visuals/architecture.svg

<svg width="956" height="480" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" overflow="hidden"><defs><clipPath id="clip0"><rect x="0" y="0" width="956" height="480"/></clipPath><image width="59" height="97" xlink:href="data:image/png;base64,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" preserveAspectRatio="none" id="img1"></image><image width="59" height="97" xlink:href="data:image/png;base64,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" preserveAspectRatio="none" id="img2"></image><image width="58" height="97" xlink:href="data:image/png;base64,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" preserveAspectRatio="none" id="img3"></image><image width="59" height="97" xlink:href="data:image/png;base64,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" preserveAspectRatio="none" id="img4"></image><image width="59" height="97" xlink:href="data:image/png;base64,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" preserveAspectRatio="none" id="img5"></image><image width="58" height="97" xlink:href="data:image/png;base64,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" preserveAspectRatio="none" id="img6"></image><image width="58" height="97" xlink:href="data:image/png;base64,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" preserveAspectRatio="none" id="img7"></image><image width="59" height="97" xlink:href="data:image/png;base64,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" preserveAspectRatio="none" id="img8"></image></defs><g clip-path="url(#clip0)"><rect x="0" y="0" width="956" height="480.084" fill="#FFFFFF"/><use width="100%" height="100%" xlink:href="#img1" fill="none" transform="translate(8 344)"></use><use width="100%" height="100%" xlink:href="#img2" fill="none" transform="translate(28 344)"></use><use width="100%" height="100%" xlink:href="#img3" fill="none" transform="translate(48 344)"></use><use width="100%" height="100%" xlink:href="#img4" fill="none" transform="translate(67 344)"></use><use width="100%" height="100%" xlink:href="#img5" fill="none" transform="translate(87 344)"></use><use width="100%" height="100%" xlink:href="#img6" fill="none" transform="translate(107 344)"></use><use width="100%" height="100%" xlink:href="#img7" fill="none" transform="translate(127 344)"></use><use width="100%" height="100%" xlink:href="#img8" fill="none" transform="translate(146 344)"></use><rect x="2.50004" y="342.56" width="207" height="98.0171" stroke="#172C51" stroke-width="1.3331" stroke-miterlimit="8" stroke-dasharray="10.6648 3.9993" fill="none"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 2.50067 468)">Video Frame Sequences</text><rect x="3" y="281.049" width="208" height="46.008" fill="#D9D9D9"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 32.7162 312)">Embed to Tokens</text><rect x="3.49997" y="207.536" width="208" height="56.0098" stroke="#172C51" stroke-width="1.3331" stroke-miterlimit="8" fill="#FBE5D6"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 21.6583 244)">Transformer Blocks</text><rect x="1.99997" y="144.025" width="208" height="46.0081" fill="#C6DBFE"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 53.3473 175)">Layer Norm</text><rect x="3" y="81.0142" width="208" height="46.008" fill="#C3E3BD"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 22.2814 112)">Linear and Reshape</text><path d="M4.00004 15.1695C4.00004 9.5535 8.5519 5.00084 14.1669 5.00084L95.8331 5.00084C101.448 5.00084 106 9.5535 106 15.1695L106 55.8429C106 61.4589 101.448 66.0116 95.8331 66.0116L14.1669 66.0116C8.5519 66.0116 4.00004 61.4589 4.00004 55.8429Z" fill="#D4D7E3" fill-rule="evenodd"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 29.6895 44)">Noise</text><path d="M109 15.1695C109 9.5535 113.552 5.00084 119.167 5.00084L200.833 5.00084C206.448 5.00084 211 9.5535 211 15.1695L211 55.8429C211 61.4589 206.448 66.0116 200.833 66.0116L119.167 66.0116C113.552 66.0116 109 61.4589 109 55.8429Z" fill="#D4D7E3" fill-rule="evenodd"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 122.905 44)">Variance</text><path d="M0.333275-2.30907e-06 0.333343 9.81802-0.333207 9.81803-0.333275 2.30907e-06ZM6.80234e-05 9.81803 3.99935 7.1518 0.000104969 15.1504-3.99925 7.15185Z" transform="matrix(1 0 0 -1.00017 106.5 342.71)"/><path d="M106.167 281.665 106.167 271.88 106.833 271.88 106.833 281.665ZM106.5 271.88 102.501 274.547 106.5 266.546 110.499 274.546Z"/><path d="M106.167 207.666 106.167 195.867 106.833 195.867 106.833 207.666ZM106.5 195.867 102.501 198.533 106.5 190.533 110.499 198.533Z"/><path d="M0.333275-2.04228e-06 0.333348 11.7972-0.333203 11.7972-0.333275 2.04228e-06ZM7.22921e-05 11.7972 3.99936 9.13098 0.000104969 17.1296-3.99925 9.13103Z" transform="matrix(1 0 0 -1.00017 106.5 144.655)"/><path d="M0.333275-2.31441e-06 0.333343 9.78307-0.333207 9.78307-0.333275 2.31441e-06ZM6.7938e-05 9.78307 3.99935 7.11684 0.000104969 15.1155-3.99925 7.1169Z" transform="matrix(1 0 0 -1.00017 52.5 81.6297)"/><path d="M0.333275-2.31441e-06 0.333343 9.78307-0.333207 9.78307-0.333275 2.31441e-06ZM6.7938e-05 9.78307 3.99935 7.11684 0.000104969 15.1155-3.99925 7.1169Z" transform="matrix(1 0 0 -1.00017 162.5 80.6295)"/><rect x="607.5" y="50.5088" width="162" height="348.061" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="#FBE5D6" fill-opacity="0.501961"/><rect x="627" y="351.061" width="113" height="31.0053" fill="#C6DBFE" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 637.868 374)">Layer Norm</text><rect x="627" y="302.053" width="113" height="30.0052" fill="#FFE2BB" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 661.864 324)">MHA</text><rect x="627" y="125.022" width="113" height="30.0051" fill="#C6DBFE"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 637.868 147)">Layer Norm</text><rect x="627" y="74.0129" width="113" height="31.0054" fill="#C2E8F7" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 664.531 96)">MLP</text><path d="M681.5 283.549 681.5 295.552M675.5 289.55 687.5 289.55" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><path d="M675.5 289.55C675.5 286.236 678.186 283.549 681.5 283.549 684.814 283.549 687.5 286.236 687.5 289.55 687.5 292.865 684.814 295.552 681.5 295.552 678.186 295.552 675.5 292.865 675.5 289.55Z" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><path d="M681.167 411.803 681.167 388.233 681.833 388.233 681.833 411.803ZM677.501 389.567 681.5 381.567 685.499 389.566Z" fill="#5F5F5F"/><path d="M681.167 351.456 681.167 339.225 681.833 339.225 681.833 351.456ZM677.501 340.558 681.5 332.558 685.499 340.558Z" fill="#5F5F5F"/><path d="M681.167 300.783 681.167 277.214 681.833 277.214 681.833 300.783ZM677.501 278.547 681.5 270.547 685.499 278.547Z" fill="#5F5F5F"/><path d="M681.167 125.416 681.167 113.185 681.833 113.185 681.833 125.416ZM677.501 114.519 681.5 106.519 685.499 114.519Z" fill="#5F5F5F"/><path d="M682 54.5095 682 65.5114M676.5 60.0104 687.5 60.0104" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><path d="M676.5 60.0104C676.5 56.9724 678.962 54.5095 682 54.5095 685.038 54.5095 687.5 56.9724 687.5 60.0104 687.5 63.0485 685.038 65.5114 682 65.5114 678.962 65.5114 676.5 63.0485 676.5 60.0104Z" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><rect x="627" y="238.041" width="113" height="30.0052" fill="#C6DBFE" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 637.704 260)">Layer Norm</text><rect x="627" y="188.033" width="113" height="30.0052" fill="#FFE2BB" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 661.7 210)">MHA</text><path d="M681.5 170.53 681.5 182.532M675.5 176.531 687.5 176.531" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><path d="M675.5 176.531C675.5 173.217 678.186 170.53 681.5 170.53 684.814 170.53 687.5 173.217 687.5 176.531 687.5 179.845 684.814 182.532 681.5 182.532 678.186 182.532 675.5 179.845 675.5 176.531Z" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><path d="M681.167 238.436 681.167 226.205 681.833 226.205 681.833 238.436ZM677.501 227.538 681.5 219.538 685.499 227.538Z" fill="#5F5F5F"/><rect x="633" y="415.072" width="105" height="36.0063" fill="#DAE3F3" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 642.467 440)">Embedding</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 642.663 410)">𝑧</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 651.208 414)">𝑠</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 653.351 289)">𝑧</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 661.896 293)">𝑡</text><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 641.612 23)">Variant 3</text><path d="M681.167 186.763 681.167 163.194 681.833 163.194 681.833 186.763ZM677.501 164.527 681.5 156.527 685.499 164.527Z" fill="#5F5F5F"/><path d="M681.167 395.634 681.167 394.714 754.271 394.714 753.938 395.047 753.938 289.55 754.271 289.884 694.448 289.884 694.448 289.217 754.604 289.217 754.604 395.38 681.5 395.38 681.833 395.047 681.833 395.634ZM695.781 293.55 687.782 289.55 695.781 285.55Z" fill="#5F5F5F"/><path d="M681.167 283.909 681.167 280.221 753.492 280.221 753.159 280.554 753.159 176.531 753.492 176.864 693.669 176.864 693.669 176.197 753.825 176.197 753.825 280.887 681.5 280.887 681.833 280.554 681.833 283.909ZM695.002 180.531 687.004 176.531 695.002 172.531Z" fill="#5F5F5F"/><path d="M681.167 170.7 681.167 167.206 753.653 167.206 753.32 167.539 753.32 59.5104 753.653 59.8437 694.33 59.8437 694.33 59.177 753.986 59.177 753.986 167.872 681.5 167.872 681.833 167.539 681.833 170.7ZM695.663 63.5104 687.664 59.5104 695.663 55.5104Z" fill="#5F5F5F"/><path d="M0.333275-7.7147e-07 0.333365 38.6809-0.333186 38.6809-0.333275 7.7147e-07ZM3.99939 37.3478 0.000104969 45.3464-3.99922 37.3478Z" fill="#5F5F5F" transform="matrix(1 0 0 -1.00017 681.5 74.8594)"/><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 652.725 175)">𝑧</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 661.27 179)">𝑠</text><rect x="790.5" y="50.5088" width="162" height="348.061" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="#FBE5D6" fill-opacity="0.501961"/><rect x="815" y="324.056" width="113" height="30.0052" fill="#C6DBFE" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 825.669 346)">Layer Norm</text><rect x="803" y="268.047" width="64.0001" height="30.0052" fill="#FFE2BB" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 813.468 290)">MHA</text><rect x="815" y="147.026" width="113" height="31.0055" fill="#C6DBFE" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 825.669 169)">Layer Norm</text><rect x="815" y="97.0169" width="113" height="30.0052" fill="#C2E8F7" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 852.331 118)">MLP</text><path d="M868.167 415.034 868.167 361.228 868.833 361.228 868.833 415.034ZM864.501 362.562 868.5 354.562 872.499 362.562Z" fill="#5F5F5F"/><path d="M839.167 323.229 839.167 307.219 839.833 307.219 839.833 323.229ZM835.501 308.552 839.5 300.552 843.499 308.552Z" fill="#5F5F5F"/><path d="M869.167 147.42 869.167 135.189 869.833 135.189 869.833 147.42ZM865.501 136.522 869.5 128.522 873.499 136.522Z" fill="#5F5F5F"/><path d="M869 69.5121 869 81.5142M863.5 75.5132 874.5 75.5132" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><path d="M863.5 75.5132C863.5 72.1989 865.962 69.5121 869 69.5121 872.038 69.5121 874.5 72.1989 874.5 75.5132 874.5 78.8275 872.038 81.5142 869 81.5142 865.962 81.5142 863.5 78.8275 863.5 75.5132Z" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><rect x="815" y="214.037" width="114" height="30.0052" fill="#E5D6C6" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 846.418 236)">Fusion</text><path d="M870 194.534 870 205.536M864.5 200.035 875.5 200.035" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><path d="M864.5 200.035C864.5 196.997 866.962 194.534 870 194.534 873.038 194.534 875.5 196.997 875.5 200.035 875.5 203.073 873.038 205.536 870 205.536 866.962 205.536 864.5 203.073 864.5 200.035Z" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none" fill-rule="evenodd"/><rect x="820" y="415.072" width="106" height="36.0063" fill="#DAE3F3" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 830.268 440)">Embedding</text><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 829.413 23)">Variant</text><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 896.535 23)">4</text><path d="M869.167 212.547 869.167 185.198 869.833 185.198 869.833 212.547ZM865.501 186.531 869.5 178.531 873.499 186.531Z" fill="#5F5F5F"/><path d="M0.333275-5.29008e-07 0.33337 59.4647-0.333181 59.4647-0.333275 5.29008e-07ZM3.99939 58.1316 0.000104969 66.1302-3.99921 58.1316Z" fill="#5F5F5F" transform="matrix(1 0 0 -1.00017 869.5 96.647)"/><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 816.915 314)">𝑧</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 825.46 318)">𝑠</text><rect x="874" y="268.047" width="64.0001" height="30.0052" fill="#FFE2BB" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 884.503 290)">MHA</text><path d="M907.167 322.229 907.167 306.219 907.833 306.219 907.833 322.229ZM903.501 307.552 907.5 299.552 911.499 307.552Z" fill="#5F5F5F"/><path d="M839.167 268.22 839.167 252.209 839.833 252.209 839.833 268.22ZM835.501 253.543 839.5 245.543 843.499 253.543Z" fill="#5F5F5F"/><path d="M907.167 268.22 907.167 252.209 907.833 252.209 907.833 268.22ZM903.501 253.543 907.5 245.543 911.499 253.543Z" fill="#5F5F5F"/><path d="M869.167 382.102 869.167 381.091 943.929 381.091 943.595 381.424 943.595 200.535 943.929 200.868 882 200.868 882 200.202 944.262 200.202 944.262 381.758 869.5 381.758 869.833 381.424 869.833 382.102ZM883.333 204.535 875.334 200.535 883.333 196.535Z" fill="#5F5F5F"/><path d="M869.833 188.339 869.833 189.427 869.5 189.094 943.985 189.094 943.652 189.427 943.652 75.5132 943.985 75.8465 881.329 75.8465 881.329 75.1798 944.318 75.1798 944.318 189.76 869.167 189.76 869.167 188.339ZM882.662 79.5132 874.664 75.5132 882.662 71.5132Z" fill="#5F5F5F"/><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 887.428 314)">𝑧</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 895.973 318)">𝑡</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 839.115 200)">𝑧</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 847.661 204)">𝑠</text><path d="M779.5 0.500053 779.5 480.5" stroke="#000000" stroke-width="0.66655" stroke-miterlimit="8" stroke-dasharray="2.6662 1.99965" fill="none" fill-rule="evenodd"/><path d="M225.5 0.500053 225.5 480.5" stroke="#000000" stroke-width="0.66655" stroke-miterlimit="8" stroke-dasharray="2.6662 1.99965" fill="none" fill-rule="evenodd"/><rect x="423.5" y="50.5088" width="163" height="348.061" stroke="#5F5F5F" stroke-width="1.3331" stroke-miterlimit="8" fill="none"/><rect x="451" y="415.072" width="106" height="36.0063" fill="#DAE3F3" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 460.755 440)">Embedding</text><rect x="443" y="350.061" width="122" height="33.0058" fill="#FBE5D6" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 474.445 375)">Spatial</text><rect x="443" y="294.051" width="122" height="32.0056" fill="#FBE5D6" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 474.445 318)">Spatial</text><rect x="443" y="124.022" width="122" height="32.0056" fill="#FBE5D6" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 463.357 148)">Temporal</text><rect x="443" y="180.031" width="122" height="33.0058" fill="#FBE5D6" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 463.357 205)">Temporal</text><rect x="443" y="237.041" width="122" height="32.0056" fill="#FBE5D6" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 474.445 261)">Spatial</text><rect x="443" y="67.0117" width="122" height="33.0058" fill="#FBE5D6" fill-opacity="0.501961"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 463.357 92)">Temporal</text><path d="M502.167 348.725 502.167 334.224 502.833 334.224 502.833 348.725ZM498.501 335.557 502.5 327.557 506.499 335.557Z" fill="#5F5F5F"/><path d="M0.333275-1.65298e-06 0.333347 14.4984-0.333203 14.4984-0.333275 1.65298e-06ZM3.99937 13.1652 0.000104969 21.1639-3.99924 13.1653Z" fill="#5F5F5F" transform="matrix(1 0 0 -1.00017 501.5 292.715)"/><path d="M0.333275-1.65315e-06 0.333347 14.4962-0.333203 14.4962-0.333275 1.65315e-06ZM3.99937 13.163 0.000104969 21.1617-3.99924 13.1631Z" fill="#5F5F5F" transform="matrix(1 0 0 -1.00017 502.5 236.703)"/><path d="M0.333275-1.65298e-06 0.333347 14.4984-0.333203 14.4984-0.333275 1.65298e-06ZM3.99937 13.1652 0.000104969 21.1639-3.99924 13.1653Z" fill="#5F5F5F" transform="matrix(1 0 0 -1.00017 502.5 178.695)"/><path d="M0.333275-1.65298e-06 0.333347 14.4984-0.333203 14.4984-0.333275 1.65298e-06ZM3.99937 13.1652 0.000104969 21.1639-3.99924 13.1653Z" fill="#5F5F5F" transform="matrix(1 0 0 -1.00017 502.5 122.685)"/><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 475.168 410)">𝑧</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 483.713 414)">𝑠</text><path d="M501.167 412.803 501.167 389.233 501.833 389.233 501.833 412.803ZM497.501 390.567 501.5 382.567 505.499 390.567Z" fill="#5F5F5F"/><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 475.793 229)">𝑧</text><text fill="#5F5F5F" font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 484.338 233)">𝑡</text><path d="M0.333275-9.74489e-07 0.333361 29.2337-0.33319 29.2337-0.333275 9.74489e-07ZM3.99938 27.9006 0.000104969 35.8993-3.99922 27.9007Z" fill="#5F5F5F" transform="matrix(1 0 0 -1.00017 501.5 65.4106)"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 464.999 23)">Variant 2</text><path d="M596.5 0.500053 596.5 480.5" stroke="#000000" stroke-width="0.66655" stroke-miterlimit="8" stroke-dasharray="2.6662 1.99965" fill="none" fill-rule="evenodd"/><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 491.304 474)">(b)</text><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 671.614 474)">(c)</text><text fill="#5F5F5F" font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 862.593 474)">(d)</text><text font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 293.292 341)">𝑧</text><text font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 301.837 345)">𝑡</text><rect x="240.5" y="50.5088" width="163" height="348.061" stroke="#172C51" stroke-width="1.3331" stroke-miterlimit="8" fill="none"/><rect x="268" y="415.072" width="106" height="35.0061" fill="#DAE3F3"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 277.956 439)">Embedding</text><rect x="260" y="350.061" width="122" height="32.0056" fill="#FBE5D6"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 291.646 374)">Spatial</text><rect x="260" y="293.051" width="122" height="32.0056" fill="#FBE5D6"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 280.558 317)">Temporal</text><rect x="260" y="123.021" width="122" height="33.0058" fill="#FBE5D6"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 291.646 148)">Spatial</text><rect x="260" y="180.031" width="122" height="32.0056" fill="#FBE5D6"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 280.558 204)">Temporal</text><rect x="260" y="236.041" width="122" height="33.0058" fill="#FBE5D6"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 291.646 261)">Spatial</text><rect x="260" y="66.0116" width="122" height="33.0057" fill="#FBE5D6"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 280.558 91)">Temporal</text><path d="M319.167 347.725 319.167 333.224 319.833 333.224 319.833 347.725ZM315.501 334.557 319.5 326.557 323.499 334.557Z"/><path d="M0.333275-1.65298e-06 0.333347 14.4984-0.333203 14.4984-0.333275 1.65298e-06ZM3.99937 13.1652 0.000104969 21.1639-3.99924 13.1653Z" transform="matrix(1 0 0 -1.00017 319.5 291.715)"/><path d="M0.333275-1.65315e-06 0.333347 14.4962-0.333203 14.4962-0.333275 1.65315e-06ZM3.99937 13.163 0.000104969 21.1617-3.99924 13.1631Z" transform="matrix(1 0 0 -1.00017 319.5 235.703)"/><path d="M0.333275-1.65298e-06 0.333347 14.4984-0.333203 14.4984-0.333275 1.65298e-06ZM3.99937 13.1652 0.000104969 21.1639-3.99924 13.1653Z" transform="matrix(1 0 0 -1.00017 319.5 178.695)"/><path d="M0.333275-1.65298e-06 0.333347 14.4984-0.333203 14.4984-0.333275 1.65298e-06ZM3.99937 13.1652 0.000104969 21.1639-3.99924 13.1653Z" transform="matrix(1 0 0 -1.00017 319.5 121.685)"/><text font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="19" transform="matrix(1 0 0 1.00017 292.666 409)">𝑧</text><text font-family="Cambria Math,Cambria Math_MSFontService,sans-serif" font-weight="400" font-size="14" transform="matrix(1 0 0 1.00017 301.211 413)">𝑠</text><path d="M319.167 411.803 319.167 388.233 319.833 388.233 319.833 411.803ZM315.501 389.567 319.5 381.567 323.499 389.566Z"/><path d="M0.333275-1.02863e-06 0.33336 27.3443-0.333191 27.3443-0.333275 1.02863e-06ZM3.99938 26.0112 0.000104969 34.0098-3.99922 26.0112Z" transform="matrix(1 0 0 -1.00017 319.5 65.5213)"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 282.2 23)">Variant 1</text><path d="M413.5 0.500053 413.5 480.5" stroke="#000000" stroke-width="0.66655" stroke-miterlimit="8" stroke-dasharray="2.6662 1.99965" fill="none" fill-rule="evenodd"/><text font-family="Times New Roman,Times New Roman_MSFontService,sans-serif" font-weight="400" font-size="21" transform="matrix(1 0 0 1.00017 309.909 473)">(a)</text></g></svg>