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&lt;/diagram&gt;&lt;diagram name=&quot;Int_vs_Ext&quot; id=&quot;_G07fCSqh-846pqrns_z&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;pR7Q3TU72ZI46uwk0VEW&quot; 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&lt;/diagram&gt;&lt;diagram id=&quot;fGfkLdyRDWpzsojmK46q&quot; name=&quot;Page-3&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;EHCojVEUZXwEbpBfnZGr&quot; name=&quot;SWH-ID-1&quot;&gt;7Vldc+I2FP01PMLIluWPRyDQTmebpJPptPuUEbZsKxEWK4tg8usr2zK2sQsLhWy6Ay9YR9KVdM89VxczgNNl9ovAq/h3HhA2MEGQDeDdwDQNEzjqK0e2JeK6GogEDfSgGnii70SDQKNrGpC0NVByziRdtUGfJwnxZQvDQvBNe1jIWXvVFY5IB3jyMeuif9FAxho1bK/u+JXQKNZLu6Y+3xJXg/VJ0hgHfNOA4GwAp4JzWT4tsylhufMqv3z5Nnu4n8fj56nt/bH13mH8BIalsfkpU3ZHECSRlzWtnfCG2Vr7S59VbisHCr5OApIbMQZwsompJE8r7Oe9GxUyCovlkunukCdyjpeU5dEy5WtBiVDm7slGd04546IwDGd3k7nhKZzhBWET7L9GxVp9Q0LKWB+ut0+EJNke30ecZewYVKFP+JJIsVXztBWISjM66E1bx8CmDiEbaCxuRI9RgViHbbQzXVOjHjQ7JzDVwwwJVKTrJhcy5hFPMJvV6KTmDqhWPeYL5yvN2AuRcqtli9eSt/kkGZV/59NHSLe+NnruMm25aGyrRqLOW04CtlMBX5u99cSi1Zr5SARVLiNCg6eEFCg+u7jIHXRGVCgnq2V8cmicZkNiEZGDBp3+OBOEYUnf2tu7eNBU27yYvk+X6nw+Q553bmq4lr6Nyk4lcK8rcGh19Y2uJW/0ieQNvlfejoNa8h556OdReFWsHFW4+0MVbtwU3q9we+8K71G4hXqu8KtJ3O4wlfoxWeJndfiU8qTDm/KIbJODGY0S9ewrz+TymeR+o6rYHeuOJQ2CMjWQlL7jRWEql8uK00QWJ0KTAbrLbalskJaJ4Wjldi2S0PEyyzB6ODKvxVG1WIOklSAhzT4xOYcz5OVJs0CLNGj11cYfyZl1S4H96moT1ZsBPzIBVob/VzWO5cCft8ZB31nj2D+0xEE3ffeXOOC4wA14EYH/mRLxsHjJX9CZoPBfRYTNpD56ixH725pXHcPyJhurAYa7yupO9RTp78LKogLSjdr+WHE19nP/jC0jCBYmNAw39MzAMQ0XeB5GxMGeB/wQuaERACfElSG1+8W+cYWVu6zg3AWMJq/lSWIp8zeS49wD5hwLP1aBPUp5KDeKpVjJWeKIjLiIVPfZ+1ProqlatHgjaltDR4fy4Vc/jSjQgjlYiHyGUg6Cbiwip+e2gacHo2o24vGUTOJ0MgkvjDzL7YrcSrw6s8C9Gs+xRqjDp/ehVZ77b9ypaTfmdi+uode+E3p+UrlX4u3tUTD6snh8yZz4t9h6HA8f7ofdH1QHLm/wXy7v+pJuXN4JT8i5HKVS8FeyZ+laxJl7dznquctB329h6wzqVLP+36roa/z7B2f/AA==&lt;/diagram&gt;&lt;diagram name=&quot;SWH-ID-2&quot; id=&quot;t9wJKfUhZuQOcWO_4jXe&quot;&gt;7Vptc6M2EP41nmlvxh5AYOCjHdu9Tu+l10zv5VNGBgG6YESFHNv36yuBMAapsZ0zufTG+RDDSqxenn12VwsDcLPa/kZhnrwlIUoHlhFuB2A2sCzTMlz+IyS7SuJ5UhBTHMpOjeAWf0NSaEjpGoeoaHVkhKQM521hQLIMBawlg5SSTbtbRNL2qDmMkSK4DWCqSj/hkCVSao79puE1wnEih/Ysub4VrDvLlRQJDMnmQATmA3BDCWHV1Wp7g1KxefW+EOfz6+mn+00SZvT27frjLE8/Dytli3Me2S+BooxdVrVVqX6A6Vrul1wr29UbSMk6C5FQYg7AdJNghm5zGIjWDTcZLkvYKpXNEcnYAq5wKqzlhqwpRpSre4c2svGGpISWisF8Nl2YPpencInSKQzu43IsXZcIp6lOLqePKEPbDt5HNsvcI8hNH5EVYnTHn5NagFOpkUZvjaUNbBoTGhtSlhxYj1kLoTTbeK+6gYZfSHTOQAoowKCQG7q8JZQlJCYZTOeNdNpAZ/C7ps8bQnIJ2FfE2E6yFq4ZacOJtph9Fo+PHHn35aBltpWay5tdfZPx5VYPGWO3Fnw5bG0eLO9aT/6JKOY7hqgUnmNRRvm3NwuxQU8wCr7JfJgAPdLPlo4M0hg9qg/orYyiFDL80J7dxU3GvjC5z+fpYjF3fP+pfqEvcpu1nprdvspuYKvkdvritvNyuG2cym3XdVrcHvnOT0Pv8an0tn8kvcdXeuvpPe4Ebw29bUcTvHvjt6sgVQQJWsE7vvgCk0zBje8Ia4MDUxxn/DrgOyPIMxX7hnmaO5ENKxyGlWNABf4Gl6UqQZac4IyVK3KmA2cmdHFfUFRu4WjO1hdIzvEEyzQ1GFl9YeQpGOUURXj7grF53D1eHjPbaGEGbF1S/IyQ+VcHqOdWGyet/3tO91fz+H+V39gu+GnzG7MuxBxLcNwfmd/Us7zyu5vgGMcJboKLEPzvAtH3y6+iMGcZ5f7VQIxTJpfeQmT8z5rUDcMqkE14B9PLt00jv4rlb6llWQuKDZ/+hGM1CcT+TGwzDJcWME0v8q3QtUzP8H3oIBf6vhFEjheZoeFGsFbEZ7/sKueyapa1WGxBirP7aiUJY6ISORE7YC0gDRJu2KOCRGzDUUo4nRmM0YjQmDc/eX58XOeGD1pWQsf20JWm/DgBrAMzkIx5NBF5CZkcMFRjdFxNuAHnWyO/PTDIc1wJUFwJKZXcsV2Orile41pAJ8dz7ZGj4Ok/Z5ZnqmUsiR1/7IrcvmIN/HZQ0JyovGfFzdGE78olh/hBjCgBaOJCiiKmiRJza8Bn7s9CTPfX/PlfXvF/XMZNgZQ78erXfUChSohRJHxR5TwOw8JJllTO8qe1I6uTXDimpyYXumPeE/z5iYZ0QqGrBuONSFH+5JvLRFkFzJaEMbLSoMVIJzksEpgLZattLF6EjpawwMGo4Cny+ZljRjL00nA1gT9qR2obWAqyQJM2gt4SfLUutuc3P2IoXOcyBAskmX71/LUWr+35bRuojNXVO/tz/WoxTcGr5luw42lxWOJz5Pi2rM56b5Z7wZ6Q79dMJNdPO+e9SLbadtsL26oXtjRctby+ID2h2MYohllcMuqyJ/HvQYgSBmUwGPr9QmaO3I6HdU0VNbd2wy0f6/aEW83x04ooxouCrr9Q2E5xbEN1mI4GJLM3kDSVrjr4FVmuBMIig3mREHaNhN1I6HWAPTF37S0S1mzTpzgPmhTnAVdvBK/IPprjuL6mLvHM2KpFpT2eojzYxTbge4ayK2m70Pqgneo44x+cvlonfDhVp694VX5/egic/qh59IT634E1Kv94l3KwSZFX38kKUGB9E+GtiOBTOZ9Zu6wdhJk9wtwAozLXHgV8RGsRQgb5j5AXonIuTrzDdYHoEAuTi3gKID4QXTiiEF1WXu9+3zeYYGha3ijP4sFlXpv0b2hW29BsX83OxpqwX8u+x86+BR/8T9ntXfbXu4/G/OGPLx/uwuHzpWYNIBdKzQpGyT3qaOoLOKvzusvRvO4ydB+L2E9wEfy2+aS7bDv4MB7M/wU=&lt;/diagram&gt;&lt;diagram id=&quot;0s6e8K8SeGFec1hDC_Sv&quot; name=&quot;SWH-ID-3&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;sXJ52Tnq-4lXO_FOvLXD&quot; 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text-anchor="middle">1980</text></switch></g><rect x="80" y="242" width="40" height="20" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 252px; margin-left: 100px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><font color="#FFFFFF">1985</font></div></div></div></foreignObject><text x="100" y="256" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">1985</text></switch></g><rect x="160" y="242" width="40" height="20" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 252px; margin-left: 180px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><font color="#FFFFFF">1990</font></div></div></div></foreignObject><text x="180" y="256" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">1990</text></switch></g><rect x="240" y="242" width="40" height="20" fill="none" stroke="none" pointer-events="all"/><g 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requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 252px; margin-left: 420px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><font color="#FFFFFF">2005</font></div></div></div></foreignObject><text x="420" y="256" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">2005</text></switch></g><rect x="480" y="242" width="40" height="20" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 252px; margin-left: 500px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><font color="#FFFFFF">2010</font></div></div></div></foreignObject><text x="500" y="256" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">2010</text></switch></g><rect x="560" y="242" width="40" height="20" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: 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padding-top: 252px; margin-left: 660px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><font color="#FFFFFF">2020</font></div></div></div></foreignObject><text x="660" y="256" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">2020</text></switch></g><path d="M 40 222 L 40 162" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 40 222 L 50 232 L 40 242 L 30 232 Z" fill="#edbf19" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><path d="M 170 222 L 170 142" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 170 222 L 180 232 L 170 242 L 160 232 Z" fill="#edbf19" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><path d="M 340 222 L 340 182" fill="none" stroke="#000000" 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pointer-events="stroke"/><path d="M 650 196.5 Q 656.67 188.4 663.33 196.5 Q 670 204.6 676.67 196.5 Q 683.33 188.4 690 196.5 L 690 217.5 Q 683.33 209.4 676.67 217.5 Q 670 225.6 663.33 217.5 Q 656.67 209.4 650 217.5 Z" fill="#e20026" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><rect x="15" y="122" width="50" height="40" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 142px; margin-left: 40px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><div><font size="1"><b style="font-size: 22px">RCS</b></font></div><div>1982<br /></div></div></div></div></foreignObject><text x="40" y="146" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">RCS...</text></switch></g><rect x="145" y="102" width="50" height="40" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 122px; margin-left: 170px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><div><font size="1"><b style="font-size: 22px">CVS</b></font></div><div>1990<br /></div></div></div></div></foreignObject><text x="170" y="126" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">CVS...</text></switch></g><rect x="265" y="142" width="150" height="40" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 162px; margin-left: 340px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><div><font size="1"><b style="font-size: 22px">Subversion</b></font></div><div>2000<br /></div></div></div></div></foreignObject><text x="340" y="166" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">Subversion...</text></switch></g><rect x="380" y="82" width="50" height="40" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 102px; margin-left: 405px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><div><font size="1"><b style="font-size: 22px">Git</b></font></div><div>2005<br /></div></div></div></div></foreignObject><text x="405" y="106" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">Git...</text></switch></g><rect x="380" y="32" width="130" height="40" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 52px; margin-left: 445px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><div><font size="1"><b style="font-size: 22px">Mercurial</b></font></div><div>2005<br /></div></div></div></div></foreignObject><text x="445" y="56" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">Mercurial...</text></switch></g><rect x="420" y="142" width="90" height="40" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 162px; margin-left: 465px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><div><font size="1"><b style="font-size: 22px">Bazaar</b></font></div><div>2005<br /></div></div></div></div></foreignObject><text x="465" y="166" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">Bazaar...</text></switch></g><rect x="650" y="147" width="130" height="50" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 172px; margin-left: 715px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><div><b>90 M repositories <br /></b></div><div align="left"><b>archived</b></div><div align="left">sep 2019<br /></div></div></div></div></foreignObject><text x="715" y="176" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">90 M repositories...</text></switch></g><rect x="0" y="0" width="140" height="20" fill="#fff2cc" stroke="#d6b656" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 138px; height: 1px; padding-top: 10px; margin-left: 2px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><span>Local VCS</span></div></div></div></foreignObject><text x="70" y="14" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">Local VCS</text></switch></g><rect x="145" y="0" width="235" height="20" fill="#ffe6cc" stroke="#d79b00" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 233px; height: 1px; padding-top: 10px; margin-left: 147px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><span>Centralized VCS</span></div></div></div></foreignObject><text x="263" y="14" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">Centralized VCS</text></switch></g><rect x="384" y="0" width="336" height="20" fill="#f8cecc" stroke="#b85450" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 334px; height: 1px; padding-top: 10px; margin-left: 386px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><span>Distributed VCS</span></div></div></div></foreignObject><text x="552" y="14" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">Distributed VCS</text></switch></g><rect x="462" y="87" width="240" height="60" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 117px; margin-left: 582px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Courier New; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; "><div align="center"><font size="1"><b style="font-size: 22px"><font style="line-height: 140%">Software Heritage</font> <br /></b></font></div><div align="center">Official launch of archive <br /></div>2016</div></div></div></foreignObject><text x="582" y="121" fill="#000000" font-family="Courier New" font-size="12px" text-anchor="middle">Software Heritage...</text></switch></g><path d="M 580 219.5 L 580 183 L 580.08 142.02" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 567.5 212 L 592.5 232 L 567.5 252 Z" fill="#e20026" stroke="#000000" stroke-miterlimit="10" transform="rotate(90,580,232)" pointer-events="all"/></g></svg>
\ No newline at end of file
diff --git a/talks-public/2020-01-29-Pidapalooza/2020-01-29-Pidapalooza.org b/talks-public/2020-01-29-Pidapalooza/2020-01-29-Pidapalooza.org
index 221680d..0c94a05 100644
--- a/talks-public/2020-01-29-Pidapalooza/2020-01-29-Pidapalooza.org
+++ b/talks-public/2020-01-29-Pidapalooza/2020-01-29-Pidapalooza.org
@@ -1,245 +1,242 @@
#+COLUMNS: %40ITEM %10BEAMER_env(Env) %9BEAMER_envargs(Env Args) %10BEAMER_act(Act) %4BEAMER_col(Col) %10BEAMER_extra(Extra) %8BEAMER_opt(Opt)
-#+TITLE: The swh-id: a digital fingerprint identifying software source code
+#+TITLE: The SWH-ID: a digital fingerprint identifying software source code
#+SUBTITLE:
#+AUTHOR: Roberto Di Cosmo
#+EMAIL: roberto@dicosmo.org @rdicosmo @swheritage
#+BEAMER_HEADER: \date{January 29th, 2020}
#+BEAMER_HEADER: \title[The swh-id]{The swh-id: a digital fingerprint identifying software source code}
-#+BEAMER_HEADER: \author[{\bf Roberto Di Cosmo}, Morane Gruenpeter]{{\bf Roberto Di Cosmo}, Morane Guenpeter\\[1em]%
-#+BEAMER_HEADER: Director, Software Heritage\\Computer Science full professor, Inria and IRIF\\[-1em]}
+#+BEAMER_HEADER: \author[{\bf Roberto Di Cosmo}, Morane Gruenpeter]{{\bf Roberto Di Cosmo}, Morane Guenpeter\\[1em]}]
# #+BEAMER_HEADER: \setbeameroption{show notes on second screen}
#+BEAMER_HEADER: \setbeameroption{hide notes}
#+KEYWORDS: software heritage legacy preservation knowledge mankind technology
#+LATEX_HEADER: \usepackage{tcolorbox}
#+LATEX_HEADER: \definecolor{links}{HTML}{2A1B81}
#+LATEX_HEADER: \hypersetup{colorlinks,linkcolor=,urlcolor=links}
#
# prelude.org contains all the information needed to export the main beamer latex source
# use prelude-toc.org to get the table of contents
#
#+INCLUDE: "../../common/modules/prelude-toc.org" :minlevel 1
#+INCLUDE: "../../common/modules/169.org"
# +LaTeX_CLASS_OPTIONS: [aspectratio=169,handout,xcolor=table]
#+LATEX_HEADER: \usepackage{bbding}
#+LATEX_HEADER: \DeclareUnicodeCharacter{66D}{\FiveStar}
#
# If you want to change the title logo it's here
#
# +BEAMER_HEADER: \titlegraphic{\includegraphics[width=0.7\textwidth]{SWH-logo}}
# aspect ratio can be changed, but the slides need to be adapted
# - compute a "resizing factor" for the images (macro for picblocks?)
#
# set the background image
#
# https://pacoup.com/2011/06/12/list-of-true-169-resolutions/
#
#+BEAMER_HEADER: \pgfdeclareimage[height=90mm,width=160mm]{bgd}{swh-world-169.png}
#+BEAMER_HEADER: \setbeamertemplate{background}{\pgfuseimage{bgd}}
#+LATEX: \addtocounter{framenumber}{-1}
-* Software as heritage
+* Software is our heritage
** Source Code: /executable/ and /human readable/ knowledge
#+INCLUDE: "../../common/modules/source-code-different-short.org::#thesourcecode" :only-contents t :minlevel 3
***
Len Shustek, CHM\hfill /“Source code provides a view into the mind of the designer.”/
** The Paris call: Software Source Code is part of our Heritage
#+INCLUDE: "../../common/modules/paris-call-2019.org::#pariscall2019" :only-contents t :minlevel 3
* Preserving all software source code
#+INCLUDE: "../../common/modules/swh-goals-oneslide-vertical.org::#goals" :minlevel 2
** A principled infrastructure \hfill \url{http://bit.ly/swhpaper} :noexport:
#+latex: \begin{center}
#+ATTR_LATEX: :width 0.5\linewidth
file:SWH-as-foundation-slim.png
#+latex: \end{center}
#+BEAMER: \pause
#+latex: \centering
#+ATTR_LATEX: :width \extblockscale{.7\linewidth}
file:growth.png
#+BEAMER: \pause
*** Technology
:PROPERTIES:
:BEAMER_col: 0.34
:BEAMER_env: block
:END:
- transparency and FOSS
- replicas all the way down
*** Content (billions!)
:PROPERTIES:
:BEAMER_col: 0.32
:BEAMER_env: block
:END:
- *intrinsic identifiers*
- facts and provenance
*** Organization
:PROPERTIES:
:BEAMER_col: 0.33
:BEAMER_env: block
:END:
- non-profit
- multi-stakeholder
** Source code is /special/
-*** Software /evolves/ over time
- - projects may last decades
- - the /development history/ is key to its /understanding/
-#+BEAMER: \pause
-*** Complexity :B_picblock:
+***
:PROPERTIES:
:BEAMER_env: picblock
- :BEAMER_OPT: pic=python3-matplotlib.pdf, width=.45\linewidth
+ :BEAMER_OPT: pic=python3-matplotlib.pdf, width=.51\linewidth
:END:
+ Software **evolves** over time
+ - projects may last decades
+ - the /development history/ is key to its /understanding/
+ #+BEAMER: \pause
+ Layers of **complexity**
- /millions/ of lines of code
- large /web of dependencies/
- sophisticated /developer communities/
#+BEAMER: \pause
*** Bottomline
- we must archive /all/ the source code
- we must preserve /all/ the history of its development
- - we must /identify/ all the archived software artifacts (more than 20 billions today!)
+ - we must **identify** /all/ the archived software artifacts (more than 20 billions today!)
\hfill how can we do this?
** Evolution of software development
*** Version control system (VCS)
- records changes made to a (set of) source code file(s)
- allows to operate on versions: diff/merge/fork/recover etc.
- *essential* tool for software development
*** Three decades of evolution
- - Local VCS :: \mbox{}\\
- RCS (1982)
- - Centralised VCS :: \mbox{}\\
- CVS (1990), Subversion (2000)
- - Distributed VCS :: \mbox{}\\
- Git (2005), Mercurial (2005), Bazaar (2005)
+#+LATEX: \centering
+#+LATEX: \includegraphics[width=.8\linewidth]{VCS_history_timeline.png}
+
** In a picture \hfill (from https://github.com/progit/progit2) :noexport:
#+BEGIN_EXPORT latex
\centering\forcebeamerstart
\only<1>{\colorbox{white}{\includegraphics[width=\extblockscale{.5\linewidth}]{localvcs}}\mbox{}\\[2em]
\texttt{co -r1.2 file.c}
}
\only<2>{\colorbox{white}{\includegraphics[width=\extblockscale{.5\linewidth}]{centralisedvcs}}\mbox{}\\[2em]
\texttt{cvs co -r Rel-1A ProgABC}
}
\only<3>{\colorbox{white}{\includegraphics[width=\extblockscale{.5\linewidth}]{distvcs}}\mbox{}\\[2em]
\texttt{git checkout df3b1b08f756569eff0919e37d8af1f403515b31}
}
\forcebeamerend
#+END_EXPORT
** Foundations of modern DVCS
**** Requirements for the D in DVCS
- *intrinsic* unique identifiers... \hfill (here: /cryptographic signature/, aka "hash")
- ... that work for *tree structures* (software directories)
#+BEAMER: \pause
# R. C. Merkle, A digital signature based on a conventional encryption
# function, Crypto '87
**** Merkle tree to the rescue (R. C. Merkle, Crypto 1979) :B_picblock:
:PROPERTIES:
:BEAMER_opt: pic=merkle, leftpic=true, width=.7\linewidth
:BEAMER_env: picblock
:BEAMER_act:
:END:
Combination of
- tree
- hash function
** A massive adoption
*** GitHub today
- *100.000.000* repositories
- *40.000.000* developers worldwide
See https://octoverse.github.com/2017/
***
\hfill Let's use it!
* The SWH-ID: the source code fingerprint
** The SWH-ID schema
# TODO: drawing with swh:1:cnt:xxxxxxx "exploded" and explained
#+LATEX: \centering\forcebeamerstart
#+LATEX: \only<1>{\includegraphics[width=\linewidth]{SWH-ID-1.png}}
#+LATEX: \only<2>{\includegraphics[width=\linewidth]{SWH-ID-2.png}}
#+LATEX: \only<3>{\includegraphics[width=\linewidth]{SWH-ID-3.png}}
#+LATEX: \forcebeamerend
** A worked example
#+LATEX: \centering\forcebeamerstart
#+LATEX: \only<1>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/merkle_1.pdf}}}
#+LATEX: \only<2>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/contents.pdf}}}
#+LATEX: \only<3>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/merkle_2_contents.pdf}}}
#+LATEX: \only<4>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/directories.pdf}}}
#+LATEX: \only<5>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/merkle_3_directories.pdf}}}
#+LATEX: \only<6>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/revisions.pdf}}}
#+LATEX: \only<7>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/merkle_4_revisions.pdf}}}
#+LATEX: \only<8>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/releases.pdf}}}
#+LATEX: \only<9>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/merkle_5_releases.pdf}}}
#+LATEX: \only<10>{\colorbox{white}{\includegraphics[width=\extblockscale{\linewidth}]{git-merkle/snapshots.pdf}}}
#+LATEX: \forcebeamerend
** Demo time
***
Let's look at some famous exceprts of source code
#+BEAMER: \pause
*** Apollo 11 source code ([[https://archive.softwareheritage.org/swh:1:cnt:64582b78792cd6c2d67d35da5a11bb80886a6409;origin=https://github.com/virtualagc/virtualagc;lines=245-261/][excerpt]]) :B_block:BMCOL:
:PROPERTIES:
:BEAMER_col: 0.48
:BEAMER_env: block
:END:
#+LATEX: \includegraphics[width=\linewidth]{apollo-11-cranksilly.png}
# excerpt of routine that asks astronaut to turn around the LEM
#+BEAMER: \pause
*** Quake III source code ([[https://archive.softwareheritage.org/swh:1:cnt:bb0faf6919fc60636b2696f32ec9b3c2adb247fe;origin=https://github.com/id-Software/Quake-III-Arena;lines=549-572/][excerpt]]) :B_block:BMCOL:
:PROPERTIES:
:BEAMER_col: 0.45
:BEAMER_env: block
:END:
#+LATEX: \includegraphics[width=\linewidth]{quake-carmack-sqrt-1.png}
# smart efficient implementation of 1/sqrt(x) on a CPU without special support
#+BEAMER: \pause
*** :B_ignoreheading:
:PROPERTIES:
:BEAMER_env: ignoreheading
:END:
*** It works!
we have /intrinsic/ identifiers for all 20+ billion objects in the archive
* Conclusion
** Food for thought
*** Intrinsic identifiers...
- can be extracted from the object itself, hence:
- no need for a central authority, nor maintenance
- any modification to the object changes the identifier
- identifies the object, not the metadata!
*** ... /for source code/
- Distributed Version Control Systems made them popular
- massively used every day by millions of software developers
- Software Heritage provides SWH-IDs for billions of software artifacts
#+BEAMER: \pause
* Extrinsic vs Intrinsic identifiers :noexport:
** An important distinction: DIOs vs. IDOs
:PROPERTIES:
:CUSTOM_ID: diovsido
:END:
#+BEGIN_EXPORT latex
\begin{quote}
The term “Digital Object Identifier” is construed as “digital identifier of an object," rather than “identifier of a digital object” \hfill Norman Paskin. 2010
\end{quote}
#+END_EXPORT
#+BEAMER: \pause
*** DIO (Digital Identifier of an Object)
digital identifiers for (potentially) *non digital objects*
- epistemic complexity (manifestations, versions, locations, etc.)
- need an authority to ensure persistence and uniqueness
#+BEAMER: \pause
*** IDO (Identifier of a Digital Object)
digital identifiers (only) for *digital objects*
- can provide both *integrity* and *no middle man*
- broadly used in modern software development (git, etc.)
** An important distinction: DIOs vs. IDOs
#+latex: \begin{center}
#+ATTR_LATEX: :width 0.859\linewidth
file:DIOvsIDO.png
#+latex: \end{center}
#+BEAMER: \pause
\hfill for the core Software Heritage archive, *IDOs are enough*
** Intrinsic: what does it really mean?
Examples of intrinsic identifiers (DNA, music notes, etc.)

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