1239 lines
315 KiB
XML
1239 lines
315 KiB
XML
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<style>
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<![CDATA[
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@font-face {
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font-family: 'victor_monobold';
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src: 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) format('woff2'),
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) format('woff');
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font-weight: bold;
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font-style: normal;
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}
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@font-face {
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font-family: 'victor_monoitalic';
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src: 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) format('woff2'),
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) format('woff');
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font-weight: normal;
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font-style: italic;
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}
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@font-face {
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font-family: 'victor_monomedium';
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src: 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) format('woff2'),
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font-weight: medium;
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font-style: normal;
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@font-face {
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font-family: 'victor_monomedium_italic';
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src: 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format('woff2'),
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font-weight: medium;
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font-style: italic;
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}
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#mermaid-1637610300913 {
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fill: #333
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}
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#mermaid-1637610300913 .edge-thickness-normal {
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stroke-width: 2px
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fill: #F6B303
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}
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#mermaid-1637610300913 .edge-pattern-solid {
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stroke-dasharray: 0
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fill: #F6B303
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}
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#mermaid-1637610300913 .marker {
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fill: #AFAC6A;
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stroke: #AFAC6A;
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stroke-width: 2px;
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}
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#mermaid-1637610300913 .marker.cross {
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stroke: #333
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}
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#mermaid-1637610300913,
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#mermaid-1637610300913 svg {
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font-family: 'victor_monomedium';
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font-size: 12px
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}
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#mermaid-1637610300913 .label {
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font-family: 'victor_monobold';
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font-weight: bold;
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font-size: 13px;
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color: #333
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}
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#mermaid-1637610300913 span {
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fill: #333;
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color: #333
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}
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#mermaid-1637610300913 span .exercise_tbd {
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color: #9F80DF
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}
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#mermaid-1637610300913 span .exercise_wip {
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color: #AFAC6A
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}
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#mermaid-1637610300913 span .exercise_beta {
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color: #333
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}
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#mermaid-1637610300913 span .concept {
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font-family: 'victor_monoitalic';
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font-weight: italic;
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font-size: 12px;
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color: #333
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stroke: #F6B303;
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stroke-width: 1px
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}
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fill: #DEE8BB;
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stroke: #AFAC6A;
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stroke-width: 2px;
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stroke-dasharray: 8;
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}
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#mermaid-1637610300913 .node.default.clickable.tbd circle,
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#mermaid-1637610300913 .node path {
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fill: #D9D7FF;
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stroke: #9F80DF;
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stroke-width: 2px;
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stroke-dasharray: 8;
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}
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#mermaid-1637610300913 .node .label {
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text-align: center
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}
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#mermaid-1637610300913 .node.clickable {
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cursor: pointer
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}
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#mermaid-1637610300913 .flowchart-link {
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fill: #DEE8BB;
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stroke: #AFAC6A;
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stroke-width: 2px;
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}
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#mermaid-1637610300913 .edgeLabel {
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background-color: #e8e8e8;
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text-align: center
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}
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#mermaid-1637610300913 :root {
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--mermaid-font-family: 'victor_monomedium'
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}
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</style>
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</marker>
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<path d="m1 1 9 9m0-9-9 9" class="arrowMarkerPath" style="stroke-width:2;stroke-dasharray:1,0"/>
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</marker>
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<g class="edgePaths">
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|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Class Interfaces</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://exercism.org/tracks/python/exercises/meltdown-mitigation" target="_blank" transform="translate(1062.003874 541.09246)">
|
|
<g id="flowchart-conditionals-129" class="node default clickable">
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|
<circle r="80.305984"/>
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<foreignObject width="145.611969" height="46.666664" class="label" transform="translate(-72.805984 -18.333332)">
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|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_beta">Meltdown Mitigation</span>
|
|
<br/>
|
|
<span class="concept">Conditionals</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/tree/main/exercises/concept/black-jack" target="_blank" transform="translate(861.606749 329.01564)">
|
|
<g id="flowchart-comparisons-130" class="node default clickable wip">
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<circle r="51.588539"/>
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<foreignObject width="88.177078" height="65" class="label" transform="translate(-44.08854 -20.5)">
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|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_wip">Black Jack</span>
|
|
<br/>
|
|
<span class="concept">comparisons</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2370" target="_blank" transform="translate(1974.881458 1561.072922)">
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<g id="flowchart-context-manager-customization-131" class="node default clickable tbd">
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<circle r="70.429688"/>
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<foreignObject width="125.859375" height="65" class="label" transform="translate(-62.929688 -27.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Context Manager
|
|
<br/>
|
|
Customization</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2356" target="_blank" transform="translate(2298.546818 1561.072922)">
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<g id="flowchart-decorators-132" class="node default clickable tbd">
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<circle r="46.152344"/>
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<foreignObject width="77.304688" height="46.666664" class="label" transform="translate(-38.652344 -20.333332)">
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|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Decorators</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2365" target="_blank" transform="translate(1368.289669 1561.072922)">
|
|
<g id="flowchart-descriptors-133" class="node default clickable tbd">
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<circle r="47.630207"/>
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<foreignObject width="80.260414" height="46.666664" class="label" transform="translate(-40.130207 -20.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Descriptors</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2295" target="_blank" transform="translate(743.696592 1123.898438)">
|
|
<g id="flowchart-list-comprehensions-134" class="node default clickable tbd">
|
|
<circle r="80.833328"/>
|
|
<foreignObject width="146.666656" height="46.666664" class="label" transform="translate(-73.333328 -22.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">List Comprehensions</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2294" target="_blank" transform="translate(743.696592 1343.227867)">
|
|
<g id="flowchart-other-comprehensions-135" class="node default clickable tbd">
|
|
<circle r="88.496101"/>
|
|
<foreignObject width="161.992203" height="46.666664" class="label" transform="translate(-80.996101 -22.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Other Comprehensions</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://exercism.org/tracks/python/exercises/inventory-management" target="_blank" transform="translate(346.61327 1123.898438)">
|
|
<g id="flowchart-dicts-136" class="node default clickable">
|
|
<circle r="52.884113"/>
|
|
<foreignObject width="90.768227" height="65" class="label" transform="translate(-45.384113 -30.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_beta">Inventory
|
|
<br/>
|
|
Management</span>
|
|
<br/>
|
|
<span class="concept">dicts</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2348" target="_blank" transform="translate(346.61327 1343.227867)">
|
|
<g id="flowchart-dict-methods-137" class="node default clickable tbd">
|
|
<circle r="54.329426"/>
|
|
<foreignObject width="93.658852" height="46.666664" class="label" transform="translate(-46.829426 -22.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Dict-Methods</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/tree/main/exercises/concept/log-levels" target="_blank" transform="translate(1690.301384 1561.072922)">
|
|
<g id="flowchart-enums-138" class="node default clickable wip">
|
|
<circle r="46.972656"/>
|
|
<foreignObject width="78.945313" height="55" class="label" transform="translate(-37.472656 -20.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_wip">Log Levels</span>
|
|
<br/>
|
|
<span class="concept">Enums</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2353" target="_blank" transform="translate(2392.355417 930.714851)">
|
|
<g id="flowchart-functions-139" class="node default clickable tbd">
|
|
<circle r="41.757813"/>
|
|
<foreignObject width="68.515625" height="46.666664" class="label" transform="translate(-34.257813 -22.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Functions</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2354" target="_blank" transform="translate(2182.778591 1123.898438)">
|
|
<g id="flowchart-function-arguments-140" class="node default clickable tbd">
|
|
<circle r="78.932289"/>
|
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<foreignObject width="142.864578" height="46.666664" class="label" transform="translate(-71.43229 -18.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Function Arguments</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2359" target="_blank" transform="translate(2659.777288 1123.898438)">
|
|
<g id="flowchart-functional-tools-141" class="node default clickable tbd">
|
|
<circle r="66.321613"/>
|
|
<foreignObject width="117.643227" height="46.666664" class="label" transform="translate(-58.821613 -18.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Functional Tools</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2366" target="_blank" transform="translate(2659.777288 1343.227867)">
|
|
<g id="flowchart-functools-142" class="node default clickable tbd">
|
|
<circle r="69.6875"/>
|
|
<foreignObject width="124.375" height="46.666664" class="label" transform="translate(-62.1875 -18.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Functools Module</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2293" target="_blank" transform="translate(1004.188122 1561.072922)">
|
|
<g id="flowchart-generators-143" class="node default clickable wip">
|
|
<circle r="57.773438"/>
|
|
<foreignObject width="100.546875" height="55" class="label" transform="translate(-50.273438 -18.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_wip">Plane Tickets</span>
|
|
<br/>
|
|
<span class="concept">Generators</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2292" target="_blank" transform="translate(1004.188122 1777.609375)">
|
|
<g id="flowchart-generator-expressions-144" class="node default clickable tbd">
|
|
<circle r="87.1875"/>
|
|
<foreignObject width="159.375" height="46.666664" class="label" transform="translate(-79.6875 -22.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Generator Expressions</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2355" target="_blank" transform="translate(2420.369732 1123.898438)">
|
|
<g id="flowchart-higher-order-functions-145" class="node default clickable tbd">
|
|
<circle r="56.126301"/>
|
|
<foreignObject width="97.252602" height="65" class="label" transform="translate(-48.6263 -22.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Higher Order
|
|
<br/>
|
|
Functions</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2357" target="_blank" transform="translate(2453.266874 1343.227867)">
|
|
<g id="flowchart-anonymous-functions-146" class="node default clickable tbd">
|
|
<circle r="86.822914"/>
|
|
<foreignObject width="158.645828" height="65" class="label" transform="translate(-79.322914 -20.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Anonymous Functions
|
|
<br/>
|
|
AKA Lambdas</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2367" target="_blank" transform="translate(1004.188122 1343.227867)">
|
|
<g id="flowchart-iterators-147" class="node default clickable tbd">
|
|
<circle r="38.44401"/>
|
|
<foreignObject width="61.88802" height="46.666664" class="label" transform="translate(-30.94401 -20.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">iterators</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/issues/2368" target="_blank" transform="translate(2082.964142 930.714851)">
|
|
<g id="flowchart-itertools-148" class="node default clickable tbd">
|
|
<circle r="37.786457"/>
|
|
<foreignObject width="60.572914" height="46.666664" class="label" transform="translate(-30.286457 -20.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">itertools</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://exercism.org/tracks/python/exercises/card-games" target="_blank" transform="translate(515.343735 930.714851)">
|
|
<g id="flowchart-lists-149" class="node default clickable">
|
|
<circle r="50.32552"/>
|
|
<foreignObject width="85.651039" height="46.666664" class="label" transform="translate(-42.82552 -22.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_beta">Card Games</span>
|
|
<br/>
|
|
<span class="concept">lists</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://exercism.org/tracks/python/exercises/chaitanas-colossal-coaster" target="_blank" transform="translate(515.343735 1123.898438)">
|
|
<g id="flowchart-list-methods-150" class="node default clickable">
|
|
<circle r="65.846352"/>
|
|
<foreignObject width="116.692703" height="65" class="label" transform="translate(-58.346352 -30.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_beta">Chaitana's
|
|
<br/>
|
|
Colossal Coaster</span>
|
|
<br/>
|
|
<span class="concept">list-methods</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://exercism.org/tracks/python/exercises/making-the-grade" target="_blank" transform="translate(1547.072224 748.013031)">
|
|
<g id="flowchart-loops-151" class="node default clickable">
|
|
<circle r="70.351563"/>
|
|
<foreignObject width="125.703125" height="46.666664" class="label" transform="translate(-62.851563 -15.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_beta">Making the Grade</span>
|
|
<br/>
|
|
<span class="concept">loops</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/tree/main/exercises/concept/restaurant-rozalynn" target="_blank" transform="translate(2182.778591 1343.227867)">
|
|
<g id="flowchart-none-152" class="node default clickable wip">
|
|
<circle r="80.768227"/>
|
|
<foreignObject width="146.536453" height="65" class="label" transform="translate(-69.628906 -15.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_wip">Restaurant Rozalynn</span>
|
|
<br/>
|
|
<span class="concept">none</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://exercism.org/tracks/python/exercises/currency-exchange" target="_blank" transform="translate(212.882805 329.01564)">
|
|
<g id="flowchart-numbers-153" class="node default clickable">
|
|
<circle r="75.507813"/>
|
|
<foreignObject width="136.015625" height="65" class="label" transform="translate(-68.007813 -27.5)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_beta">Currency Exchange</span>
|
|
<br/>
|
|
<span class="concept"> numbers
|
|
<br/>
|
|
(ints & floats)</span>
|
|
</span>
|
|
</div>
|
|
</foreignObject>
|
|
</g>
|
|
</a>
|
|
<a xlink:href="https://github.com/exercism/python/tree/main/concepts/complex-numbers" target="_blank" transform="translate(212.882805 541.09246)">
|
|
<g id="flowchart-complex-numbers-154" class="node default clickable tbd">
|
|
<circle r="86.569008"/>
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|
<foreignObject width="158.138016" height="46.666664" class="label" transform="translate(-79.069008 -18.333332)">
|
|
<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD <em>(Bowling Game??)</em></span>
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<br/>
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<span class="concept">complex-numbers</span>
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</span>
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</div>
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</a>
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<a xlink:href="https://github.com/exercism/python/tree/main/concepts/raising-and-handling-errors" target="_blank" transform="translate(876.476536 930.714851)">
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<g id="flowchart-raising-and-handling-errors-155" class="node default clickable tbd">
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
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<span class="nodeLabel">
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<span class="exercise_tbd">TBD</span>
|
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<br/>
|
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<span class="concept">Raising &
|
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<br/>
|
|
Handling Errors</span>
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</span>
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</div>
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</a>
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<a xlink:href="https://github.com/exercism/python/issues/2287" target="_blank" transform="translate(861.606749 541.09246)">
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
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<span class="exercise_tbd">TBD</span>
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<br/>
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<span class="concept">Rich Comparisons</span>
|
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</span>
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</div>
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</foreignObject>
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</a>
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<a xlink:href="https://github.com/exercism/python/issues/2290" target="_blank" transform="translate(919.699196 1123.898438)">
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
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<span class="nodeLabel">
|
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<span class="exercise_tbd">TBD</span>
|
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<br/>
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<span class="concept">sequences</span>
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</span>
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</div>
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</foreignObject>
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</g>
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</a>
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<a xlink:href="https://exercism.org/tracks/python/exercises/cater-waiter" target="_blank" transform="translate(1117.40101 1123.898438)">
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
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<span class="nodeLabel">
|
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<span class="exercise_beta">Cater-Waiter</span>
|
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<br/>
|
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<span class="concept">sets</span>
|
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</span>
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</div>
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</foreignObject>
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</g>
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</a>
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<a xlink:href="https://exercism.org/tracks/python/exercises/little-sisters-vocab" target="_blank" transform="translate(344.451813 748.013031)">
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<g id="flowchart-strings-159" class="node default clickable">
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<circle r="56.25"/>
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
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<span class="nodeLabel">
|
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<span class="exercise_beta">Little
|
|
<br/>
|
|
Sister's Vocab</span>
|
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<br/>
|
|
<span class="concept">strings</span>
|
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</span>
|
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</div>
|
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</foreignObject>
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</g>
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</a>
|
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<a xlink:href="https://github.com/exercism/python/tree/main/exercises/concept/pretty-leaflet" target="_blank" transform="translate(173.55989 1123.898438)">
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<g id="flowchart-string-formatting-160" class="node default clickable wip">
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<circle r="70.16927"/>
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
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<span class="nodeLabel">
|
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<span class="exercise_wip">Pretty Leaflet</span>
|
|
<br/>
|
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<span class="concept">String Formatting</span>
|
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</span>
|
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</div>
|
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</foreignObject>
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</g>
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</a>
|
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<a xlink:href="https://exercism.org/tracks/python/exercises/little-sisters-essay" target="_blank" transform="translate(68.279945 930.714851)">
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<g id="flowchart-string-methods-161" class="node default clickable">
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<circle r="60.279945"/>
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<foreignObject width="105.559891" height="65" class="label" transform="translate(-52.779945 -27.5)">
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
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<span class="nodeLabel">
|
|
<span class="exercise_beta">Little Sister's
|
|
<br/>
|
|
Essay</span>
|
|
<br/>
|
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<span class="concept">String Methods</span>
|
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</span>
|
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</div>
|
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</foreignObject>
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</g>
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</a>
|
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<a xlink:href="https://exercism.org/tracks/python/exercises/tisbury-treasure-hunt" target="_blank" transform="translate(1365.083292 930.714851)">
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<g id="flowchart-tuples-162" class="node default clickable">
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<circle r="58.463539"/>
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<foreignObject width="101.927078" height="65" class="label" transform="translate(-50.96354 -27.5)">
|
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_beta">Tisbury
|
|
<br/>
|
|
Treasure Hunt</span>
|
|
<br/>
|
|
<span class="concept">tuples</span>
|
|
</span>
|
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</div>
|
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</foreignObject>
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</g>
|
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</a>
|
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<a xlink:href="https://github.com/exercism/python/issues/2360" target="_blank" transform="translate(1861.883419 1123.898438)">
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<g id="flowchart-unpacking-and-multiple-assignment-163" class="node default clickable tbd">
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<circle r="76.25"/>
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">Unpacking
|
|
<br/>
|
|
& Multi-assignment</span>
|
|
</span>
|
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</div>
|
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</foreignObject>
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</a>
|
|
<a xlink:href="https://github.com/exercism/python/tree/main/concepts/user-defined-errors" target="_blank" transform="translate(1191.310509 1561.072922)">
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<g id="flowchart-user-defined-errors-164" class="node default clickable tbd">
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<circle r="79.348953"/>
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">User Definied Errors</span>
|
|
</span>
|
|
</div>
|
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</foreignObject>
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</g>
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</a>
|
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<a xlink:href="https://github.com/exercism/python/issues/2369" target="_blank" transform="translate(1974.881458 1343.227867)">
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<g id="flowchart-with-165" class="node default clickable tbd">
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<circle r="77.128906"/>
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<foreignObject width="139.257813" height="65" class="label" transform="translate(-69.628906 -30.5)">
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<div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;white-space:nowrap">
|
|
<span class="nodeLabel">
|
|
<span class="exercise_tbd">TBD</span>
|
|
<br/>
|
|
<span class="concept">with
|
|
<br/>
|
|
(Context Managers)</span>
|
|
</span>
|
|
</div>
|
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</foreignObject>
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</a>
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