Narzędzia użytkownika

Narzędzia witryny


notatki:diffie_hellman

Różnice

Różnice między wybraną wersją a wersją aktualną.

Odnośnik do tego porównania

Poprzednia rewizja po obu stronachPoprzednia wersja
Nowa wersja
Poprzednia wersja
notatki:diffie_hellman [2025/05/21 15:26] – Embedded diagram updated administratornotatki:diffie_hellman [2025/05/22 15:46] (aktualna) administrator
Linia 1: Linia 1:
 ====== Security: Diffie Hellman ====== ====== Security: Diffie Hellman ======
 +
 +====== Schemat ======
 +
 +<diagram><svg xmlns="http://www.w3.org/2000/svg" style="background: transparent; background-color: transparent; color-scheme: light dark;" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="1684px" height="910px" viewBox="-0.5 -0.5 1684 910" content="&lt;mxfile host=&quot;wiki.ostrowski.net.pl&quot; agent=&quot;Mozilla/5.0 (Windows NT 10.0; Win64; x64; rv:128.0) Gecko/20100101 Firefox/128.0&quot; version=&quot;26.2.15&quot;&gt;&lt;diagram id=&quot;MPfTyJJEroek4mZsyae9&quot; name=&quot;Page-1&quot;&gt;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&lt;/diagram&gt;&lt;/mxfile&gt;"><defs/><g><g data-cell-id="0"><g data-cell-id="1"><g data-cell-id="2"><g><path d="M 295 830 L 295 220" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="stroke"/></g></g><g data-cell-id="3"><g><path d="M 655 830 L 655 220" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="stroke"/></g></g><g data-cell-id="4"><g><ellipse cx="170" cy="207.5" rx="7.5" ry="7.5" fill="#ffffff" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" pointer-events="all"/><path d="M 170 215 L 170 240 M 170 220 L 155 220 M 170 220 L 185 220 M 170 240 L 155 260 M 170 240 L 185 260" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g><g><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 flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 267px; margin-left: 170px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">Alice</div></div></div></foreignObject><text x="170" y="279" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Alice</text></switch></g></g></g><g data-cell-id="5"><g><ellipse cx="780" cy="207.5" rx="7.5" ry="7.5" fill="#ffffff" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" pointer-events="all"/><path d="M 780 215 L 780 240 M 780 220 L 765 220 M 780 220 L 795 220 M 780 240 L 765 260 M 780 240 L 795 260" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g><g><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 flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 267px; margin-left: 780px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">Bob</div></div></div></foreignObject><text x="780" y="279" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Bob</text></switch></g></g></g><g data-cell-id="6"><g><rect x="1264" y="270" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 285px; margin-left: 1265px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">n</div></div></div></foreignObject><text x="1294" y="296" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">n</text></switch></g></g></g><g data-cell-id="7"><g><rect x="750" y="290" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 305px; margin-left: 751px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">b</div></div></div></foreignObject><text x="780" y="316" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">b</text></switch></g></g></g><g data-cell-id="9"><g><rect x="445" y="210" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 225px; margin-left: 446px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 21px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">Public</div></div></div></foreignObject><text x="475" y="231" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="21px" text-anchor="middle">Public</text></switch></g></g></g><g data-cell-id="10"><g><rect x="95" y="400" width="170" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 168px; height: 1px; padding-top: 425px; margin-left: 96px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>a</sup> mod n</div></div></div></foreignObject><text x="180" y="436" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">ga mod n</text></switch></g></g></g><g data-cell-id="12"><g><rect x="695" y="400" width="170" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 168px; height: 1px; padding-top: 425px; margin-left: 696px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>b</sup> mod n</div></div></div></foreignObject><text x="780" y="436" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">gb mod n</text></switch></g></g></g><g data-cell-id="15"><g><path d="M 632.7 425.53 L 636.37 434.84 L 349.98 547.51 L 353.82 557.28 L 330.47 549.82 L 342.47 528.44 L 346.32 538.21 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="16"><g><path d="M 313.85 434.89 L 317.1 425.43 L 618.18 528.93 L 621.6 519 L 634.53 539.84 L 611.52 548.32 L 614.93 538.39 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="17"><g><rect x="70" y="540" width="210" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 208px; height: 1px; padding-top: 565px; margin-left: 71px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">(g<sup>b</sup>)<sup>a</sup> mod n</div></div></div></foreignObject><text x="175" y="576" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">(gb)a mod n</text></switch></g></g></g><g data-cell-id="18"><g><rect x="665" y="530" width="220" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 218px; height: 1px; padding-top: 555px; margin-left: 666px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">(g<sup>a</sup>)<sup>b</sup> mod n</div></div></div></foreignObject><text x="775" y="566" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">(ga)b mod n</text></switch></g></g></g><g data-cell-id="19"><g><rect x="85" y="650" width="189" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 187px; height: 1px; padding-top: 675px; margin-left: 86px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>ab</sup> mod n</div></div></div></foreignObject><text x="180" y="686" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">gab mod n</text></switch></g></g></g><g data-cell-id="20"><g><rect x="676" y="650" width="189" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 187px; height: 1px; padding-top: 675px; margin-left: 677px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>ab</sup> mod n</div></div></div></foreignObject><text x="771" y="686" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">gab mod n</text></switch></g></g></g><g data-cell-id="21"><g><rect x="434" y="290" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 305px; margin-left: 435px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g n</div></div></div></foreignObject><text x="464" y="316" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">g n</text></switch></g></g></g><g data-cell-id="23"><g><rect x="380" y="563" width="90" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 88px; height: 1px; padding-top: 588px; margin-left: 381px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>a </sup>g<sup>b</sup> </div></div></div></foreignObject><text x="425" y="599" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">ga gb </text></switch></g></g></g><g data-cell-id="24"><g><rect x="390" y="620" width="70" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 68px; height: 1px; padding-top: 645px; margin-left: 391px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>a+b</sup> </div></div></div></foreignObject><text x="425" y="656" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">ga+b </text></switch></g></g></g><g data-cell-id="25"><g><ellipse cx="1294" cy="510" rx="210" ry="210" fill="#ffffff" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" pointer-events="all"/></g></g><g data-cell-id="26"><g><rect x="140" y="290" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 305px; margin-left: 141px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">a</div></div></div></foreignObject><text x="170" y="316" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">a</text></switch></g></g></g><g data-cell-id="27"><g><rect x="1344" y="280" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 295px; margin-left: 1345px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">0</div></div></div></foreignObject><text x="1359" y="306" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">0</text></switch></g></g></g><g data-cell-id="28"><g><rect x="1404" y="300" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 315px; margin-left: 1405px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">1</div></div></div></foreignObject><text x="1419" y="326" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">1</text></switch></g></g></g><g data-cell-id="32"><g><rect x="1454" y="340" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 355px; margin-left: 1455px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">2</div></div></div></foreignObject><text x="1469" y="366" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">2</text></switch></g></g></g><g data-cell-id="33"><g><rect x="1494" y="390" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 405px; margin-left: 1495px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">3</div></div></div></foreignObject><text x="1509" y="416" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">3</text></switch></g></g></g><g data-cell-id="34"><g><rect x="1514" y="460" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 475px; margin-left: 1515px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">...</div></div></div></foreignObject><text x="1529" y="486" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">...</text></switch></g></g></g><g data-cell-id="37"><g><rect x="964" y="700" width="170" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 168px; height: 1px; padding-top: 725px; margin-left: 965px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>a</sup> mod n</div></div></div></foreignObject><text x="1049" y="736" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">ga mod n</text></switch></g></g></g><g data-cell-id="38"><g><path d="M 1081.16 703.43 L 1074.57 695.91 L 1118.2 657.62 L 1111.28 649.73 L 1135.78 648.84 L 1131.73 673.03 L 1124.8 665.13 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="39"><g><rect x="954" y="290" width="170" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 168px; height: 1px; padding-top: 315px; margin-left: 955px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>b</sup> mod n</div></div></div></foreignObject><text x="1039" y="326" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">gb mod n</text></switch></g></g></g><g data-cell-id="40"><g><path d="M 1069.12 344.28 L 1075.19 336.33 L 1111.43 363.99 L 1117.8 355.65 L 1123.5 379.5 L 1098.99 380.29 L 1105.37 371.94 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="42"><g><rect x="1464" y="670" width="220" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 218px; height: 1px; padding-top: 695px; margin-left: 1465px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">(g<sup>a</sup>)<sup>b</sup> mod n</div></div></div></foreignObject><text x="1574" y="706" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">(ga)b mod n</text></switch></g></g></g><g data-cell-id="43"><g><path d="M 1570.17 667.44 L 1565.09 676.05 L 1489.01 631.1 L 1483.67 640.14 L 1475.2 617.13 L 1499.44 613.45 L 1494.1 622.49 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="45"><g><rect x="410" y="0" width="880" height="170" fill="none" stroke="none" pointer-events="all"/></g><g><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: 85px; margin-left: 850px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 31px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; "><h1 class="firstHeading mw-first-heading" id="firstHeading"><span class="mw-page-title-main">Diffie–Hellman key exchange</span></h1></div></div></div></foreignObject><text x="850" y="94" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="31px" text-anchor="middle">Diffie–Hellman key exchange</text></switch></g></g></g><g data-cell-id="46"><g><rect x="80" y="880" width="180" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 178px; height: 1px; padding-top: 895px; margin-left: 81px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">Author: Kacper Ostrowski</div></div></div></foreignObject><text x="170" y="899" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Author: Kacper Ostrowski</text></switch></g></g></g><g data-cell-id="48"><g><rect x="350" y="260" width="250" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 275px; margin-left: 475px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">1. Alice and bob agree on public parameters</div></div></div></foreignObject><text x="475" y="279" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">1. Alice and bob agree on public paramete...</text></switch></g></g></g><g data-cell-id="50"><g><rect x="114" y="290" width="26" height="50" fill="none" stroke="none" pointer-events="all"/><path d="M 117 310.2 C 115.36 309.97 114.1 308.61 114 306.94 L 114 292.66 C 114.35 291.23 115.54 290.17 117 290 L 136.75 290 C 138.3 290.06 139.62 291.15 140 292.66 L 140 306.94 C 139.87 308.49 138.66 309.73 137.13 309.9 L 134 309.9 C 132.76 311.01 131.71 312.31 130.9 313.76 C 130.48 314.78 130.41 315.91 130.7 316.97 L 133.45 321.13 L 131.65 323.69 L 130.5 324.89 L 130.5 326.65 C 131.35 327.42 132.29 328.09 133.3 328.65 L 133.35 330.15 L 132.15 331.01 C 131.84 331.38 131.72 331.89 131.85 332.36 L 131.8 335.17 L 130.5 335.37 C 130.51 336.57 130.05 337.73 129.2 338.59 C 128.35 339.45 127.2 339.93 126 339.93 C 124.78 340 123.59 339.57 122.69 338.73 C 121.8 337.9 121.28 336.74 121.25 335.52 L 121.25 310.2 Z M 123.3 335.77 C 123.53 336.53 123.93 337 124.38 337 C 124.82 337 125.22 336.53 125.45 335.77 L 125.45 311.86 C 125.22 311.1 124.82 310.63 124.38 310.63 C 123.93 310.63 123.53 311.1 123.3 311.86 Z M 127 298.42 C 128.66 298.42 130 297.08 130 295.41 C 130.03 294.6 129.72 293.81 129.16 293.22 C 128.59 292.64 127.81 292.31 127 292.31 C 126.19 292.31 125.41 292.64 124.84 293.22 C 124.28 293.81 123.97 294.6 124 295.41 C 124 297.08 125.34 298.42 127 298.42 Z" fill="#00188d" style="fill: light-dark(rgb(0, 24, 141), rgb(191, 211, 255));" stroke="none" pointer-events="all"/></g></g><g data-cell-id="51"><g><image x="733.5" y="289.5" width="31" height="50" xlink:href="data:image/svg+xml;base64,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"/></g></g><g data-cell-id="52"><g><path d="M 229.51 275 L 231.47 265.2 L 411.86 301.27 L 413.92 290.98 L 429.51 309.9 L 407.84 321.37 L 409.9 311.08 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="53"><g><path d="M 748.35 245.25 L 750.68 254.98 L 520.13 310.31 L 522.58 320.52 L 500.49 309.88 L 515.34 290.38 L 517.79 300.59 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="54"><g><path d="M 499.34 334.98 L 501.63 325.25 L 652.16 360.67 L 654.57 350.45 L 669.51 369.89 L 647.47 380.62 L 649.87 370.4 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="55"><g><path d="M 428.24 325.29 L 430.8 334.96 L 280.13 374.84 L 282.82 384.99 L 260.48 374.87 L 274.88 355.03 L 277.57 365.18 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="56"><g><rect x="0" y="360" width="280" height="40" fill="none" stroke="none" pointer-events="all"/></g><g><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: 380px; margin-left: 140px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">2. Alice combines her secret key (a) with <br />the parameters and sends the resulting key to bob</div></div></div></foreignObject><text x="140" y="384" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">2. Alice combines her secret key (a) with...</text></switch></g></g></g><g data-cell-id="57"><g><rect x="660" y="350" width="300" height="40" fill="none" stroke="none" pointer-events="all"/></g><g><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: 370px; margin-left: 810px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">3. Bob combines his secret key (b) with the<br /> parameters and sends the resulting public key to Alice</div></div></div></foreignObject><text x="810" y="374" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">3. Bob combines his secret key (b) with the...</text></switch></g></g></g><g data-cell-id="58"><g><rect x="45" y="490" width="250" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 505px; margin-left: 170px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">4. Alice combines result with her secret key</div></div></div></foreignObject><text x="170" y="509" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">4. Alice combines result with her secret...</text></switch></g></g></g><g data-cell-id="59"><g><rect x="665" y="480" width="240" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 495px; margin-left: 785px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">5. Bob combines result with her secret key</div></div></div></foreignObject><text x="785" y="499" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">5. Bob combines result with her secret k...</text></switch></g></g></g><g data-cell-id="60"><g><rect x="560" y="570" width="43" height="43" fill="none" stroke="none" pointer-events="all"/><path d="M 581.5 570 C 593.36 570 603 579.63 603 591.5 C 603 603.37 593.36 613 581.5 613 C 569.64 613 560 603.37 560 591.5 C 560 579.63 569.64 570 581.5 570 Z M 585.29 582.43 C 584.18 582.43 583.19 583.11 582.77 584.13 C 582.38 583.92 581.95 583.81 581.51 583.81 C 581.08 583.81 580.65 583.92 580.26 584.13 C 579.84 583.11 578.85 582.45 577.75 582.45 C 577.06 582.45 576.41 582.71 575.93 583.15 L 573.97 584.74 C 573.91 584.74 573.86 584.73 573.79 584.73 C 573.03 584.73 572.33 584.96 571.75 585.36 L 568.08 588.15 C 566.6 589.45 565.65 591.36 565.65 593.48 C 565.65 597.38 568.85 600.57 572.75 600.57 C 576.22 600.57 579.12 598.05 579.72 594.75 C 580.25 594.99 580.83 595.12 581.42 595.12 C 582.06 595.12 582.69 594.97 583.27 594.68 C 583.85 598 586.77 600.55 590.25 600.55 C 594.15 600.55 597.34 597.36 597.34 593.46 C 597.34 591.27 596.33 589.3 594.76 587.99 L 591.68 585.38 C 591.07 584.92 590.31 584.65 589.48 584.65 C 589.22 584.65 588.97 584.68 588.73 584.73 L 587.17 583.19 C 586.68 582.72 586.01 582.43 585.29 582.43 Z M 572.75 588.76 C 575.36 588.76 577.46 590.86 577.46 593.48 C 577.46 596.09 575.36 598.19 572.75 598.19 C 570.13 598.19 568.04 596.09 568.04 593.48 C 568.04 590.86 570.13 588.76 572.75 588.76 Z M 590.25 588.75 C 592.87 588.75 594.96 590.84 594.96 593.46 C 594.96 596.08 592.87 598.17 590.25 598.17 C 587.64 598.17 585.54 596.08 585.54 593.46 C 585.54 590.84 587.64 588.75 590.25 588.75 Z M 587.47 591.55 C 586.62 592.76 586.27 594.55 587.96 596.18 C 589.66 597.64 591.83 597.05 592.92 595.79 C 591.25 596.08 590 595.81 589.03 595.03 C 588.01 594.19 587.48 593.11 587.47 591.55 Z M 569.96 591.53 C 569.11 592.74 568.76 594.53 570.45 596.16 C 572.15 597.62 574.32 597.03 575.41 595.77 C 573.74 596.06 572.49 595.79 571.52 595.01 C 570.5 594.17 569.97 593.09 569.96 591.53 Z M 581.45 589.58 C 582.47 589.58 583.3 590.41 583.3 591.43 C 583.3 592.46 582.47 593.3 581.45 593.3 C 580.42 593.3 579.58 592.46 579.58 591.43 C 579.58 590.41 580.42 589.58 581.45 589.58 Z" fill="#999999" style="fill: light-dark(rgb(153, 153, 153), rgb(106, 106, 106));" stroke="none" pointer-events="all"/><ellipse cx="581.5" cy="591.5" rx="21.07" ry="21.07" fill="#ffffff" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));" stroke="none" pointer-events="all"/><rect x="560" y="570" width="43" height="43" fill="none" stroke="none" pointer-events="all"/><path d="M 581.5 570 C 593.36 570 603 579.63 603 591.5 C 603 603.37 593.36 613 581.5 613 C 569.64 613 560 603.37 560 591.5 C 560 579.63 569.64 570 581.5 570 Z M 585.29 582.43 C 584.18 582.43 583.19 583.11 582.77 584.13 C 582.38 583.92 581.95 583.81 581.51 583.81 C 581.08 583.81 580.65 583.92 580.26 584.13 C 579.84 583.11 578.85 582.45 577.75 582.45 C 577.06 582.45 576.41 582.71 575.93 583.15 L 573.97 584.74 C 573.91 584.74 573.86 584.73 573.79 584.73 C 573.03 584.73 572.33 584.96 571.75 585.36 L 568.08 588.15 C 566.6 589.45 565.65 591.36 565.65 593.48 C 565.65 597.38 568.85 600.57 572.75 600.57 C 576.22 600.57 579.12 598.05 579.72 594.75 C 580.25 594.99 580.83 595.12 581.42 595.12 C 582.06 595.12 582.69 594.97 583.27 594.68 C 583.85 598 586.77 600.55 590.25 600.55 C 594.15 600.55 597.34 597.36 597.34 593.46 C 597.34 591.27 596.33 589.3 594.76 587.99 L 591.68 585.38 C 591.07 584.92 590.31 584.65 589.48 584.65 C 589.22 584.65 588.97 584.68 588.73 584.73 L 587.17 583.19 C 586.68 582.72 586.01 582.43 585.29 582.43 Z M 572.75 588.76 C 575.36 588.76 577.46 590.86 577.46 593.48 C 577.46 596.09 575.36 598.19 572.75 598.19 C 570.13 598.19 568.04 596.09 568.04 593.48 C 568.04 590.86 570.13 588.76 572.75 588.76 Z M 590.25 588.75 C 592.87 588.75 594.96 590.84 594.96 593.46 C 594.96 596.08 592.87 598.17 590.25 598.17 C 587.64 598.17 585.54 596.08 585.54 593.46 C 585.54 590.84 587.64 588.75 590.25 588.75 Z M 587.47 591.55 C 586.62 592.76 586.27 594.55 587.96 596.18 C 589.66 597.64 591.83 597.05 592.92 595.79 C 591.25 596.08 590 595.81 589.03 595.03 C 588.01 594.19 587.48 593.11 587.47 591.55 Z M 569.96 591.53 C 569.11 592.74 568.76 594.53 570.45 596.16 C 572.15 597.62 574.32 597.03 575.41 595.77 C 573.74 596.06 572.49 595.79 571.52 595.01 C 570.5 594.17 569.97 593.09 569.96 591.53 Z M 581.45 589.58 C 582.47 589.58 583.3 590.41 583.3 591.43 C 583.3 592.46 582.47 593.3 581.45 593.3 C 580.42 593.3 579.58 592.46 579.58 591.43 C 579.58 590.41 580.42 589.58 581.45 589.58 Z" fill="#999999" style="fill: light-dark(rgb(153, 153, 153), rgb(106, 106, 106));" stroke="none" pointer-events="all"/></g><g><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 flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 620px; margin-left: 582px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">Hacker can <br />only see those</div></div></div></foreignObject><text x="582" y="632" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Hacker...</text></switch></g></g></g><g data-cell-id="61"><g><path d="M 560 591.5 L 476.37 589.33" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 471.12 589.2 L 478.21 585.88 L 476.37 589.33 L 478.02 592.88 Z" fill="#000000" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="62"><g><path d="M 560 591.5 L 465.31 653.99" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 460.93 656.88 L 464.85 650.11 L 465.31 653.99 L 468.7 655.95 Z" fill="#000000" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="63"><g><rect x="365" y="760" width="220" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 775px; margin-left: 475px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">6. Alice and Bob have a shared secret!</div></div></div></foreignObject><text x="475" y="779" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">6. Alice and Bob have a shared secre...</text></switch></g></g></g></g></g></g></svg></diagram>
  
 źródła: \\ źródła: \\
Linia 5: Linia 9:
  
 https://en.wikipedia.org/wiki/Diffie%E2%80%93Hellman_key_exchange https://en.wikipedia.org/wiki/Diffie%E2%80%93Hellman_key_exchange
- 
-====== Schemat ====== 
- 
-<diagram><svg xmlns="http://www.w3.org/2000/svg" style="background: transparent; background-color: transparent; color-scheme: light dark;" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="2414px" height="910px" viewBox="-0.5 -0.5 2414 910" content="&lt;mxfile host=&quot;wiki.ostrowski.net.pl&quot; agent=&quot;Mozilla/5.0 (Windows NT 10.0; Win64; x64; rv:128.0) Gecko/20100101 Firefox/128.0&quot; version=&quot;26.2.15&quot;&gt;&lt;diagram id=&quot;MPfTyJJEroek4mZsyae9&quot; name=&quot;Page-1&quot;&gt;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&lt;/diagram&gt;&lt;/mxfile&gt;"><defs/><g><g data-cell-id="0"><g data-cell-id="1"><g data-cell-id="66"><g><rect x="150" y="150" width="570" height="730" fill="#ececec" style="fill: light-dark(rgb(236, 236, 236), rgb(34, 34, 34)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" pointer-events="all"/></g></g><g data-cell-id="2"><g><path d="M 1025 830 L 1025 220" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="stroke"/></g></g><g data-cell-id="3"><g><path d="M 1385 830 L 1385 220" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="stroke"/></g></g><g data-cell-id="4"><g><ellipse cx="900" cy="207.5" rx="7.5" ry="7.5" fill="#ffffff" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" pointer-events="all"/><path d="M 900 215 L 900 240 M 900 220 L 885 220 M 900 220 L 915 220 M 900 240 L 885 260 M 900 240 L 915 260" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g><g><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 flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 267px; margin-left: 900px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">Alice</div></div></div></foreignObject><text x="900" y="279" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Alice</text></switch></g></g></g><g data-cell-id="5"><g><ellipse cx="1510" cy="207.5" rx="7.5" ry="7.5" fill="#ffffff" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" pointer-events="all"/><path d="M 1510 215 L 1510 240 M 1510 220 L 1495 220 M 1510 220 L 1525 220 M 1510 240 L 1495 260 M 1510 240 L 1525 260" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g><g><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 flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 267px; margin-left: 1510px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">Bob</div></div></div></foreignObject><text x="1510" y="279" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Bob</text></switch></g></g></g><g data-cell-id="6"><g><rect x="1994" y="270" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 285px; margin-left: 1995px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">n</div></div></div></foreignObject><text x="2024" y="296" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">n</text></switch></g></g></g><g data-cell-id="7"><g><rect x="1480" y="290" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 305px; margin-left: 1481px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">b</div></div></div></foreignObject><text x="1510" y="316" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">b</text></switch></g></g></g><g data-cell-id="9"><g><rect x="1175" y="210" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 225px; margin-left: 1176px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 21px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">Public</div></div></div></foreignObject><text x="1205" y="231" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="21px" text-anchor="middle">Public</text></switch></g></g></g><g data-cell-id="10"><g><rect x="825" y="400" width="170" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 168px; height: 1px; padding-top: 425px; margin-left: 826px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>a</sup> mod n</div></div></div></foreignObject><text x="910" y="436" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">ga mod n</text></switch></g></g></g><g data-cell-id="12"><g><rect x="1425" y="400" width="170" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 168px; height: 1px; padding-top: 425px; margin-left: 1426px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>b</sup> mod n</div></div></div></foreignObject><text x="1510" y="436" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">gb mod n</text></switch></g></g></g><g data-cell-id="15"><g><path d="M 1362.7 425.53 L 1366.37 434.84 L 1079.98 547.51 L 1083.82 557.28 L 1060.47 549.82 L 1072.47 528.44 L 1076.32 538.21 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="16"><g><path d="M 1043.85 434.89 L 1047.1 425.43 L 1348.18 528.93 L 1351.6 519 L 1364.53 539.84 L 1341.52 548.32 L 1344.93 538.39 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="17"><g><rect x="800" y="540" width="210" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 208px; height: 1px; padding-top: 565px; margin-left: 801px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">(g<sup>b</sup>)<sup>a</sup> mod n</div></div></div></foreignObject><text x="905" y="576" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">(gb)a mod n</text></switch></g></g></g><g data-cell-id="18"><g><rect x="1395" y="530" width="220" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 218px; height: 1px; padding-top: 555px; margin-left: 1396px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">(g<sup>a</sup>)<sup>b</sup> mod n</div></div></div></foreignObject><text x="1505" y="566" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">(ga)b mod n</text></switch></g></g></g><g data-cell-id="19"><g><rect x="815" y="650" width="189" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 187px; height: 1px; padding-top: 675px; margin-left: 816px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>ab</sup> mod n</div></div></div></foreignObject><text x="910" y="686" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">gab mod n</text></switch></g></g></g><g data-cell-id="20"><g><rect x="1406" y="650" width="189" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 187px; height: 1px; padding-top: 675px; margin-left: 1407px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>ab</sup> mod n</div></div></div></foreignObject><text x="1501" y="686" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">gab mod n</text></switch></g></g></g><g data-cell-id="21"><g><rect x="1164" y="290" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 305px; margin-left: 1165px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g n</div></div></div></foreignObject><text x="1194" y="316" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">g n</text></switch></g></g></g><g data-cell-id="23"><g><rect x="1110" y="563" width="90" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 88px; height: 1px; padding-top: 588px; margin-left: 1111px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>a </sup>g<sup>b</sup> </div></div></div></foreignObject><text x="1155" y="599" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">ga gb </text></switch></g></g></g><g data-cell-id="24"><g><rect x="1120" y="620" width="70" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 68px; height: 1px; padding-top: 645px; margin-left: 1121px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>a+b</sup> </div></div></div></foreignObject><text x="1155" y="656" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">ga+b </text></switch></g></g></g><g data-cell-id="25"><g><ellipse cx="2024" cy="510" rx="210" ry="210" fill="#ffffff" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" pointer-events="all"/></g></g><g data-cell-id="26"><g><rect x="870" y="290" width="60" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 58px; height: 1px; padding-top: 305px; margin-left: 871px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">a</div></div></div></foreignObject><text x="900" y="316" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">a</text></switch></g></g></g><g data-cell-id="27"><g><rect x="2074" y="280" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 295px; margin-left: 2075px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">0</div></div></div></foreignObject><text x="2089" y="306" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">0</text></switch></g></g></g><g data-cell-id="28"><g><rect x="2134" y="300" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 315px; margin-left: 2135px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">1</div></div></div></foreignObject><text x="2149" y="326" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">1</text></switch></g></g></g><g data-cell-id="32"><g><rect x="2184" y="340" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 355px; margin-left: 2185px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">2</div></div></div></foreignObject><text x="2199" y="366" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">2</text></switch></g></g></g><g data-cell-id="33"><g><rect x="2224" y="390" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 405px; margin-left: 2225px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">3</div></div></div></foreignObject><text x="2239" y="416" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">3</text></switch></g></g></g><g data-cell-id="34"><g><rect x="2244" y="460" width="30" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 28px; height: 1px; padding-top: 475px; margin-left: 2245px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">...</div></div></div></foreignObject><text x="2259" y="486" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">...</text></switch></g></g></g><g data-cell-id="37"><g><rect x="1694" y="700" width="170" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 168px; height: 1px; padding-top: 725px; margin-left: 1695px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>a</sup> mod n</div></div></div></foreignObject><text x="1779" y="736" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">ga mod n</text></switch></g></g></g><g data-cell-id="38"><g><path d="M 1811.16 703.43 L 1804.57 695.91 L 1848.2 657.62 L 1841.28 649.73 L 1865.78 648.84 L 1861.73 673.03 L 1854.8 665.13 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="39"><g><rect x="1684" y="290" width="170" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 168px; height: 1px; padding-top: 315px; margin-left: 1685px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">g<sup>b</sup> mod n</div></div></div></foreignObject><text x="1769" y="326" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">gb mod n</text></switch></g></g></g><g data-cell-id="40"><g><path d="M 1799.12 344.28 L 1805.19 336.33 L 1841.43 363.99 L 1847.8 355.65 L 1853.5 379.5 L 1828.99 380.29 L 1835.37 371.94 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="42"><g><rect x="2194" y="670" width="220" height="50" fill="none" stroke="none" pointer-events="all"/></g><g><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: 218px; height: 1px; padding-top: 695px; margin-left: 2195px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 38px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">(g<sup>a</sup>)<sup>b</sup> mod n</div></div></div></foreignObject><text x="2304" y="706" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="38px" text-anchor="middle">(ga)b mod n</text></switch></g></g></g><g data-cell-id="43"><g><path d="M 2300.17 667.44 L 2295.09 676.05 L 2219.01 631.1 L 2213.67 640.14 L 2205.2 617.13 L 2229.44 613.45 L 2224.1 622.49 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="45"><g><rect x="1140" y="0" width="880" height="170" fill="none" stroke="none" pointer-events="all"/></g><g><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: 85px; margin-left: 1580px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 31px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; "><h1 class="firstHeading mw-first-heading" id="firstHeading"><span class="mw-page-title-main">Diffie–Hellman key exchange</span></h1></div></div></div></foreignObject><text x="1580" y="94" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="31px" text-anchor="middle">Diffie–Hellman key exchange</text></switch></g></g></g><g data-cell-id="46"><g><rect x="810" y="880" width="180" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 178px; height: 1px; padding-top: 895px; margin-left: 811px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">Author: Kacper Ostrowski</div></div></div></foreignObject><text x="900" y="899" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Author: Kacper Ostrowski</text></switch></g></g></g><g data-cell-id="48"><g><rect x="1080" y="260" width="250" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 275px; margin-left: 1205px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">1. Alice and bob agree on public parameters</div></div></div></foreignObject><text x="1205" y="279" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">1. Alice and bob agree on public paramete...</text></switch></g></g></g><g data-cell-id="50"><g><rect x="844" y="290" width="26" height="50" fill="none" stroke="none" pointer-events="all"/><path d="M 847 310.2 C 845.36 309.97 844.1 308.61 844 306.94 L 844 292.66 C 844.35 291.23 845.54 290.17 847 290 L 866.75 290 C 868.3 290.06 869.62 291.15 870 292.66 L 870 306.94 C 869.87 308.49 868.66 309.73 867.13 309.9 L 864 309.9 C 862.76 311.01 861.71 312.31 860.9 313.76 C 860.48 314.78 860.41 315.91 860.7 316.97 L 863.45 321.13 L 861.65 323.69 L 860.5 324.89 L 860.5 326.65 C 861.35 327.42 862.29 328.09 863.3 328.65 L 863.35 330.15 L 862.15 331.01 C 861.84 331.38 861.72 331.89 861.85 332.36 L 861.8 335.17 L 860.5 335.37 C 860.51 336.57 860.05 337.73 859.2 338.59 C 858.35 339.45 857.2 339.93 856 339.93 C 854.78 340 853.59 339.57 852.69 338.73 C 851.8 337.9 851.28 336.74 851.25 335.52 L 851.25 310.2 Z M 853.3 335.77 C 853.53 336.53 853.93 337 854.38 337 C 854.82 337 855.22 336.53 855.45 335.77 L 855.45 311.86 C 855.22 311.1 854.82 310.63 854.38 310.63 C 853.93 310.63 853.53 311.1 853.3 311.86 Z M 857 298.42 C 858.66 298.42 860 297.08 860 295.41 C 860.03 294.6 859.72 293.81 859.16 293.22 C 858.59 292.64 857.81 292.31 857 292.31 C 856.19 292.31 855.41 292.64 854.84 293.22 C 854.28 293.81 853.97 294.6 854 295.41 C 854 297.08 855.34 298.42 857 298.42 Z" fill="#00188d" style="fill: light-dark(rgb(0, 24, 141), rgb(191, 211, 255));" stroke="none" pointer-events="all"/></g></g><g data-cell-id="51"><g><image x="1463.5" y="289.5" width="31" height="50" xlink:href="data:image/svg+xml;base64,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"/></g></g><g data-cell-id="52"><g><path d="M 959.51 275 L 961.47 265.2 L 1141.86 301.27 L 1143.92 290.98 L 1159.51 309.9 L 1137.84 321.37 L 1139.9 311.08 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="53"><g><path d="M 1478.35 245.25 L 1480.68 254.98 L 1250.13 310.31 L 1252.58 320.52 L 1230.49 309.88 L 1245.34 290.38 L 1247.79 300.59 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="54"><g><path d="M 1229.34 334.98 L 1231.63 325.25 L 1382.16 360.67 L 1384.57 350.45 L 1399.51 369.89 L 1377.47 380.62 L 1379.87 370.4 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="55"><g><path d="M 1158.24 325.29 L 1160.8 334.96 L 1010.13 374.84 L 1012.82 384.99 L 990.48 374.87 L 1004.88 355.03 L 1007.57 365.18 Z" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="56"><g><rect x="730" y="360" width="280" height="40" fill="none" stroke="none" pointer-events="all"/></g><g><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: 380px; margin-left: 870px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">2. Alice combines her secret key (a) with <br />the parameters and sends the resulting key to bob</div></div></div></foreignObject><text x="870" y="384" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">2. Alice combines her secret key (a) with...</text></switch></g></g></g><g data-cell-id="57"><g><rect x="1390" y="350" width="300" height="40" fill="none" stroke="none" pointer-events="all"/></g><g><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: 370px; margin-left: 1540px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">3. Bob combines his secret key (b) with the<br /> parameters and sends the resulting public key to Alice</div></div></div></foreignObject><text x="1540" y="374" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">3. Bob combines his secret key (b) with the...</text></switch></g></g></g><g data-cell-id="58"><g><rect x="775" y="490" width="250" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 505px; margin-left: 900px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">4. Alice combines result with her secret key</div></div></div></foreignObject><text x="900" y="509" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">4. Alice combines result with her secret...</text></switch></g></g></g><g data-cell-id="59"><g><rect x="1395" y="480" width="240" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 495px; margin-left: 1515px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">5. Bob combines result with her secret key</div></div></div></foreignObject><text x="1515" y="499" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">5. Bob combines result with her secret k...</text></switch></g></g></g><g data-cell-id="60"><g><rect x="1290" y="570" width="43" height="43" fill="none" stroke="none" pointer-events="all"/><path d="M 1311.5 570 C 1323.36 570 1333 579.63 1333 591.5 C 1333 603.37 1323.36 613 1311.5 613 C 1299.64 613 1290 603.37 1290 591.5 C 1290 579.63 1299.64 570 1311.5 570 Z M 1315.29 582.43 C 1314.18 582.43 1313.19 583.11 1312.77 584.13 C 1312.38 583.92 1311.95 583.81 1311.51 583.81 C 1311.08 583.81 1310.65 583.92 1310.26 584.13 C 1309.84 583.11 1308.85 582.45 1307.75 582.45 C 1307.06 582.45 1306.41 582.71 1305.93 583.15 L 1303.97 584.74 C 1303.91 584.74 1303.86 584.73 1303.79 584.73 C 1303.03 584.73 1302.33 584.96 1301.75 585.36 L 1298.08 588.15 C 1296.6 589.45 1295.65 591.36 1295.65 593.48 C 1295.65 597.38 1298.85 600.57 1302.75 600.57 C 1306.22 600.57 1309.12 598.05 1309.72 594.75 C 1310.25 594.99 1310.83 595.12 1311.42 595.12 C 1312.06 595.12 1312.69 594.97 1313.27 594.68 C 1313.85 598 1316.77 600.55 1320.25 600.55 C 1324.15 600.55 1327.34 597.36 1327.34 593.46 C 1327.34 591.27 1326.33 589.3 1324.76 587.99 L 1321.68 585.38 C 1321.07 584.92 1320.31 584.65 1319.48 584.65 C 1319.22 584.65 1318.97 584.68 1318.73 584.73 L 1317.17 583.19 C 1316.68 582.72 1316.01 582.43 1315.29 582.43 Z M 1302.75 588.76 C 1305.36 588.76 1307.46 590.86 1307.46 593.48 C 1307.46 596.09 1305.36 598.19 1302.75 598.19 C 1300.13 598.19 1298.04 596.09 1298.04 593.48 C 1298.04 590.86 1300.13 588.76 1302.75 588.76 Z M 1320.25 588.75 C 1322.87 588.75 1324.96 590.84 1324.96 593.46 C 1324.96 596.08 1322.87 598.17 1320.25 598.17 C 1317.64 598.17 1315.54 596.08 1315.54 593.46 C 1315.54 590.84 1317.64 588.75 1320.25 588.75 Z M 1317.47 591.55 C 1316.62 592.76 1316.27 594.55 1317.96 596.18 C 1319.66 597.64 1321.83 597.05 1322.92 595.79 C 1321.25 596.08 1320 595.81 1319.03 595.03 C 1318.01 594.19 1317.48 593.11 1317.47 591.55 Z M 1299.96 591.53 C 1299.11 592.74 1298.76 594.53 1300.45 596.16 C 1302.15 597.62 1304.32 597.03 1305.41 595.77 C 1303.74 596.06 1302.49 595.79 1301.52 595.01 C 1300.5 594.17 1299.97 593.09 1299.96 591.53 Z M 1311.45 589.58 C 1312.47 589.58 1313.3 590.41 1313.3 591.43 C 1313.3 592.46 1312.47 593.3 1311.45 593.3 C 1310.42 593.3 1309.58 592.46 1309.58 591.43 C 1309.58 590.41 1310.42 589.58 1311.45 589.58 Z" fill="#999999" style="fill: light-dark(rgb(153, 153, 153), rgb(106, 106, 106));" stroke="none" pointer-events="all"/><ellipse cx="1311.5" cy="591.5" rx="21.07" ry="21.07" fill="#ffffff" style="fill: light-dark(rgb(255, 255, 255), rgb(18, 18, 18));" stroke="none" pointer-events="all"/><rect x="1290" y="570" width="43" height="43" fill="none" stroke="none" pointer-events="all"/><path d="M 1311.5 570 C 1323.36 570 1333 579.63 1333 591.5 C 1333 603.37 1323.36 613 1311.5 613 C 1299.64 613 1290 603.37 1290 591.5 C 1290 579.63 1299.64 570 1311.5 570 Z M 1315.29 582.43 C 1314.18 582.43 1313.19 583.11 1312.77 584.13 C 1312.38 583.92 1311.95 583.81 1311.51 583.81 C 1311.08 583.81 1310.65 583.92 1310.26 584.13 C 1309.84 583.11 1308.85 582.45 1307.75 582.45 C 1307.06 582.45 1306.41 582.71 1305.93 583.15 L 1303.97 584.74 C 1303.91 584.74 1303.86 584.73 1303.79 584.73 C 1303.03 584.73 1302.33 584.96 1301.75 585.36 L 1298.08 588.15 C 1296.6 589.45 1295.65 591.36 1295.65 593.48 C 1295.65 597.38 1298.85 600.57 1302.75 600.57 C 1306.22 600.57 1309.12 598.05 1309.72 594.75 C 1310.25 594.99 1310.83 595.12 1311.42 595.12 C 1312.06 595.12 1312.69 594.97 1313.27 594.68 C 1313.85 598 1316.77 600.55 1320.25 600.55 C 1324.15 600.55 1327.34 597.36 1327.34 593.46 C 1327.34 591.27 1326.33 589.3 1324.76 587.99 L 1321.68 585.38 C 1321.07 584.92 1320.31 584.65 1319.48 584.65 C 1319.22 584.65 1318.97 584.68 1318.73 584.73 L 1317.17 583.19 C 1316.68 582.72 1316.01 582.43 1315.29 582.43 Z M 1302.75 588.76 C 1305.36 588.76 1307.46 590.86 1307.46 593.48 C 1307.46 596.09 1305.36 598.19 1302.75 598.19 C 1300.13 598.19 1298.04 596.09 1298.04 593.48 C 1298.04 590.86 1300.13 588.76 1302.75 588.76 Z M 1320.25 588.75 C 1322.87 588.75 1324.96 590.84 1324.96 593.46 C 1324.96 596.08 1322.87 598.17 1320.25 598.17 C 1317.64 598.17 1315.54 596.08 1315.54 593.46 C 1315.54 590.84 1317.64 588.75 1320.25 588.75 Z M 1317.47 591.55 C 1316.62 592.76 1316.27 594.55 1317.96 596.18 C 1319.66 597.64 1321.83 597.05 1322.92 595.79 C 1321.25 596.08 1320 595.81 1319.03 595.03 C 1318.01 594.19 1317.48 593.11 1317.47 591.55 Z M 1299.96 591.53 C 1299.11 592.74 1298.76 594.53 1300.45 596.16 C 1302.15 597.62 1304.32 597.03 1305.41 595.77 C 1303.74 596.06 1302.49 595.79 1301.52 595.01 C 1300.5 594.17 1299.97 593.09 1299.96 591.53 Z M 1311.45 589.58 C 1312.47 589.58 1313.3 590.41 1313.3 591.43 C 1313.3 592.46 1312.47 593.3 1311.45 593.3 C 1310.42 593.3 1309.58 592.46 1309.58 591.43 C 1309.58 590.41 1310.42 589.58 1311.45 589.58 Z" fill="#999999" style="fill: light-dark(rgb(153, 153, 153), rgb(106, 106, 106));" stroke="none" pointer-events="all"/></g><g><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 flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 620px; margin-left: 1312px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">Hacker can <br />only see those</div></div></div></foreignObject><text x="1312" y="632" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Hacker...</text></switch></g></g></g><g data-cell-id="61"><g><path d="M 1290 591.5 L 1206.37 589.33" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 1201.12 589.2 L 1208.21 585.88 L 1206.37 589.33 L 1208.02 592.88 Z" fill="#000000" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="62"><g><path d="M 1290 591.5 L 1195.31 653.99" fill="none" stroke="#000000" style="stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 1190.93 656.88 L 1194.85 650.11 L 1195.31 653.99 L 1198.7 655.95 Z" fill="#000000" style="fill: light-dark(rgb(0, 0, 0), rgb(255, 255, 255)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/></g></g><g data-cell-id="63"><g><rect x="1095" y="760" width="220" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 775px; margin-left: 1205px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: nowrap; ">6. Alice and Bob have a shared secret!</div></div></div></foreignObject><text x="1205" y="779" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">6. Alice and Bob have a shared secre...</text></switch></g></g></g><g data-cell-id="64"><g><image x="199.5" y="169.5" width="472.15" height="710" xlink:href="data:image/png;base64,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" preserveAspectRatio="none"/></g></g><g data-cell-id="65"><g><rect x="0" y="880" width="850" height="30" fill="none" stroke="none" pointer-events="all"/></g><g><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: 848px; height: 1px; padding-top: 895px; margin-left: 1px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: &quot;Helvetica&quot;; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">Source: https://en.wikipedia.org/wiki/Diffie%E2%80%93Hellman_key_exchange#/media/File:Diffie-Hellman_Key_Exchange.svg</div></div></div></foreignObject><text x="425" y="899" fill="light-dark(#000000, #ffffff)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">Source: https://en.wikipedia.org/wiki/Diffie%E2%80%93Hellman_key_exchange#/media/File:Diffie-Hellman_Key_Exchange.svg</text></switch></g></g></g></g></g></g></svg></diagram> 
- 
- 
  
notatki/diffie_hellman.1747834009.txt.gz · ostatnio zmienione: przez administrator