Marc DANIEL

Well-Known Member
Licensed User
Use the attached pictures, they are suitable for 2.66 inch electronic label. Check the box: 2.66b to obtain suitable dithering
 

Attachments

  • images.zip
    222.7 KB · Views: 21

Marc DANIEL

Well-Known Member
Licensed User
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

5.65InchesE-Paper.jpg


5.65E-Paper-7colors.png
 

Attachments

  • Image5.65.zip
    75.9 KB · Views: 14
  • PriceTag.zip
    6.9 KB · Views: 5
Last edited:
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