dipl/pics/pc16550d_pinout.svg
Tyrolyean ee6978f189
Cleanup!!
Signed-off-by: Tyrolyean <tyrolyean@tyrolyean.net>
2020-03-28 16:47:04 +01:00

161 lines
37 KiB (Stored with Git LFS)
XML

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!-- Created with Inkscape (http://www.inkscape.org/) -->
<svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
version="1.1"
id="svg5147"
xml:space="preserve"
width="152.62666"
height="350.43539"
viewBox="0 0 152.62666 350.43539"
sodipodi:docname="pc16550d_pinout.svg"
inkscape:version="0.92.4 5da689c313, 2019-01-14"><metadata
id="metadata5153"><rdf:RDF><cc:Work
rdf:about=""><dc:format>image/svg+xml</dc:format><dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" /><dc:title></dc:title></cc:Work></rdf:RDF></metadata><defs
id="defs5151"><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath5181"><path
d="M 0,0 H 93 V 23 H 0 Z"
id="path5179"
inkscape:connector-curvature="0" /></clipPath></defs><sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1916"
inkscape:window-height="1041"
id="namedview5149"
showgrid="false"
fit-margin-top="0"
fit-margin-left="0"
fit-margin-right="0"
fit-margin-bottom="0"
inkscape:zoom="2.2820264"
inkscape:cx="63.191065"
inkscape:cy="236.67661"
inkscape:window-x="0"
inkscape:window-y="18"
inkscape:window-maximized="0"
inkscape:current-layer="g5155" /><g
id="g5155"
inkscape:groupmode="layer"
inkscape:label="pc16550d"
transform="matrix(1.3333333,0,0,-1.3333333,-331.59999,784.96873)"><g
id="g5405"><g
id="g5157"><g
transform="matrix(114.47,0,0,231.1,248.7,325.9)"
id="g5165"><image
id="image5167"
xlink:href="data:image/png;base64,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"
transform="matrix(1,0,0,-1,0,1)"
preserveAspectRatio="none"
style="image-rendering:optimizeSpeed"
height="1"
width="1" /></g></g><g
id="g5189" /><g
id="text5253"
style="font-variant:normal;font-weight:bold;font-size:8px;font-family:Arial;-inkscape-font-specification:Arial-BoldMT;writing-mode:lr-tb;fill:#000000;fill-opacity:1;fill-rule:nonzero;stroke:none"
transform="matrix(1,0,0,-1,281,583)"
aria-label="NFJPackage"><path
inkscape:connector-curvature="0"
id="path5314"
d="m 0.59375,0 v -5.7265625 h 1.125 L 4.0625,-1.9023437 V -5.7265625 H 5.1367187 V 0 H 3.9765625 L 1.6679687,-3.734375 V 0 Z" /><path
inkscape:connector-curvature="0"
id="path5316"
d="m 6.3658438,0 v -5.7265625 h 3.9257812 v 0.96875 H 7.5220938 v 1.3554687 h 2.390625 v 0.96875 H 7.5220938 V 0 Z" /><path
inkscape:connector-curvature="0"
id="path5318"
d="m 13.304438,-5.7265625 h 1.152343 v 3.625 q 0,0.7109375 -0.125,1.09375 -0.167968,0.5 -0.609375,0.8046875 -0.441406,0.30078125 -1.164062,0.30078125 -0.847656,0 -1.304688,-0.47265625 -0.457031,-0.4765625 -0.460937,-1.3945312 l 1.089844,-0.125 q 0.01953,0.4921875 0.144531,0.6953125 0.1875,0.3085937 0.570312,0.3085937 0.386719,0 0.546875,-0.21875 0.160157,-0.2226562 0.160157,-0.9179688 z" /><path
inkscape:connector-curvature="0"
id="path5320"
d="M 18.082031,0 V -5.7265625 H 19.9375 q 1.054687,0 1.375,0.085937 0.492187,0.1289063 0.824219,0.5625 0.332031,0.4296875 0.332031,1.1132812 0,0.5273438 -0.191406,0.8867188 -0.191407,0.359375 -0.488282,0.5664062 -0.292968,0.203125 -0.597656,0.2695313 -0.414062,0.082031 -1.199219,0.082031 H 19.238281 V 0 Z m 1.15625,-4.7578125 v 1.625 h 0.632813 q 0.683593,0 0.914062,-0.089844 0.230469,-0.089844 0.359375,-0.28125 0.132813,-0.1914062 0.132813,-0.4453125 0,-0.3124999 -0.183594,-0.5156249 -0.183594,-0.203125 -0.464844,-0.2539063 -0.207031,-0.039063 -0.832031,-0.039063 z" /><path
inkscape:connector-curvature="0"
id="path5322"
d="M 24.22253,-2.8828125 23.226437,-3.0625 q 0.167968,-0.6015625 0.578125,-0.890625 0.410156,-0.2890625 1.21875,-0.2890625 0.734375,0 1.09375,0.1757813 0.359375,0.1718749 0.503906,0.4414062 0.148437,0.265625 0.148437,0.9804687 l -0.01172,1.2812501 q 0,0.54687495 0.05078,0.8085937 Q 26.863155,-0.296875 27.007687,0 H 25.921749 Q 25.87878,-0.109375 25.81628,-0.32421875 25.788937,-0.421875 25.777218,-0.453125 25.495968,-0.1796875 25.175655,-0.04296875 24.855343,0.09375 24.492062,0.09375 q -0.640625,0 -1.011719,-0.34765625 -0.367188,-0.34765625 -0.367188,-0.87890625 0,-0.3515625 0.167969,-0.625 0.167969,-0.2773438 0.46875,-0.421875 0.304688,-0.1484375 0.875,-0.2578125 0.769531,-0.1445313 1.066406,-0.2695313 v -0.109375 q 0,-0.3164062 -0.15625,-0.4492187 -0.15625,-0.1367188 -0.589843,-0.1367188 -0.292969,0 -0.457032,0.1171875 -0.164062,0.1132813 -0.265625,0.4023438 z m 1.46875,0.890625 q -0.210937,0.070312 -0.667968,0.1679688 -0.457032,0.097656 -0.597657,0.1914062 -0.214843,0.1523438 -0.214843,0.3867188 0,0.2304687 0.171875,0.39843745 0.171875,0.16796875 0.4375,0.16796875 0.296875,0 0.566406,-0.1953125 0.199219,-0.1484375 0.261719,-0.3632812 0.04297,-0.140625 0.04297,-0.5351563 z" /><path
inkscape:connector-curvature="0"
id="path5324"
d="m 31.467405,-2.921875 -1.082031,0.1953125 q -0.05469,-0.3242188 -0.25,-0.4882813 -0.191406,-0.1640625 -0.5,-0.1640625 -0.410156,0 -0.65625,0.2851563 -0.242187,0.28125 -0.242187,0.9453125 0,0.7382813 0.246093,1.0429688 0.25,0.30468745 0.667969,0.30468745 0.3125,0 0.511719,-0.17578125 0.199219,-0.1796875 0.28125,-0.6132812 L 31.522093,-1.40625 Q 31.354124,-0.6640625 30.877562,-0.28515625 30.400999,0.09375 29.600218,0.09375 q -0.910156,0 -1.453125,-0.57421875 -0.539063,-0.57421875 -0.539063,-1.58984375 0,-1.0273438 0.542969,-1.5976563 0.542969,-0.5742187 1.46875,-0.5742187 0.757813,0 1.203125,0.328125 0.449219,0.3242187 0.644531,0.9921875 z" /><path
inkscape:connector-curvature="0"
id="path5326"
d="m 32.259157,0 v -5.7265625 h 1.097656 V -2.6875 l 1.285157,-1.4609375 h 1.351562 L 34.575563,-2.6328125 36.095095,0 H 34.911501 L 33.868532,-1.8632812 33.356813,-1.328125 V 0 Z" /><path
inkscape:connector-curvature="0"
id="path5328"
d="M 37.566532,-2.8828125 36.570438,-3.0625 q 0.167969,-0.6015625 0.578125,-0.890625 0.410157,-0.2890625 1.21875,-0.2890625 0.734375,0 1.09375,0.1757813 0.359375,0.1718749 0.503907,0.4414062 0.148437,0.265625 0.148437,0.9804687 l -0.01172,1.2812501 q 0,0.54687495 0.05078,0.8085937 Q 40.207157,-0.296875 40.351688,0 H 39.265751 Q 39.222782,-0.109375 39.160282,-0.32421875 39.132938,-0.421875 39.12122,-0.453125 38.83997,-0.1796875 38.519657,-0.04296875 38.199345,0.09375 37.836063,0.09375 q -0.640625,0 -1.011718,-0.34765625 -0.367188,-0.34765625 -0.367188,-0.87890625 0,-0.3515625 0.167969,-0.625 0.167969,-0.2773438 0.46875,-0.421875 0.304687,-0.1484375 0.875,-0.2578125 0.769531,-0.1445313 1.066406,-0.2695313 v -0.109375 q 0,-0.3164062 -0.15625,-0.4492187 -0.15625,-0.1367188 -0.589844,-0.1367188 -0.292968,0 -0.457031,0.1171875 -0.164062,0.1132813 -0.265625,0.4023438 z m 1.46875,0.890625 q -0.210937,0.070312 -0.667969,0.1679688 -0.457031,0.097656 -0.597656,0.1914062 -0.214844,0.1523438 -0.214844,0.3867188 0,0.2304687 0.171875,0.39843745 0.171875,0.16796875 0.4375,0.16796875 0.296875,0 0.566407,-0.1953125 0.199218,-0.1484375 0.261718,-0.3632812 0.04297,-0.140625 0.04297,-0.5351563 z" /><path
inkscape:connector-curvature="0"
id="path5330"
d="m 41.092655,0.2734375 1.253906,0.15234375 q 0.03125,0.21875 0.144532,0.30078125 0.15625,0.1171875 0.492187,0.1171875 0.429688,0 0.644531,-0.12890625 0.144532,-0.0859375 0.21875,-0.27734375 0.05078,-0.13671875 0.05078,-0.50390625 V -0.671875 Q 43.405155,0 42.655155,0 41.819218,0 41.330936,-0.70703125 40.948124,-1.265625 40.948124,-2.0976563 q 0,-1.0429687 0.5,-1.59375 0.503906,-0.5507812 1.25,-0.5507812 0.769531,0 1.269531,0.6757812 v -0.5820312 h 1.027344 v 3.72265625 q 0,0.734375 -0.121094,1.09765625 -0.121094,0.3632812 -0.339844,0.5703125 -0.21875,0.2070312 -0.585937,0.3242187 -0.363281,0.1171875 -0.921875,0.1171875 -1.054688,0 -1.496094,-0.3632812 -0.441406,-0.359375 -0.441406,-0.9140625 0,-0.0546875 0.0039,-0.1328125 z m 0.980469,-2.4335938 q 0,0.6601563 0.253906,0.9687501 0.257813,0.30468745 0.632813,0.30468745 0.402343,0 0.679687,-0.31249995 0.277344,-0.3164063 0.277344,-0.9335938 0,-0.6445313 -0.265625,-0.9570313 -0.265625,-0.3125 -0.671875,-0.3125 -0.394531,0 -0.652344,0.3085938 -0.253906,0.3046875 -0.253906,0.9335937 z" /><path
inkscape:connector-curvature="0"
id="path5332"
d="m 48.476562,-1.3203125 1.09375,0.1835938 q -0.210937,0.60156245 -0.667968,0.9179687 -0.453125,0.3125 -1.136719,0.3125 -1.082031,0 -1.601563,-0.70703125 -0.410156,-0.56640625 -0.410156,-1.42968755 0,-1.03125 0.539063,-1.6132812 0.539062,-0.5859375 1.363281,-0.5859375 0.925781,0 1.460937,0.6132812 0.535157,0.609375 0.511719,1.8710938 h -2.75 q 0.01172,0.4882813 0.265625,0.76171875 0.253906,0.26953125 0.632813,0.26953125 0.257812,0 0.433593,-0.140625 0.175782,-0.140625 0.265625,-0.453125 z m 0.0625,-1.109375 q -0.01172,-0.4765625 -0.246093,-0.7226563 -0.234375,-0.25 -0.570313,-0.25 -0.359375,0 -0.59375,0.2617188 -0.234375,0.2617187 -0.230469,0.7109375 z" /></g><g
id="text5257"
style="font-variant:normal;font-weight:bold;font-size:8px;font-family:Arial;-inkscape-font-specification:Arial-BoldMT;writing-mode:lr-tb;fill:#000000;fill-opacity:1;fill-rule:nonzero;stroke:none"
transform="matrix(1,0,0,-1,283.4,574)"
aria-label="44-PinPDIP"><path
inkscape:connector-curvature="0"
id="path5335"
d="m 2.4921875,0 v -1.1523437 h -2.34375 V -2.1132813 L 2.6328125,-5.75 h 0.921875 v 3.6328125 H 4.265625 v 0.9648438 H 3.5546875 V 0 Z m 0,-2.1171875 v -1.9570312 l -1.3164063,1.9570312 z" /><path
inkscape:connector-curvature="0"
id="path5337"
d="m 6.9401875,0 v -1.1523437 h -2.34375 V -2.1132813 L 7.0808125,-5.75 h 0.921875 v 3.6328125 H 8.713625 v 0.9648438 H 8.0026875 V 0 Z m 0,-2.1171875 v -1.9570312 l -1.3164063,1.9570312 z" /><path
inkscape:connector-curvature="0"
id="path5339"
d="M 9.3452187,-1.5273437 V -2.625 h 2.1562503 v 1.0976563 z" /><path
inkscape:connector-curvature="0"
id="path5341"
d="M 12.142032,0 V -5.7265625 H 13.9975 q 1.054688,0 1.375,0.085937 0.492188,0.1289063 0.824219,0.5625 0.332031,0.4296875 0.332031,1.1132812 0,0.5273438 -0.191406,0.8867188 -0.191406,0.359375 -0.488281,0.5664062 -0.292969,0.203125 -0.597656,0.2695313 -0.414063,0.082031 -1.199219,0.082031 H 13.298282 V 0 Z m 1.15625,-4.7578125 v 1.625 h 0.632812 q 0.683594,0 0.914063,-0.089844 0.230468,-0.089844 0.359375,-0.28125 0.132812,-0.1914062 0.132812,-0.4453125 0,-0.3124999 -0.183594,-0.5156249 -0.183593,-0.203125 -0.464843,-0.2539063 -0.207032,-0.039063 -0.832032,-0.039063 z" /><path
inkscape:connector-curvature="0"
id="path5343"
d="m 17.462219,-4.7109375 v -1.015625 h 1.097656 v 1.015625 z m 0,4.7109375 v -4.1484375 h 1.097656 V 0 Z" /><path
inkscape:connector-curvature="0"
id="path5345"
d="M 23.451656,0 H 22.354 v -2.1171875 q 0,-0.671875 -0.07031,-0.8671875 -0.07031,-0.1992188 -0.230469,-0.3085938 -0.15625,-0.109375 -0.378906,-0.109375 -0.285157,0 -0.511719,0.15625 -0.226563,0.15625 -0.3125,0.4140625 -0.08203,0.2578125 -0.08203,0.9531251 V 0 h -1.097657 v -4.1484375 h 1.019532 v 0.609375 q 0.542968,-0.703125 1.367187,-0.703125 0.363281,0 0.664063,0.1328125 0.300781,0.1289062 0.453125,0.3320312 0.15625,0.203125 0.214843,0.4609375 0.0625,0.2578125 0.0625,0.7382813 z" /><path
inkscape:connector-curvature="0"
id="path5347"
d="m 26.96203,0 v -5.7265625 h 1.855469 q 1.054688,0 1.375,0.085937 0.492188,0.1289063 0.824219,0.5625 0.332031,0.4296875 0.332031,1.1132812 0,0.5273438 -0.191406,0.8867188 -0.191406,0.359375 -0.488281,0.5664062 -0.292969,0.203125 -0.597657,0.2695313 -0.414062,0.082031 -1.199218,0.082031 H 28.11828 V 0 Z m 1.15625,-4.7578125 v 1.625 h 0.632813 q 0.683594,0 0.914062,-0.089844 0.230469,-0.089844 0.359375,-0.28125 0.132813,-0.1914062 0.132813,-0.4453125 0,-0.3124999 -0.183594,-0.5156249 -0.183594,-0.203125 -0.464844,-0.2539063 -0.207031,-0.039063 -0.832031,-0.039063 z" /><path
inkscape:connector-curvature="0"
id="path5349"
d="m 32.286125,-5.7265625 h 2.113281 q 0.714844,0 1.089844,0.109375 0.503906,0.1484375 0.863281,0.5273438 0.359375,0.3789062 0.546875,0.9296875 0.1875,0.5468749 0.1875,1.3515624 0,0.7070313 -0.175781,1.2187501 -0.214844,0.62499995 -0.613281,1.0117187 -0.300781,0.29296875 -0.8125,0.45703125 Q 35.102531,0 34.461906,0 h -2.175781 z m 1.15625,0.96875 v 3.79296875 h 0.863281 q 0.484375,0 0.699219,-0.0546875 0.28125,-0.070312 0.464844,-0.2382813 0.1875,-0.1679687 0.304687,-0.5507812 0.117188,-0.386719 0.117188,-1.0507813 0,-0.6640625 -0.117188,-1.0195313 -0.117187,-0.3554687 -0.328125,-0.5546874 -0.210937,-0.1992188 -0.535156,-0.2695313 -0.242187,-0.054687 -0.949219,-0.054687 z" /><path
inkscape:connector-curvature="0"
id="path5351"
d="m 38.030876,0 v -5.7265625 h 1.15625 V 0 Z" /><path
inkscape:connector-curvature="0"
id="path5353"
d="m 40.282032,0 v -5.7265625 h 1.855469 q 1.054687,0 1.375,0.085937 0.492187,0.1289063 0.824219,0.5625 0.332031,0.4296875 0.332031,1.1132812 0,0.5273438 -0.191406,0.8867188 -0.191407,0.359375 -0.488282,0.5664062 -0.292968,0.203125 -0.597656,0.2695313 -0.414062,0.082031 -1.199219,0.082031 H 41.438282 V 0 Z m 1.15625,-4.7578125 v 1.625 h 0.632813 q 0.683593,0 0.914062,-0.089844 0.230469,-0.089844 0.359375,-0.28125 0.132813,-0.1914062 0.132813,-0.4453125 0,-0.3124999 -0.183594,-0.5156249 -0.183594,-0.203125 -0.464844,-0.2539063 -0.207031,-0.039063 -0.832031,-0.039063 z" /></g><g
id="text5261"
style="font-variant:normal;font-weight:bold;font-size:8px;font-family:Arial;-inkscape-font-specification:Arial-BoldMT;writing-mode:lr-tb;fill:#000000;fill-opacity:1;fill-rule:nonzero;stroke:none"
transform="matrix(1,0,0,-1,288.3,565)"
aria-label="TopView"><path
inkscape:connector-curvature="0"
id="path5356"
d="M 1.8710937,0 V -4.7578125 H 0.171875 v -0.96875 h 4.5507812 v 0.96875 H 3.0273438 V 0 Z" /><path
inkscape:connector-curvature="0"
id="path5358"
d="m 5.2003126,-2.1328125 q 0,-0.546875 0.2695313,-1.0585938 0.2695312,-0.5117187 0.7617187,-0.78125 0.4960938,-0.2695312 1.1054688,-0.2695312 0.9414062,0 1.5429687,0.6132812 0.6015625,0.609375 0.6015625,1.5429688 0,0.9414063 -0.609375,1.5625 Q 8.2667189,0.09375 7.3448439,0.09375 6.7745314,0.09375 6.2550001,-0.1640625 5.7393751,-0.421875 5.4698439,-0.91796875 5.2003126,-1.4179687 5.2003126,-2.1328125 Z m 1.125,0.058594 q 0,0.6171876 0.2929688,0.9453126 0.2929687,0.32812495 0.7226562,0.32812495 0.4296875,0 0.71875,-0.32812495 0.2929688,-0.328125 0.2929688,-0.9531251 0,-0.609375 -0.2929688,-0.9375 -0.2890625,-0.328125 -0.71875,-0.328125 -0.4296875,0 -0.7226562,0.328125 -0.2929688,0.328125 -0.2929688,0.9453125 z" /><path
inkscape:connector-curvature="0"
id="path5360"
d="m 10.302969,-4.1484375 h 1.023437 v 0.609375 q 0.199219,-0.3125 0.539063,-0.5078125 0.339844,-0.1953125 0.753906,-0.1953125 0.722656,0 1.226563,0.5664062 0.503906,0.5664063 0.503906,1.578125 0,1.0390626 -0.507813,1.61718755 Q 13.334219,0.09375 12.611563,0.09375 q -0.34375,0 -0.625,-0.13671875 -0.277344,-0.13671875 -0.585938,-0.46875 V 1.578125 h -1.097656 z m 1.085937,2.0039062 q 0,0.6992188 0.277344,1.0351563 0.277344,0.33203125 0.675781,0.33203125 0.382813,0 0.636719,-0.30468745 0.253906,-0.3085938 0.253906,-1.0078126 0,-0.6523437 -0.261718,-0.96875 Q 12.709219,-3.375 12.3225,-3.375 q -0.402344,0 -0.667969,0.3125 -0.265625,0.3085937 -0.265625,0.9179687 z" /><path
inkscape:connector-curvature="0"
id="path5362"
d="m 19.08297,0 -2.046875,-5.7265625 h 1.253906 l 1.449219,4.2382813 1.402343,-4.2382813 h 1.226563 L 20.317345,0 Z" /><path
inkscape:connector-curvature="0"
id="path5364"
d="m 22.942219,-4.7109375 v -1.015625 h 1.097656 v 1.015625 z m 0,4.7109375 v -4.1484375 h 1.097656 V 0 Z" /><path
inkscape:connector-curvature="0"
id="path5366"
d="m 27.560562,-1.3203125 1.09375,0.1835938 q -0.210937,0.60156245 -0.667969,0.9179687 -0.453125,0.3125 -1.136718,0.3125 -1.082032,0 -1.601563,-0.70703125 -0.410156,-0.56640625 -0.410156,-1.42968755 0,-1.03125 0.539062,-1.6132812 0.539063,-0.5859375 1.363282,-0.5859375 0.925781,0 1.460937,0.6132812 0.535156,0.609375 0.511719,1.8710938 h -2.75 q 0.01172,0.4882813 0.265625,0.76171875 0.253906,0.26953125 0.632812,0.26953125 0.257813,0 0.433594,-0.140625 0.175781,-0.140625 0.265625,-0.453125 z m 0.0625,-1.109375 q -0.01172,-0.4765625 -0.246094,-0.7226563 -0.234375,-0.25 -0.570312,-0.25 -0.359375,0 -0.59375,0.2617188 -0.234375,0.2617187 -0.230469,0.7109375 z" /><path
inkscape:connector-curvature="0"
id="path5368"
d="m 30.379656,0 -1.3125,-4.1484375 h 1.066406 l 0.777344,2.71875 0.714844,-2.71875 h 1.058593 l 0.691407,2.71875 0.792968,-2.71875 H 35.25075 L 33.918718,0 H 32.864031 L 32.149187,-2.6679688 31.446062,0 Z" /></g></g></g></svg>