sap-architecture/assets/reference-examples/ac_RA0003_FederatedML.drawio

<mxfile host="Electron" agent="Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/26.0.9 Chrome/128.0.6613.186 Electron/32.2.5 Safari/537.36" version="26.0.9">
  <diagram name="Page-1" id="D2mkemK1pfjjcZlUskxY">
    <mxGraphModel dx="1761" dy="2732" grid="1" gridSize="10" guides="0" tooltips="1" connect="1" arrows="1" fold="1" page="1" pageScale="1" pageWidth="1100" pageHeight="850" math="0" shadow="0">
      <root>
        <mxCell id="0" />
        <mxCell id="1" parent="0" />
        <mxCell id="FTVYmsemLhQfNNow4BaC-87" value="&lt;p style=&quot;margin-top: 6pt ; margin-bottom: 0pt ; margin-left: 0in ; direction: ltr ; unicode-bidi: embed ; vertical-align: baseline ; word-break: normal ; font-size: 14px&quot;&gt;&lt;br&gt;&lt;/p&gt;" style="rounded=1;whiteSpace=wrap;html=1;align=center;fontStyle=1;verticalAlign=middle;strokeColor=#0070F2;fillColor=#EBF8FF;strokeWidth=1.5;fontSize=12;fontFamily=Helvetica;container=0;recursiveResize=0;collapsible=0;fontColor=default;arcSize=2;" parent="1" vertex="1">
          <mxGeometry x="416" y="-1592" width="367.62" height="531" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-88" value="&lt;span style=&quot;caret-color: rgba(0, 0, 0, 0); color: rgba(0, 0, 0, 0); font-family: monospace; font-size: 0px; font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-indent: 0px; text-transform: none; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: rgb(248, 249, 250); text-decoration: none; float: none; display: inline !important;&quot;&gt;%3CmxGraphModel%3E%3Croot%3E%3CmxCell%20id%3D%220%22%2F%3E%3CmxCell%20id%3D%221%22%20parent%3D%220%22%2F%3E%3CmxCell%20id%3D%222%22%20value%3D%22%26lt%3Bp%20style%3D%26quot%3Bcaret-color%3A%20rgb(0%2C%200%2C%200)%3B%20color%3A%20rgb(0%2C%200%2C%200)%3B%20margin-top%3A%200pt%3B%20margin-bottom%3A%200pt%3B%20margin-left%3A%200in%3B%20direction%3A%20ltr%3B%20unicode-bidi%3A%20embed%3B%20word-break%3A%20normal%3B%26quot%3B%26gt%3B%26lt%3Bspan%20style%3D%26quot%3Bcolor%3A%20rgb(89%2C%2089%2C%2089)%3B%20font-size%3A%2016px%3B%20font-weight%3A%20700%3B%26quot%3B%26gt%3BSAP%20Data%20Warehouse%26amp%3Bnbsp%3BCloud%26lt%3B%2Fspan%26gt%3B%26lt%3Bbr%26gt%3B%26lt%3B%2Fp%26gt%3B%22%20style%3D%22rounded%3D0%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BstrokeColor%3D%23B3B3B3%3BstrokeWidth%3D2%3BfillColor%3Dnone%3Balign%3Dleft%3BverticalAlign%3Dtop%3BfontSize%3D11%3BfontFamily%3DArial%3Bcontainer%3D1%3BrecursiveResize%3D0%3Bcollapsible%3D0%3BfontColor%3D%23595959%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22600%22%20y%3D%22560%22%20width%3D%22400%22%20height%3D%22435%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%223%22%20style%3D%22edgeStyle%3Dnone%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BentryX%3D0%3BentryY%3D0.5%3BentryDx%3D0%3BentryDy%3D0%3Bdashed%3D1%3BstartArrow%3Dclassic%3BstartFill%3D1%3BendArrow%3Dclassic%3BendFill%3D1%3BstrokeColor%3D%23C0399F%3BstrokeWidth%3D1%3BfontSize%3D16%3B%22%20edge%3D%221%22%20parent%3D%222%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%3E%3CmxPoint%20x%3D%22377%22%20y%3D%2277%22%20as%3D%22sourcePoint%22%2F%3E%3CmxPoint%20x%3D%22377%22%20y%3D%2277%22%20as%3D%22targetPoint%22%2F%3E%3C%2FmxGeometry%3E%3C%2FmxCell%3E" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=2;fillColor=default;align=left;verticalAlign=top;fontSize=11;fontFamily=Arial;container=0;recursiveResize=0;collapsible=0;fontColor=#595959;arcSize=3;" parent="1" vertex="1">
          <mxGeometry x="460.93000000000006" y="-1528" width="280" height="239" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-89" value="" style="rounded=1;whiteSpace=wrap;html=1;fontSize=11;fontFamily=Arial;align=left;verticalAlign=top;fillColor=default;strokeColor=#0070F2;fontColor=#595959;strokeWidth=2;container=0;arcSize=3;" parent="1" vertex="1">
          <mxGeometry x="461.18" y="-1264" width="279.5" height="175" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-90" value="&lt;b style=&quot;font-size: 14px;&quot;&gt;Generative AI Hub&lt;/b&gt;" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;fontSize=14;fontColor=#000000;opacity=0;container=0;" parent="1" vertex="1">
          <mxGeometry x="540" y="-1252" width="138" height="30" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-91" value="&lt;p style=&quot;margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; font-size: 13px;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;font-size: 13px;&quot;&gt;&lt;p style=&quot;margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; font-size: 13px;&quot;&gt;AI Core&lt;/p&gt;&lt;/div&gt;&lt;p style=&quot;font-size: 13px;&quot;&gt;&lt;/p&gt;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#EBF8FF;align=center;verticalAlign=top;fontStyle=1;fontSize=13;fontFamily=Arial;fontColor=#000000;spacingTop=6;container=0;" parent="1" vertex="1">
          <mxGeometry x="485.93" y="-1206" width="230" height="38" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-93" value="&lt;p style=&quot;margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; font-size: 13px;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;font-size: 13px;&quot;&gt;&lt;p style=&quot;margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; font-size: 13px;&quot;&gt;&lt;span style=&quot;background-color: initial; font-size: 13px;&quot;&gt;AI&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: initial; font-size: 13px;&quot;&gt;Launchpad&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;p style=&quot;font-size: 13px;&quot;&gt;&lt;/p&gt;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#EBF8FF;align=center;verticalAlign=top;fontStyle=1;fontSize=13;fontFamily=Arial;fontColor=#000000;spacingTop=6;container=0;" parent="1" vertex="1">
          <mxGeometry x="485.93" y="-1150" width="230" height="39" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-95" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;fontFamily=Helvetica;fontSize=15;fontColor=#595959;strokeColor=#595959;strokeWidth=2;" parent="1" edge="1">
          <mxGeometry relative="1" as="geometry">
            <mxPoint x="575.0144736842103" y="-1284.5" as="sourcePoint" />
            <mxPoint x="575.0144736842103" y="-1284.5" as="targetPoint" />
          </mxGeometry>
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-96" value="&lt;font style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;b style=&quot;font-size: 14px;&quot;&gt;SAP Datasphere&lt;/b&gt;&lt;/span&gt;&lt;/font&gt;" style="text;whiteSpace=wrap;html=1;align=center;spacing=0;container=0;fontColor=default;fontSize=14;" parent="1" vertex="1">
          <mxGeometry x="555" y="-1511" width="116.5" height="30.06" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-99" value="" style="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image=data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" fill="none" viewBox="0 0 49 49" height="49" width="49">&#xa;<g clip-path="url(#clip0_2622_3910)">&#xa;<circle stroke-width="0.857143" stroke="#D5DADD" fill="url(#paint0_linear_2622_3910)" r="23.5714" cy="24.0349" cx="24.5"/>&#xa;<path fill="url(#paint1_radial_2622_3910)" d="M24.1471 28.4581H24.1197C22.6883 28.4524 21.3173 27.9173 20.3051 26.9693C19.2929 26.0214 18.7216 24.7372 18.7155 23.3966V23.3439C18.7093 22.0117 18.8129 20.6809 19.0254 19.3636C19.1989 18.2641 19.4718 17.1804 19.841 16.1242C20.1783 15.1929 20.5626 14.4636 20.9939 13.9363C21.4253 13.409 21.8663 13.1453 22.3169 13.1453C23.2363 13.1453 23.9257 13.4967 24.3849 14.1995C24.8276 14.8732 25.0659 15.6465 25.0751 16.4365C25.0679 13.9188 24.7346 12.3075 24.0751 11.6026C23.4083 10.8899 22.8222 10.534 22.3169 10.5349C21.6972 10.5349 21.1059 10.7986 20.5429 11.3259C19.9981 11.8712 19.5178 12.681 19.1018 13.7554C18.6311 15.0583 18.2933 16.4001 18.093 17.7628C17.8304 19.6329 17.699 21.5171 17.6995 23.4033C17.7001 24.0926 17.9046 24.7681 18.2904 25.3551C18.6688 25.9743 19.1702 26.5199 19.7676 26.9626C20.3897 27.4261 21.0888 27.7908 21.837 28.0424C22.5516 28.3166 23.3158 28.4596 24.088 28.4635L24.1471 28.4581Z"/>&#xa;<path fill="url(#paint2_radial_2622_3910)" d="M22.6556 34.5225C21.9984 34.733 21.445 34.7151 20.9954 34.4685C20.678 34.2185 20.4228 33.9067 20.2474 33.5547C20.0584 33.1982 19.9597 32.8056 19.9592 32.4074C19.9586 32.3415 19.9635 32.2756 19.9736 32.2104C19.981 32.1586 19.9856 32.1065 19.9873 32.0543C19.6833 33.3352 19.5875 34.4499 19.6998 35.3985C19.8122 36.3478 20.1879 36.9804 20.8268 37.2962C21.3706 37.5958 22.0364 37.6134 22.8242 37.3488C23.6312 37.1023 24.4896 36.6281 25.3995 35.9262C26.4235 35.1126 27.3617 34.2086 28.201 33.2267C29.1843 32.058 30.0776 30.8253 30.8743 29.5379L31.1841 29.0898C30.8656 28.9548 30.5702 28.8158 30.2978 28.6849C30.0437 28.5627 29.7934 28.4277 29.548 28.2819C28.8216 29.3123 28.0235 30.2968 27.1591 31.2291C26.4363 32.0136 25.6406 32.7363 24.7812 33.3887C24.0213 33.9502 23.3127 34.3281 22.6556 34.5225Z"/>&#xa;<path fill="url(#paint3_radial_2622_3910)" d="M32.6987 26.0731C32.8673 25.6952 33.0259 25.3132 33.1772 24.9258H33.1829C33.0143 24.6977 32.84 24.4858 32.6627 24.2834C32.4854 24.0809 32.3024 23.8838 32.1151 23.6895C31.8326 24.305 31.5545 24.8664 31.2836 25.3767C31.0378 25.8394 30.7708 26.2866 30.4856 26.7202C30.732 26.8624 30.9955 26.9768 31.2706 27.0611C31.5502 27.1491 31.8409 27.2022 32.1353 27.219H32.1641C32.3514 26.833 32.5301 26.451 32.6987 26.0731Z"/>&#xa;<path fill="url(#paint4_radial_2622_3910)" d="M33.7118 18.1515V18.1771C33.6796 18.6498 33.6209 19.1207 33.536 19.5876C33.4573 20.0011 33.3594 20.4101 33.2423 20.8144C33.3921 20.9212 33.5358 21.0353 33.6729 21.156C33.8058 21.2746 33.9506 21.3808 34.1053 21.4732C34.1447 21.3036 34.1731 21.1318 34.1903 20.959C34.209 20.77 34.2177 20.5756 34.2177 20.3651C34.2178 19.9801 34.1758 19.5961 34.0923 19.2191C34.0107 18.8505 33.883 18.4922 33.7118 18.1515Z"/>&#xa;<path fill="url(#paint5_radial_2622_3910)" d="M16.9141 25.243L16.8291 25.2957C16.5731 25.4144 16.3244 25.5465 16.084 25.6911C15.8487 25.8315 15.6282 25.9719 15.4226 26.1123L15.0565 25.5332C14.2722 24.2446 13.5854 22.906 13.0015 21.5272C12.5202 20.3577 12.1574 19.1484 11.9178 17.9153C11.7208 16.8265 11.6973 15.8952 11.8472 15.1213C11.997 14.3475 12.3443 13.8112 12.8891 13.5124C13.5261 13.1786 14.3095 13.1961 15.2395 13.5651C16.1696 13.934 17.1389 14.594 18.1477 15.5451C17.6781 15.2642 17.1589 15.0635 16.6144 14.9526C16.2069 14.8649 15.7791 14.9262 15.4182 15.124C14.9484 15.3697 14.6386 15.8088 14.4887 16.4414C14.3571 17.2148 14.362 18.0032 14.5031 18.7751C14.6765 19.8036 14.9544 20.8142 15.3332 21.7931C15.7815 22.9779 16.3175 24.1321 16.9372 25.2471L16.9141 25.243Z"/>&#xa;<path fill="url(#paint6_radial_2622_3910)" d="M16.5755 27.7198C16.7454 27.5084 16.9387 27.3143 17.1519 27.1408C17.3748 26.9605 17.6162 26.8014 17.8725 26.6657C18.2097 27.1939 18.546 27.6991 18.8813 28.1814C19.2185 28.666 19.5658 29.1262 19.9232 29.5662L19.4447 29.6445H19.5009C19.3122 29.6796 19.1162 29.7107 18.9086 29.7377C18.7011 29.7647 18.4878 29.7863 18.2616 29.8024C17.9801 29.5046 17.6986 29.1798 17.4171 28.8279C17.1356 28.4761 16.8541 28.1162 16.5726 27.7481L16.5755 27.7198Z"/>&#xa;<path fill="url(#paint7_radial_2622_3910)" d="M24.1197 33.5196C23.5295 33.472 22.9528 33.3271 22.4163 33.0918C21.8987 32.8649 21.4198 32.5675 20.9954 32.209L22.0359 31.8392V31.8662C22.3558 32.1649 22.6892 32.4547 23.036 32.7354C23.3882 33.0208 23.7593 33.2849 24.1471 33.5264L24.1197 33.5196Z"/>&#xa;<path fill="url(#paint8_radial_2622_3910)" d="M26.878 27.7198H26.9054C27.7281 27.2843 28.4128 26.6523 28.8898 25.8882C29.3846 25.1135 29.6429 24.2264 29.6363 23.3237C29.6377 22.8603 29.5713 22.3989 29.4389 21.9524L29.4205 21.8911C29.5243 22.1855 29.6056 22.487 29.6637 22.7933C29.7949 23.5219 29.7949 24.266 29.6637 24.9947C29.5399 25.7036 29.2827 26.3864 28.9043 27.0112C28.5384 27.617 28.0034 28.1182 27.3565 28.4608C25.6291 29.4202 23.8325 30.2658 21.9797 30.9916C20.3848 31.59 18.9869 31.9899 17.786 32.1915C16.5851 32.3931 15.5998 32.3975 14.8303 32.205C14.0617 32.0295 13.5179 31.6867 13.1989 31.1765C12.9539 30.7725 12.9962 30.1223 13.3257 29.2261C13.6512 28.3409 14.9675 27.2765 17.2746 26.0331C16.5484 26.4315 15.932 26.9847 15.4759 27.6483C15.0243 28.3159 15.0522 29.0628 15.5595 29.8888C15.8218 30.3108 16.3098 30.5655 17.0237 30.6528C17.7557 30.7428 18.6281 30.6856 19.6407 30.4814C20.7939 30.2398 21.9237 29.9094 23.0187 29.4934C24.3268 28.9859 25.5965 28.3956 26.819 27.7265L26.878 27.7198Z"/>&#xa;<path fill="url(#paint9_radial_2622_3910)" d="M26.8492 18.8885C26.444 18.656 26.008 18.4745 25.5522 18.3486C25.0771 18.2159 24.5838 18.1495 24.088 18.1515C23.1154 18.1405 22.1593 18.3871 21.3297 18.8628C20.5177 19.3244 19.8407 19.9677 19.3597 20.7349C19.751 20.1029 20.2692 19.5478 20.8859 19.1004C21.4909 18.6325 22.1721 18.2584 22.9034 17.9922C23.6212 17.7312 24.3845 17.5971 25.1545 17.5968C25.9051 17.5925 26.6435 17.7746 27.2945 18.1245C29.0292 19.034 30.694 20.056 32.2765 21.183C33.6455 22.1845 34.7197 23.1203 35.4988 23.9905C36.278 24.8606 36.78 25.6556 37.0048 26.3755C37.2296 27.0953 37.1816 27.7108 36.8607 28.2219C36.6176 28.6259 35.9984 28.9202 35.0031 29.1046C34.0335 29.2843 32.4129 28.7677 30.1414 27.5547C30.8506 27.9187 31.6409 28.1248 32.4509 28.1558C33.304 28.1819 33.9842 27.7819 34.4915 26.9558C34.7346 26.5347 34.7249 26.0074 34.4627 25.374C34.1821 24.7603 33.6945 24.0881 32.9999 23.3574C32.2037 22.5369 31.3329 21.7827 30.3973 21.1034C29.267 20.2745 28.0723 19.5256 26.8233 18.8628L26.8492 18.8885Z"/>&#xa;<path fill="url(#paint10_radial_2622_3910)" d="M26.5062 14.8298C28.1168 14.8233 29.7257 14.9289 31.3196 15.1456C32.6385 15.3343 33.9345 15.6435 35.189 16.0688C36.2871 16.4549 37.1552 16.9048 37.7931 17.4186C38.4301 17.945 38.749 18.4984 38.75 19.0788C38.75 19.7464 38.3374 20.366 37.5121 20.9374C36.6868 21.5087 35.5819 21.9789 34.1975 22.3478C34.693 22.0988 35.1402 21.7735 35.5204 21.3855C35.8149 21.097 35.9853 20.7168 35.9989 20.3178C35.9989 19.8445 35.7457 19.3879 35.2394 18.9478C34.6034 18.4476 33.8792 18.0548 33.0994 17.7871C32.0591 17.4168 30.9855 17.1344 29.8914 16.9435C28.5823 16.7059 27.2553 16.5651 25.9226 16.5224V14.8298H26.5062Z"/>&#xa;<path fill="url(#paint11_radial_2622_3910)" d="M24.0909 16.2524C24.0909 16.0221 24.0628 15.7925 24.0073 15.5681C23.9542 15.3525 23.8827 15.1412 23.7935 14.9363C23.273 14.9757 22.7765 15.0248 22.3039 15.0835C21.8264 15.1429 21.3619 15.2176 20.9104 15.3076L21.079 15.2819C20.9853 15.4574 20.8859 15.6653 20.7835 15.9015C20.6812 16.1377 20.5919 16.3712 20.5169 16.5993L20.4607 16.7046C21.0622 16.6497 21.6626 16.6047 22.2621 16.5696C22.8616 16.5345 23.4621 16.517 24.0635 16.517C24.0817 16.4797 24.0911 16.4392 24.0909 16.3982V16.2524Z"/>&#xa;<path fill="url(#paint12_radial_2622_3910)" d="M29.4205 21.8911C29.2955 21.4856 29.1127 21.0975 28.8769 20.7376C29.0979 21.1054 29.2798 21.4917 29.4205 21.8911ZM19.988 32.0511L19.9873 32.0543C19.9877 32.0402 19.988 32.0261 19.988 32.012V32.0511ZM29.548 28.2819L29.5513 28.2772L29.4951 28.2502L29.548 28.2819ZM23.8099 14.9351L23.7811 14.9081L23.7935 14.9363L23.8099 14.9351ZM30.4823 26.7183L30.4856 26.7202C30.4563 26.7647 30.4269 26.8091 30.3973 26.8533L30.4823 26.7183ZM33.2406 20.8132L33.2423 20.8144L33.2118 20.9185L33.2406 20.8132Z" clip-rule="evenodd" fill-rule="evenodd"/>&#xa;<path fill="url(#paint13_radial_2622_3910)" d="M14.5781 18.1771L14.6055 18.1515C14.9481 17.7076 15.3669 17.3199 15.8448 17.0042C16.338 16.676 16.8779 16.4143 17.4488 16.2268C17.4113 16.3847 17.3739 16.5521 17.3364 16.7275C17.2975 16.9097 17.2787 17.0951 17.2802 17.2809L17.1952 17.3079C16.7329 17.411 16.2773 17.5385 15.8304 17.6899C15.4011 17.8348 14.9827 18.0066 14.5781 18.2041V18.1771Z"/>&#xa;</g>&#xa;<defs>&#xa;<linearGradient gradientUnits="userSpaceOnUse" y2="44.2792" x2="41.5645" y1="6.84775" x1="4.85287" id="paint0_linear_2622_3910">&#xa;<stop stop-color="white"/>&#xa;<stop stop-color="#EAECEE" offset="1"/>&#xa;</linearGradient>&#xa;<radialGradient gradientTransform="translate(16.0469 14.5871) rotate(45) scale(26.7403 32.4531)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint1_radial_2622_3910">&#xa;<stop stop-color="#00BBFF"/>&#xa;<stop stop-color="#008BFF" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(16.0469 14.5871) rotate(45) scale(26.7403 32.4531)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint2_radial_2622_3910">&#xa;<stop stop-color="#00BBFF"/>&#xa;<stop stop-color="#008BFF" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(16.0469 14.5871) rotate(45) scale(26.7403 32.4531)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint3_radial_2622_3910">&#xa;<stop stop-color="#00BBFF"/>&#xa;<stop stop-color="#008BFF" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(16.0469 14.5871) rotate(45) scale(26.7403 32.4531)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint4_radial_2622_3910">&#xa;<stop stop-color="#00BBFF"/>&#xa;<stop stop-color="#008BFF" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.937 14.4993) rotate(45.3181) scale(26.5843 50.2291)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint5_radial_2622_3910">&#xa;<stop stop-color="#0195FF"/>&#xa;<stop stop-color="#1147E9" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.937 14.4993) rotate(45.3181) scale(26.5843 50.2291)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint6_radial_2622_3910">&#xa;<stop stop-color="#0195FF"/>&#xa;<stop stop-color="#1147E9" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.937 14.4993) rotate(45.3181) scale(26.5843 50.2291)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint7_radial_2622_3910">&#xa;<stop stop-color="#0195FF"/>&#xa;<stop stop-color="#1147E9" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.9309 14.5966) rotate(45) scale(26.5978 24.2376)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint8_radial_2622_3910">&#xa;<stop stop-color="#1348FF"/>&#xa;<stop stop-color="#06238D" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.937 14.4993) rotate(45.3181) scale(26.5843 50.2291)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint9_radial_2622_3910">&#xa;<stop stop-color="#0195FF"/>&#xa;<stop stop-color="#1147E9" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.9309 14.5966) rotate(45) scale(26.5978 24.2376)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint10_radial_2622_3910">&#xa;<stop stop-color="#1348FF"/>&#xa;<stop stop-color="#06238D" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.9309 14.5966) rotate(45) scale(26.5978 24.2376)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint11_radial_2622_3910">&#xa;<stop stop-color="#1348FF"/>&#xa;<stop stop-color="#06238D" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.9309 14.5966) rotate(45) scale(26.5978 24.2376)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint12_radial_2622_3910">&#xa;<stop stop-color="#1348FF"/>&#xa;<stop stop-color="#06238D" offset="1"/>&#xa;</radialGradient>&#xa;<radialGradient gradientTransform="translate(15.9309 14.5966) rotate(45) scale(26.5978 24.2376)" gradientUnits="userSpaceOnUse" r="1" cy="0" cx="0" id="paint13_radial_2622_3910">&#xa;<stop stop-color="#1348FF"/>&#xa;<stop stop-color="#06238D" offset="1"/>&#xa;</radialGradient>&#xa;<clipPath id="clip0_2622_3910">&#xa;<rect transform="translate(0.5 0.0349121)" fill="white" height="48" width="48"/>&#xa;</clipPath>&#xa;</defs>&#xa;</svg>;points=[[0,0,0,0,0],[0,0.25,0,0,0],[0,0.5,0,0,0],[0,0.75,0,0,0],[0.25,0,0,0,0],[0.5,0,0,0,0],[0.75,0,0,0,0],[1,0,0,0,0],[1,0.25,0,0,0],[1,0.5,0,0,0],[1,0.75,0,0,0]];" parent="1" vertex="1">
          <mxGeometry x="525" y="-1512" width="27" height="27" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-100" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;points=[[0,0,0,0,0],[0,0.25,0,0,0],[0,0.5,0,0,0],[0,0.75,0,0,0],[0.25,0,0,0,0],[0.5,0,0,0,0],[0.75,0,0,0,0],[1,0,0,0,0],[1,0.25,0,0,0],[1,0.5,0,0,0],[1,0.75,0,0,0]];" parent="1" vertex="1">
          <mxGeometry x="512" y="-1251" width="28" height="28" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-101" value="&lt;font style=&quot;font-size: 10px;&quot;&gt;&lt;span style=&quot;font-size: 10px;&quot;&gt;&lt;b style=&quot;font-size: 10px;&quot;&gt;Powered by SAP HANA Cloud&lt;/b&gt;&lt;/span&gt;&lt;/font&gt;" style="text;whiteSpace=wrap;html=1;align=center;spacing=0;container=0;fontColor=default;fontSize=10;" parent="1" vertex="1">
          <mxGeometry x="463" y="-1483" width="280" height="20.06" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-102" value="&lt;p style=&quot;margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; font-size: 13px;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;line-height: 150%; font-size: 13px;&quot;&gt;&lt;font style=&quot;font-size: 13px; line-height: 2.1;&quot; face=&quot;Helvetica&quot;&gt;Data Federation&amp;nbsp;&lt;/font&gt;&lt;br style=&quot;font-size: 13px;&quot;&gt;&lt;/div&gt;&lt;p style=&quot;font-size: 13px;&quot;&gt;&lt;/p&gt;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#EBF8FF;align=center;verticalAlign=middle;fontStyle=1;fontSize=13;fontFamily=Arial;fontColor=#000000;spacing=-1;spacingTop=8;container=0;arcSize=7;flipH=0;" parent="1" vertex="1">
          <mxGeometry x="485.92999999999984" y="-1398" width="230" height="35.51" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-103" value="&lt;p style=&quot;margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; font-size: 13px;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;font-size: 13px;&quot;&gt;&lt;font style=&quot;font-size: 13px; line-height: 2.1;&quot; face=&quot;Helvetica&quot;&gt;Virtual Models&lt;/font&gt;&lt;br style=&quot;font-size: 13px;&quot;&gt;&lt;/div&gt;&lt;p style=&quot;font-size: 13px;&quot;&gt;&lt;/p&gt;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#EBF8FF;align=center;verticalAlign=middle;fontStyle=1;fontSize=13;fontFamily=Arial;fontColor=#000000;labelPosition=center;verticalLabelPosition=middle;spacingTop=7;container=0;arcSize=7;flipH=0;" parent="1" vertex="1">
          <mxGeometry x="485.92999999999984" y="-1446" width="230" height="35.51" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-104" value="&lt;p style=&quot;margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; font-size: 13px;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;font-size: 13px;&quot;&gt;&lt;font style=&quot;font-size: 13px; line-height: 2.1;&quot; face=&quot;Helvetica&quot;&gt;Open Schema&lt;/font&gt;&lt;br style=&quot;font-size: 13px;&quot;&gt;&lt;/div&gt;&lt;p style=&quot;font-size: 13px;&quot;&gt;&lt;/p&gt;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#EBF8FF;align=center;verticalAlign=middle;fontStyle=1;fontSize=13;fontFamily=Arial;fontColor=#000000;labelPosition=center;verticalLabelPosition=middle;spacingTop=7;container=0;arcSize=7;flipH=0;" parent="1" vertex="1">
          <mxGeometry x="485.92999999999984" y="-1351.5100000000002" width="230" height="35.51430072629573" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-105" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.5;entryY=0;entryDx=0;entryDy=0;endArrow=none;endFill=0;strokeColor=#475F75;strokeWidth=1.5;align=center;verticalAlign=middle;fontFamily=Helvetica;fontSize=11;fontColor=default;labelBackgroundColor=default;exitX=1;exitY=0.5;exitDx=0;exitDy=0;" parent="1" source="FTVYmsemLhQfNNow4BaC-112" target="FTVYmsemLhQfNNow4BaC-110" edge="1">
          <mxGeometry relative="1" as="geometry">
            <mxPoint x="444.19000000000005" y="-1479" as="sourcePoint" />
          </mxGeometry>
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-106" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;endArrow=none;endFill=0;strokeColor=#475F75;strokeWidth=1.5;align=center;verticalAlign=middle;fontFamily=Helvetica;fontSize=11;fontColor=default;labelBackgroundColor=default;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="FTVYmsemLhQfNNow4BaC-107" target="FTVYmsemLhQfNNow4BaC-110" edge="1">
          <mxGeometry relative="1" as="geometry">
            <mxPoint x="444.6300000000001" y="-1184.4444444444443" as="sourcePoint" />
          </mxGeometry>
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-107" value="&lt;p style=&quot;margin-top: 6pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; vertical-align: baseline; word-break: normal; font-size: 14px;&quot;&gt;&lt;font style=&quot;font-size: 14px;&quot;&gt;Non-SAP Data Sources&lt;/font&gt;&lt;/p&gt;" style="rounded=1;whiteSpace=wrap;html=1;align=center;fontStyle=1;verticalAlign=bottom;strokeColor=#475E75;fillColor=#F5F6F7;strokeWidth=1.5;fontSize=12;fontFamily=Helvetica;container=0;recursiveResize=0;collapsible=0;fontColor=default;arcSize=3;pointerEvents=0;gradientColor=none;labelPosition=center;verticalLabelPosition=top;spacing=-34;" parent="1" vertex="1">
          <mxGeometry x="80.75" y="-1395" width="257.75" height="227" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-108" style="edgeStyle=none;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0;entryY=0.5;entryDx=0;entryDy=0;dashed=1;startArrow=classic;startFill=1;endArrow=classic;endFill=1;strokeColor=#C0399F;strokeWidth=1;fontSize=16;" parent="1" edge="1">
          <mxGeometry relative="1" as="geometry">
            <mxPoint x="56" y="-1544" as="sourcePoint" />
            <mxPoint x="56" y="-1544" as="targetPoint" />
          </mxGeometry>
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-109" value="" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;strokeColor=#475F75;strokeWidth=1.5;align=center;verticalAlign=middle;fontFamily=Helvetica;fontSize=11;fontColor=#FFFFFF;labelBackgroundColor=default;startArrow=none;endArrow=block;endFill=1;endSize=3;" parent="1" edge="1">
          <mxGeometry relative="1" as="geometry">
            <mxPoint x="460" y="-1399" as="targetPoint" />
            <Array as="points">
              <mxPoint x="427.5" y="-1399" />
              <mxPoint x="427.5" y="-1399" />
            </Array>
            <mxPoint x="434.3800000000001" y="-1399" as="sourcePoint" />
          </mxGeometry>
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-110" value="&lt;span style=&quot;font-family: Slack-Lato, Slack-Fractions, appleLogo, sans-serif; font-variant-ligatures: common-ligatures; text-align: left;&quot;&gt;&lt;font&gt;Data Federation &lt;br&gt;&amp;amp; Replication&lt;/font&gt;&lt;/span&gt;" style="rounded=1;whiteSpace=wrap;html=1;arcSize=29;fillColor=#F5F6F7;fontColor=#475F75;strokeColor=#475F75;fontFamily=Helvetica;fontSize=10;autosize=1;absoluteArcSize=1;strokeWidth=1.5;labelBackgroundColor=none;container=0;verticalAlign=middle;fontStyle=1;spacing=0;gradientColor=none;" parent="1" vertex="1">
          <mxGeometry x="343" y="-1414" width="94.38" height="32" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-129" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;fillColor=#EBF8FF;arcSize=24;absoluteArcSize=1;imageWidth=64;imageHeight=64;strokeWidth=1.5;" parent="1" vertex="1">
          <mxGeometry x="840.5" y="-1592" width="341.5" height="529" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-130" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;fillColor=#ffffff;arcSize=14;absoluteArcSize=1;imageWidth=64;imageHeight=64;strokeWidth=1.5;" parent="1" vertex="1">
          <mxGeometry x="867.5" y="-1548" width="292.12" height="337" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-131" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;fontColor=#FFFFFF;strokeColor=#475F75;endArrow=block;endFill=1;strokeWidth=1.5;endSize=3;startArrow=none;exitX=-0.003;exitY=0.375;exitDx=0;exitDy=0;exitPerimeter=0;" parent="1" source="FTVYmsemLhQfNNow4BaC-154" edge="1">
          <mxGeometry relative="1" as="geometry">
            <mxPoint x="741.5" y="-1412" as="targetPoint" />
            <mxPoint x="1146.11976" y="-1412.0010000000002" as="sourcePoint" />
            <Array as="points">
              <mxPoint x="874.5" y="-1413" />
              <mxPoint x="741.5" y="-1412" />
            </Array>
          </mxGeometry>
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-132" value="&lt;b style=&quot;box-sizing: inherit; font-family: Slack-Lato, Slack-Fractions, appleLogo, sans-serif; font-variant-ligatures: common-ligatures; text-align: left;&quot; data-stringify-type=&quot;bold&quot;&gt;Connectivity for Machine Learning&lt;/b&gt;" style="rounded=1;whiteSpace=wrap;html=1;arcSize=24;fillColor=#F5F6F7;fontColor=#475F75;strokeColor=#475F75;fontFamily=Helvetica;fontSize=10;autosize=1;absoluteArcSize=1;strokeWidth=1.5;labelBackgroundColor=none;verticalAlign=bottom;fontStyle=1;gradientColor=none;" parent="1" vertex="1">
          <mxGeometry x="760" y="-1425" width="110" height="28" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-133" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,iVBORw0KGgoAAAANSUhEUgAAALAAAAA+CAYAAACLDZH2AAAAAXNSR0IArs4c6QAAAIRlWElmTU0AKgAAAAgABQESAAMAAAABAAEAAAEaAAUAAAABAAAASgEbAAUAAAABAAAAUgEoAAMAAAABAAIAAIdpAAQAAAABAAAAWgAAAAAAAACQAAAAAQAAAJAAAAABAAOgAQADAAAAAQABAACgAgAEAAAAAQAAALCgAwAEAAAAAQAAAD4AAAAAzLP4EAAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAJiRJREFUeAHtfQl0Vdd57n+GO0lCMyALIYQQYARYeACDAcdO7BAHO8YTThy/uMRj48ZN2pfXldXXVdom6WrTleQ1K22c1zR1a7uEJnb8XA9xHNuNY5zUYIwZzCBATEJIgCQ03emc875v37uvzr2SkATYFkS/9N+z573P3t/5z7//vc85IuM03gPncQ8Y51Pb8/7mYGXAcO52xbxRbKvNsszHQ/G2l459paHnfDqP8baeux44LwDseZ5R9LeNd7mG+aBhBReg0XliWoYY0iZe8ue26z568o9rNpy7bhkv6XzpgTENYE88I/JXOz8SEPcPPTu43LCsYvHEAnDFMEwRywZbCXGdQ4YhT3th79FTD03dc750/ng7z74HxiyA8//s7QbTsu+BunCbYQcqxDSChkfgijhAsGEaEMKWBjEizG4Aeadpek84IfPxrgcrj59994yXMNZ7YMwBOLJ2S5WZkE97htxpBoKzgNhCgdg1gF4XAI46BgSvqUAMHVhCAUsB2aM0Nk3g2Grx3PhGceWJU5dU/kSuNZJjfRDG23fmPTBmAFz45RdLnUDRTZ4VvN2w7UViWJMgdcV0HSgSBC4kL8TvpZX58tEZBdLW68orTX1yqNuRcMCUoA3NwgaI7RDw7kDRCO71JPkL07bXd9xf8tqZd9F4zrHcAx86gOeu3R5s6uy4BsL1drHt6yQQmG6YAKILwYnWxSBxk4icUhKST15cKKvqi+Syi8LSnfDkNQD4qV098ubhqHQmJAXkICVxQCQYFs9zYobhvovCnrFN86kT95e/N5YHY7xto++BDw/A69dbeRsqGsR1V4kdvBH3/gYJhEzD4x3fVaAleMsnBGXxtAmyan6xXFc3QaYVAZxpirsiW4/F5Pm9vfJcY59sO56QGMR1JAi1AuoEyhMjGIJATnYgywY4noaS8VL7g6UHdRnjx/O7Bz4UAId//+VaaAfXSyB4C4TrtUYwLwhw8davgAvhqkA4r7JAVs4tkZvmFEN1iKieTgC01IUpnaE5CP6VNH79YFSebeyVVw7GZN8pVywAOAhdGZYLSOOIGARzInoU+H7OMeUZy3B+3bGmhMAep/O4Bz5QABeseX6iawYWuSFjNcxgKwGsMlgOhFKXloUk0GVDl60ui8i1s4rltgXlsqy2QPJg8qW0JXDT2FVdrt0QuArILT2u/Hx/n/x0d69sbk3K8ainJHEgDWQjXID8LMTZDv3ip4h9Jj/RubP5wcre83gMf6eb/sEA+AuvFgT6OudaZuBmMYP3SChcSSga0HMJKOq4tCBMLArLoulFAO5E+dT8UikKmSqO4PU3lMmzCAE0r4UBZKbb1+nI+vd65dn9Udnd7kovVBETFguLax+BoBihfKx/xIBh7zeQ4I+5lvnzznD4oKw2cBsYp/OpB/y4OPftvmN9MFQYqrY8cwUsCPeJFV5A+21KXfCU1PWAvEjIlvopE+TWyybL7ZdNktrSoFATjuFHYdvXsgHg9cXxZMgoTh03NMdl3c6o/PJQXJp7caFATlvKfgzVAiqFhCLixfsSph34f57hPBayE79puaPguLLZ+codd47dHnh/ALx2rZm/a9bERDCyzPDM+zFBWwGpCztYHOoC7LlYRSNwOdGqLs+XmwHcuxZXSsOUPNVTfWngKk9auuouRHaFTjZcuRmRPgsVxnAwhK1EIJEpvV/YH5N/B5DfPJaU9gSkMOqnRDZQfwrIAejHiW74HzMs90cwLu8+frPRxaLHaWz3QHroz2Ejb/j7kF1csdAwrPtxz77VDEDxBHAJK+icyqYL5UEKC4LyiUsqZM3VVbK0rliCQFwUwFUTNKTWYGTLMo2EIwNafwRBDj/txYzPpEcY1F8F5LY+T57ZF5cndsXk3ZOu4FJKSWOAWC1JK4sFcibdJlxaP3CN6BPtEj4yrlawo8cu+cf67Ft5y1OTgoHYFzzDfMgIhCeLB/FH6wJBAolLXTcUsGVhXZk8/PEZ8tG55VIYNiWOJHqCRvFJfTaLEKYoN1wnOl084ghsWixsHJtOebK+MS4/bozJfuxhw8qdBCiuVRshkUNBNSM0HHcTGvVXEdN66fBqo09XNX4cWz0wFCRG38q1a2373Vl/adjBLxi2VaSkLpEIdlwDaoPIvGklcu91M+TWhZVSVogtOgCuA4xnEVukAcmIXH9W4rSHaUj+fKmQ7F+kCzAteDuk8BO7E/LsgaQcATzDakk6pVYIF1KgzRgxOYiF6HuOf8Z4Lbugcd9Y6QE99Gffnk//+9RgPPk9LAXfpJAE6UuJi52QMrk0X+756Ay5Y+lUmYWlYM+DKsE4Xat26NbQ73PzOtBJdJbBjswyaDodmC6TBwrcPqzebWpz5F8bk/LSEU8tghDIKhK6R7oZ9wLrj10gqgRPHSeYIfopQsi6lzKR54MDoubcUGXhqRNtbZH96IpY0rNCXiwmxSV5cuOVU+We6+qkYVoxrAOWUhXcHKmrVAZ0X5Z+6+tO5fT5h2qxSsIhGSptOpwHajYhDOVVFZbMKTFlZbUr33vPlZ1QMSxue2MilAUTdWgujBfbuQkum7gkOA1cBmbqkRBbR3VkL/jD2IRfjXr/BVwHxuUrXB16Cfw34B1gkbWv2pJXPF2CZikGK/u8bMx+A7JPfr+hVaUd6udb20vF6KtB/+E2a/eXAd1SvHCHlAWbZM30qMpOCfetbVUS662ScCjVxx6WmiR4RApiLfLgFWznkHTOANz8gwd7gzf96B9dK9EzpSSyeuGc2tqbl9QYy+dOkpICzPLxl5LIg7QFp6gWzNAatFyJgwROJUFbGoiqtAJ5yqvgwl7RYWriRmiQkLa/x9JpEEA9WCdRefFDP8soCxuyosqS5j5Dvr4lCfs0p5uM5A+vNuWjx09F8PxPMO44A8DtT6fduvoDCHgYvEVHfIBHKPjqoqvy1TkFbtgU01Q4Cbv/3D8RK7ACI+DrSjTfcSdgR9XX5e/3fFcemRnTWQYc3ejtEi74kjhOkdqNpRN4vGBir0l78qsIalTBf7EjIIXu/5Di8vsl0Wdj8DDHN/MwYN+RrgnfR5rTbos9ZwBmY+LPrtkpUvOX//TbVzvrp5d/derEAg4yJvYpGGQhC+EKSDgakIQdvY68te2Y7NrfJpNKC+TKhqlSjH0QsfT1p0DqywNnRmKzHH884zKESMYPVjfzKMbYcIKXb+nEmdxonKmy+0K0k31XAcaizKiIV0Q/YEaV9awT81xYv5/o7z9HF7qT6UzG/hQ/yFPpsQAk0VOLxO2tQcCuVGDO71rPFnPLYgzqTCyr2mpTFpNQUtD23tNVCdtl/4aWesQdhrQ3zRrsIIQHTcFGLOntLBM77ld3WMoAGhmAv7gnVNRzeL5nGjPtYMjFtB03H1xMQWxhsCGnAhj+QFjcQMCx8iLuq0ZkxvFuywrgGu0F9/dOyq38+OERRgDxYnHZ+sa78qtfbJbWtlNSkB+W5VfNlD9es0wml+WlJHE6fUoqps+DBaBfeCARjFmEOFImPO1PBeI3nZcjSLWGF5qB0lQylpVbnsqY+WFs+h6RCRuJw9+KkaR/v9MMPEuu7SchOZI8PV+0BXOoZ8yRpFGLiEEAjPtc2a5JkkAazty5MUvriwQwNAh0blLszIikzs3EVNnFsqyTgARGfZxEy8hWRYcH8A3Ph4o7GleKHfmSEZxQ4QUsF7YwiKyAYMIG4AawexEABpitYMDD0xPGk3u94vzDTgTWiFQDfb+Z7oBD3dbRgmTjEWn9xRY5tbsphWi3Q4539MmcGZNkzS0LVG6Vj0PPfL7ysj3+iIFpc7otUxDL83NOKaP1Uo/LamK6ALaeTN2P18wYJa7fUDUm6dNIdzzNRuJVAVsE8EBa+xeA563TIJVqIXmtfsnhT6rL9IfBzcHRUQMGKietzzssgPMLvBLXDVxjhkuWc3nLg7JqcL8t2MBTENxbQBCT6eaTEe1QnVpijri4JaulY1+FWU70CwwS4jRBzWltRxkAfBi3GSjA3d19snlHs3z2xgUZXTcr7xAe9gG7eyjSfaTTqH5jO7IyZPuyoob3rEeSjWAqPzi7AcQdcIcGhA4MYBN5q+Uq0JkSkYh74FlfMKkOcbGpRKQYgzpLOFH7o7knsxpWX2/IEWs+VIfCtPRGPmahqBqGhk8xaAHDAjgUNHpxI9jn9bafgtoABZ9jwmzoWw+AZf86cIMNHpM2dkmS4WcyNMzftoybDjDvFn1FEeniAkI7aqJCDAB7+SGZVFagLFq0FasepNzKFAD3IMTokYg3VV5qWFIXP9zqwmdYOjxzHKSe0wQ9j7gnfKWcJumAqFKEzAVPA9O6AWVQKBKPgveAt4GHI+rli8AsA+Ml3eB94DfBvBhG0j1Ilibe9j0XT397RTDch7g1FddEncRi1XBkA3jHHYYUbVuKtNyQDUw4HehDPoQL5ZkDe+5pWACffOKTp4o//cLPXAvzz6Q5B9LXQZMwxJjcUL9xXM+FCqOks2NADTaNhRONhlll5pJwyAj7FyqysAcP/RYxX1Ql22KzZNPrUTnVE5MQwLtg3lRZsQyPxKEf1J0rfe6ZuwtBli7D3y3qWmfcCEkn5ahqtypa/YywkOxkHCjORij5RkrsCoLuU+DrwbVggpdloXOFUptS/Sfg59J+HAbQfISsAd8MJpB1/mNwPwV+AYweHQXxWUM3sQuwrwMwK4BDPlFbDSk7HaW8k1VS0TvYr2otAnAhwXAndZxGZC5A+um4jX44AGYDO9bd0ITDd+keCb3oeff2ON4lUIHDUQ4jhydNGiT0qqeM0Z0mnpbfWnWlPF9bLLv3tcrk8gly3bKZsqC+ot8KwQzIzAubJje6ef2QVZmog9VkAM70mnSlvnawbhIBr9QIulMhGZe/3SpqZD8EiK+mEWW6Fqn+HHz1EKkLEF4FXg6mlP4huBfspxnwfAn8eX8g3ECSuiBo8psJLgaPnJQEkWPoJFgXzCJMzLBG6UxFz89BIU9nCloLZdDcOQOTvxqEQdekSDB2wzUFx+pR6YGZQod3DCuBhy9iYIqWbjcEu5SB7bzSB72fE1CiI40ZlUGPMBcUKMBnTy+RummLpasHKwfYoV4QMaQH0x2djpkIXhelxLh5AhE29A/Vv+yrnPJVJbk/vgbQqZoFB5e5M3sxVB5fwtwyhvePNnMtivwaeImvaOrPmBSoCd8EHEvScVQr/hyMdRX5FZjSmYSekVvAt9HjI7aFKgg6TAGXkplhZH/XwjsUpZM5xruYuFcByHnQDYtgLJ8t39teIA/PpYoCei0obvlVGHfojmhOAgZQzwOADejMlL4jrC5V2Ih/+wH8wMZATbzLkpqakWWexmRM25Q+wvV2o1dzmW10uKaVxy5Ct/k3ozPITzwlHRaDPKFkDUdgOgQg27FO5Y/nNuIo7Fw7G49BSkMlQ976mZNlVk25ArxfVWGkumh85fvrVW6kUXWzkgypEPgQqMRyVmQm1TAOFqILGiapiv4ifhfkJHwL/ifBTeBl4PvA5WASQfwQ+D3wUTCJkvWj4CJ60sSLYCeYakMfmKrJFWCqNyOnVBdgZcfbjE6FmmNMhY2Y/TNNol2sd7MqrLQKm7j7FmPPN9CL008aJ/BU+Xbofw24voCz0XTJyJunAFx01+slXqJ3UWcoONFrOYZ9higgAKZhGftmFbJosOWzO/TT3Uo/+s8MIeyESpNfX+Z2uUHr/7wbXzivPBAMhgxJoBv17TrrImTH+M8J7sxcFW4VncYPD9jEJoe27pefrHtNdrxzQInMSxfVyiP3LIeuXKdEjF998LuRfUhiOpyRwqtOlGmvah/FO1OMmCqRchYY9w/VkzojT4OFUWIReHRXg28Ec2akaSsc3wBT1yVtAOO2LY/Qk6blOBI8rWBKVwKTfj81w/MnYAKYtA5MHZqTxJETW21SHAT3SDLeCt03ldf1pkI7ATjTAI5bJcDFxSqSAteMN4vt7pekBSXy/dF/WZdqjRuIfcewQ6sc18nHZAzDhgZgIqlgxNsB288DB5T3W97LaWJQiEM6xBvgAIBNQ8t/NLnmTw87Jk1qzK6AyryIG5QYrsCCo9+tE6MMLxqX9vUbxNl3GGKadaPnNu2XdWUTZFbtRKgfRdIDOTOgCn+5urxBjkymk/K0BpQzSJ4hgv4U4f/LV5xOxp4gqH8JfgBMHfYjYC1Z4VT0Cn5/m3bzcAr8DHgNmOoEqQI8H/w2mBcE9dFpYE28ON4Da/AynNL4WTCAp6wTOIyA2CkGzE0RpwUv58BkzrwaQgwXnFeJWyXbIPLoxoDEemaL49UgHgKQHehtBPBhheC+BgUQlfRc/ygAw55wJwyyWIlARQQd7+WUsgQqpT/dRKKK4xF+nUZJaKTBUb1YBHlcICBBJBPxGbGKprMzzpAIYO/kSbQFBagLCEe83OQkVu6Ot3fL7FpYeVC+emJpsHpyw9IIVU1EURxxJbWRTl2o8A96MTH89AST0ZBEScvbfLp2uRRuWhs0EdT7wZ06AEdK2MZ0mAYwo+vAzEsATwLznqmJYTu0x3fkhfE5cKEvbHinC73WyTspXsdujHMH8MjzCGMcauUfDpRIz5GoWJHZkM6lagWPpiXXelMCkR6JdQMs7x8pAEOo/tgwnFXoqnx0LfYHpUcRtjM1sgaGFwDGJm9Esj2MTwNUp4HU5uNCBpfSA5YJCwQcQJseqsHOgXEoSjHd2s+0fjeK8cJB6S3FBLyjA3FoD/PhoikpL5TS4gKJczqDMIL4tHUy3kcKtKiLRzJPa7gifNlH6+RZkXi9kKjP6jD6GT4PfBuYwGVn88wopXOBMAVhBC2tCrmWBUr6FnAuHUIAbcGjI+7Eip/Ab2g3OqkVFoaL1FMsHtSIJCRvonQ7wDFP6XkOdMY4JIspWzEYaIe6B4+uvlGkVgA2E6Eveab3pGVZE6GtE8Kol/1G5BAs6GN2LVOrvS0MQ7yL/lNHAtWD1E26YSto3TbNvK6+3LolGDQKlA7MBvmHiX5NRIsmptF+uP1AsqGPH8m7Sp5aF5f3thxA3Z4sWFgrd2ClbupFRdKHrlLCnpl8ZWTcug599KXR4M00cqi26rynPxIgBJ+uQacmABlHKcvepBSjJETnZYjS+27wnZmQVDlMQz3YT5TGDGc5mIhkEetnPblEyc640ZNVZAGsO6AjHgBYGxSADZj0nGitWKFGnO0l4gATvGMn41uxPtAiNt7iwe2SeF0NKjy7Xh2ixQrAnU8ub5cHNr6irBBVNUMkRTCbQVyTpnEMLgI3pY8pK8REWCG+WF9dhAncSmyPkBj0Ut10AoVEKacIfhUGvwqjnxH8SQ+rPnVmca+ZLpdPzZM9tEIgzZy6yTJzejn6CqPCa0plZgG+8hjG8lUofuAn0LU/Za5MVenLrlOfyfFRZPoVmFIwfRaqGFbJKjiBg5hSUpOg1E2BU7mpFvjVCoYPRgQ7y+eFocbRl4iDM5ikZb1ndpoOllj/aEGTfHs79nwDBFAnUVI+rA3TJJichAG4WIVjUxeextmMXeHd0taNty9iv8z7SP0n/oMrEk2pjj2r6lCGhLs8h3NBFp5E8/UZKAmJMHWbZjcygkMAN1XqCM6dhg7uG+4D8NV+YOZnOoTZUBnmzaoAcCcqPdWiTo6oZFqmZCQwk7N8kM5LbzpIOTLudLhKrzPxqDKyhFETJ1YvgnnpEly5xNZqxgy9v1lwE/S08R5Kh/P0BiOIBvkNmLouJTEBm0v+i0fHDdYeHXf6I+z6KgFtux4WNgxjMgALm7A3G+750BTw7mb0G3execY7MLHFpKgGI9p1+nLPMrYfwGdZkD97sQ0zNjYmc2+OApUehvSR4NFBCpi4AbbjLZNvbmmWvU2tUo79wAsbaqQcL/SLckh1YoUrvr0nBVwHMFASlJUjjcYfvRliZaCsOF2eiki1kck0CmhROQvS0k+DdKiiCHACMN1ClYy3/XXgp8BsxFANITiJjHYwpbi+L8KpiEDNVSsYwRW9MwcxSzCcnbD17sfEHgB28QZFox77UGHzZZPQXCdxEvuJd0p9W0KO10ZGtaDO8kdJIwMwtlSWVoXrPDNQm8RGHZuGbLw0j8/keNxKaYDxerO4HXQjebb1jbdjV8wuC4RCeNIhThmTMwx+MFFlcqHAbn1zu7z+8mZpaemQwsI8Wbpkptz3mSVSUV6QeTKD5RCwXOgYQH4Y+CK11PcFKentT872qMkfKwB4uSO4v8mDCTJ/aQPcBMhIMvF2TgD6m0J9lsDeBx4pYVY7QMxRQnOCmEtTEOC3VuTGD+8Pmnuwx+EABgKb1nGTNY0ZcKe2TtpBvD0meQTzpF2yerWDHWv+jhy+7DNIMTyAAd4JZcaKZNL8AzMSqrDwhIIL1KVMbegLK2BgDzCOQQlitQEWF+PpA15ZcasbMYMwqeU0So2Wb8hgoJHo7mZpfmkz9gPvx9Bb0trSKSewFFc7rVw+8ylamjDKvjw5RaYg0I+4fkgwDPmYNRNNf8aTKkkDOFUFf8FMk5MulXrY31QxwyZTzdqJZASylpYEcD24AtwCzqVqBBCcjb4IrFnm7ArDwyUIm+FLo52Xw0EpfObkhFvxRMZeiXbD0gCTk5soARhwF8BIq1d/WLugA7alKuAcldfoaAkdb5h4dUeQF/NpaVgAF4StIsMzPmbmlV8vfOQGbeYTIal9wOh3bpvkMhm2Q6p3KkCJPYFzae7EJnvffuDcUVXYwA+tcsmmk1hTgiDhyxu4Hxh7HXq7IZV3HpXbPnmpwhHzKxD7QeUrVE/2BgAdaZiF6y86qy6Hfu1W5euuOjsVQpcy3JFVbgBzocIPqqvhXwJ+GuynBngeARPsXwe/B9bUBMdxMM1tJKaZB64F7wOTeFFcD/bXxfDREZ+F+9aW3ZiQHIbwqobKQCsDVAmMHaxQuL1tlB6bF+WZEXuF2w9dLJSYscvlm1vacKFAzOki4STh5o79yNuHBbAVhyEsP/+Q13ey3QvaeeLYEGDUQUO43lgongJxUYwLALsB3EICBiSxHQnaaltHBjWslI3TKKIfbqoQUewH7ojgPb6dQD6f5sSszMjDfmCoD8QSQcasijIOHYAj0igVAHH+4nUmlQU/WZKX/nQRPGo3S3jf73v9Td8GJydjnwLrsSDw7geT9oAxEZKLwbeDbwaTqKZ8DUwQo9PUci7TagDDqRY6/hTHdWDq48xLCazrgfOMCReFcRB6b7UqgYCjudeFEdiy3pD67azvDAkjQVuyYVyNnymY1UdTAIN6QoI0xV0a72xItMN397An0/ncje1F9/zyaZjzHCxUzEFh3BBGNRH7gVERpw9EDcwIrmslTTPpNUwMzastMa/C00XhONvCJPxhE3wIY5gyG4anyO6emfLur3ulsysqYTwTt2B+tXxkySw1NyCm/aTBpovKlbr+arSEVfkRkcmDALqZlqZtHlM/dHxgxBnC/wVfAq7z1XoD3FQluJpGAM8BU4JqIuB/DKYqwTI2g98CU3JrohrxefBiMEZBGsAjI36QRHUIk2cc/XmTiWYMzD5xrGX9vch0RhuUlx1K/+1PnXINUkxWEn88tyhawenYNDQ9BZyslPAgcTKhViuHBTCzdj72sb04fLvqy+sjdtFC5G4Su/Qaj/IhWfaaYRfADWo8LonZkTfyH1pY/3DlxPzLSyYEwwlYI5WNFvEKKBpBzECC355ZLAemLJaXsZ9h+84jUjm5SFZcO1fmXVwhvAAySIMz6zyZ30csmuLITyq9L5PPqcqiX19c6sgf5fCXMqib1VES5hJEUeY6yY0bzP8iAv8VTLDVgDVNg4PsJza3Bfw4eBOY4CVRDeHmnyvAV4H9xAtB0xY4qBv71QhigG1OE61yeJ6Ndl72Jo9JPB2cjPN8U9TbdQSLFzvVdcGN62pPrOlIHPbfGfVsS4oKcTiFjTzcBE8rBaUV36iYzO1giO/U+29RJfsf+ThbT0TTBfkOzMo4z1D6MVs5Yjr87dWnV6qXfKt0f3nJJ77Z1nX9UrxqctmCKqmrKJQI7GnseUpD3urZPtVGhtGNC66uulhm/94SrgMqom0X70ZRedJBKjxLoqaSZn5ZFkmXTbcOozvLky6UujPr5HUSy0W/yjTkD4tmD7NP0FpFlHosKqvaVNRpf/8asbQmrAHXganDUtljK9kqLkoQGBQk/wz+ITi3jlcQRssDJ4JUOVgGgcn83WDal78B/t/g+WDmZ1qa7vrLCmOEXBM9b/TgQoYkpn6I80z67nNrr43K372zC+g+gjSlyI0Hh+weMROvyzWZvkCL0WTDi4FTdSSieFW+2SdJvHlcE+8xJTg/yzqFuzmeEFazmdSZ6zRZR3SJaUOFiI8ewFnl5HjWQov/xuR/u8+1A195a293+Vu7t8gLbx2WlUtq5ROLqmVicQhtw+ex2PT+5mdKoaTmMKkLjKG+NL6uS6X3xaUC+n8ZxVEflpBQyQEk7sXKyf5uTzYdR5i+gnQheGBK6XcDC+SgUHq2gqlIkWghgGTyDSJDhyfm/y74VfAnwEvA1WACjLrePvBrad6P42DEMtaDCfI7wVeCKQN5Yfwa/Bi4CTwVPAtM4kWyDZy2GsDVF49K0HgBtt1mSBs8mZvA23W8bZCG/ZIVySSYvwUvV/6OJGPVKp2Du4GR/HmqU5kAlF8SlZ7W5zG5O6R2pWF9C4OzE5veeU5paoVKWv4bWDXyoYPyUuAQDk2p8cAFYyoVQg/T0BlGGnPr41V4idA/4uV+N/Kid6HYc6HBgoWivqZMPnPdLLmqfrIU56E/cBYDQMl6dNPPXauyW8/y02UTp7wbHAJwX25OynMHXIHpHftR0MdEdvquAWg+1N4JqfegQcn6QRKlJ1tLCap7ZjT1M6+WwGeSfzR1fWhpB9PhzqwxS+7xYLGADhCYh22VNgFiAQQGln9bOqKyYccx2Xu0C6+ZiuBlf2H1SlP2KkHEo2ZWrt25x9w4+km56Yb0o01sF611/H7Gi4cS8k874/LyEVd4U+NStQIv17WxGd9wvB680f1HvZ8zKFU/aNKncTb1sowLmniVnjMK3LEeL3FwvgoQ34p3RsC+lr6zppcZucehGABePr9C7lg2XeZUFXJHpLKcZfU0PbplcKtbfbqVWelyWs4sufE6jMDFuop0Yo37jaNJ+c8mvA0Ir510oNbgclNzC6IbdxClPXoJ7wRCv4kXy/+w+SYDysU4jcUe0DA5Z23Lu/unF0GBWOm6xgOGHV6oRB7NbSB+VkC9oBDHyrJ8uX5Bpay8okpqJ+Ndbojnnl6qFgQbjxqMCoT4UUcdyAIZQEqH0UuwU6qT6GYY30LJZ/PeaknIf+6LydttSenGhns18VWzYyAbtnKDH9dw2FjvJ5iGfx+Z325bbXACNE5jtAc4vuee+HEX067BSuOtrm3cJ3Z4hkKSy5kaPzOAF14jIIR9FdMnT5AbLquUj82fLJUleC4QQOPHXTQN1kCFT/wQoCSCPeNOBSnlj08eEcxbAdgX8Pmt/8Y3Mqg68BsdmW9k4Eahvt+BrW+YwL0CBP9DIBl8/VhYTlwg7wRO98iFeRgMH+fuTD//wwkBt/hi0wx/GuC4S+y8CrX4AbsZ9zkTxJzhF2AjUP3UIvn4JZNl+cXlUlZgqfdBaPuxAqdCbbpputXpMLXC5ovnLjiqC3vwph9+T/m/Dqe+UpRAffzAi/rcFu2bYVq9sCbjJN/CAs/jeGvhz8o6Go81nu7Voeeud8ZLOgc9oKFwDooaugiqFRIOL8JHDm/Ht9lWGyEgFlYKfHxATbHp4pfnJ2FJeUFNiXwM385YPKMEr/1PSWNKZdVQgFQvB+uGa9zSrx+absUTLfyO8n/h6537sCejC5uSaT9XwOWyegjbWKk6JKP7oYQ/6VrWzwK9gV3H7x3/MtHQozg2YzQO3v/W4c0toeZXpuPjhtfgG7B3Qhe+2gxi5w5398PcSBDzYVC+1KQKr1RdNKNUrp1dJnPwSQJoGhKlZqrRqlvL1iMMczD1XsD2Plc2HY3Jqwd6ZQe+m3wC6gJ1buzKAGBhEQkDuHzg0IkdhSh+1jCTT4VtY1PzXYXjkzTdp+fZ8YMDsO4YfEMur2VpA76OuRLbMFcBWZerb7Xxq51YIuRCB8GcDwV2NlbxrppZIktnFMm0MnzrGK3lUxpULeimBYMTtJ64J9taY/LGwT7ZeDQqB7v5BVC8DZ9PljIRljsNqguJvlNA8MuwjjxjuslXTt5fdlg3a/x4fvbABw9g3U/4/Cw+DbsY5rZVQNkK7C+ug+EYsy7O4PgVT9zhsUWvDN+Tu2RqoSzDt+Qum1ogE/OxEw6tpqWC35Vrao/Jbw/3yZuH+qSxPSFRgDsIJZgf+1avfA3CwpGMRSGINwHUz1ie8/zJB8q4rDpOF0APfHgATnde4Zc3lCZMZwUMsKtwm78adtgKtfGDQEbr+Bo0SuTK4rAswbsfltYWSl15WPqgGL/T3Ce/OtAj247FpAvvJCZwKXXVBhS+pt5NYK5o7TBc5wUA+qmTLaW/lbUGID5OF0oPfOgA1h0Z+cNfV+MJjluwhW4VttI1QCrjVUWIVXtNsXuZugWk6mzYjC+tKpAOiNqNAHArvq0RhBIcoOmBEhwLEQZ3K1n2AcNLvO443n90neh7SdZO58abcbrAemDMAFj364SvbrzYMc3PQle9GU9+1MLshZetcPaGCRkOceytocXChR5BSwKlromlX4/WBaVbWG2QuO+4pvPjvAnWumOfq+AjN+N0gfbAmAOw7ucJf7Z5KSy0n4NEvRGbFPAcPR62I47RYi5EcNcYPxau1AXuXTCMXkje3djatD5pRP6t75HxCZruywv5OGYBzE6/Bp9selu2ftyz7T/A/oorAdYiSGLYwxBJEHMxwrJoYDvsOs6zoVDk+yceLn/vQh6w8XPL7oExDWDd1LlrtwcPBqy7sZH5XpjELgF2sTGau/yxF9d1fmFJ8NH2L09+Q6cfP/7u9MB5AWA9HKVf2zo1YRd8Fta1T0KFaLNM6/GQc/KlY19pGNdzdSf9jh3/P/NWcbp+6qJJAAAAAElFTkSuQmCC;" parent="1" vertex="1">
          <mxGeometry x="972.5" y="-1537" width="79.48" height="28" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-134" value="&lt;p style=&quot;margin: 0px; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-stretch: normal; font-size: 14px; line-height: normal;&quot; class=&quot;p1&quot;&gt;ML platforms&lt;/p&gt;" style="text;whiteSpace=wrap;html=1;fontFamily=Helvetica;fontSize=14;fontStyle=1;verticalAlign=middle;fontColor=default;align=left;" parent="1" vertex="1">
          <mxGeometry x="854.5" y="-1579" width="124.8" height="14.5" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-135" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" parent="1" vertex="1">
          <mxGeometry x="1106.5" y="-1539" width="30.84" height="35.41" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-154" value="&lt;p style=&quot;margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; direction: ltr; unicode-bidi: embed; word-break: normal; font-size: 14px;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;font-size: 14px;&quot;&gt;&lt;font face=&quot;Helvetica&quot; style=&quot;font-size: 14px; line-height: 2.1;&quot;&gt;Connectivity Core&lt;/font&gt;&lt;br style=&quot;font-size: 14px;&quot;&gt;&lt;/div&gt;&lt;p style=&quot;font-size: 14px;&quot;&gt;&lt;/p&gt;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#EBF8FF;align=center;verticalAlign=top;fontStyle=1;fontSize=14;fontFamily=Helvetica;fontColor=default;arcSize=4;" parent="1" vertex="1">
          <mxGeometry x="889.5" y="-1489" width="250.12" height="203" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-155" value="&#xa;Training, Deployment, Prediction&amp;nbsp;&#xa;&#xa;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#EBF8FF;align=center;verticalAlign=middle;arcSize=17;spacing=2;fontStyle=1;fontFamily=Helvetica;fontSize=13;fontColor=default;spacingTop=14;" parent="1" vertex="1">
          <mxGeometry x="890.5" y="-1269.9957142857147" width="248.0000000000001" height="38.18571428571428" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-156" value="Pandas, PySpark support" style="rounded=1;whiteSpace=wrap;html=1;verticalAlign=middle;spacing=0;labelBackgroundColor=none;fillColor=#FFFFFF;strokeColor=#0170f2;fontColor=#000000;fontSize=13;align=center;fontFamily=Helvetica;strokeWidth=1.5;fontStyle=1" parent="1" vertex="1">
          <mxGeometry x="911.4899999999998" y="-1444.9499999999998" width="207.57" height="36.95" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-157" value="NVIDIA RAPIDS&lt;sup style=&quot;font-size: 7px;&quot;&gt;&lt;font style=&quot;font-size: 7px;&quot;&gt;TM&lt;/font&gt;&lt;/sup&gt;&lt;div&gt;*cuDF, *cuML, and XGBoost&amp;nbsp;&lt;/div&gt;" style="rounded=1;whiteSpace=wrap;html=1;verticalAlign=middle;spacing=0;labelBackgroundColor=none;fillColor=#FFFFFF;strokeColor=#0170f2;fontColor=#000000;fontSize=13;align=center;fontFamily=Helvetica;strokeWidth=1.5;fontStyle=1" parent="1" vertex="1">
          <mxGeometry x="911.4935135135138" y="-1395.9499999999998" width="207.5545945945947" height="50.33571428571429" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-158" value="&#xa;Deployment to AI Core&#xa;&#xa;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0170f2;strokeWidth=1.5;fillColor=#FFFFFF;align=center;verticalAlign=top;arcSize=24;spacingTop=0;spacingBottom=0;spacing=-13;labelPosition=center;verticalLabelPosition=middle;spacingRight=0;fontStyle=1;fontSize=13;" parent="1" vertex="1">
          <mxGeometry x="909.3918918918916" y="-1332.4642857142862" width="209.6691891891893" height="31.242857142857144" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-159" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;strokeColor=#475F75;strokeWidth=1.5;align=center;verticalAlign=middle;fontFamily=Helvetica;fontSize=11;fontColor=#FFFFFF;labelBackgroundColor=default;startArrow=none;endArrow=block;endFill=1;endSize=3;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="FTVYmsemLhQfNNow4BaC-158" target="FTVYmsemLhQfNNow4BaC-91" edge="1">
          <mxGeometry relative="1" as="geometry">
            <mxPoint x="1308.9299999999998" y="-1293" as="targetPoint" />
            <Array as="points">
              <mxPoint x="814" y="-1317" />
              <mxPoint x="814" y="-1187" />
            </Array>
          </mxGeometry>
        </mxCell>
        <mxCell id="Wl7akZ423fIZPcLcKctH-1" value="&lt;p style=&quot;line-height: 100%; font-size: 12px;&quot;&gt;&lt;b style=&quot;font-size: 12px;&quot;&gt;&lt;font face=&quot;arial black&quot; style=&quot;font-size: 12px;&quot; color=&quot;#ffffff&quot;&gt;1&lt;/font&gt;&lt;/b&gt;&lt;/p&gt;" style="ellipse;whiteSpace=wrap;html=1;aspect=fixed;rotation=0;gradientColor=#0057D2;strokeColor=none;gradientDirection=east;fillColor=#2395FF;rounded=0;pointerEvents=0;fontFamily=Helvetica;fontSize=12;fontColor=default;spacingTop=4;spacingBottom=4;spacingLeft=4;spacingRight=4;verticalAlign=middle;container=0;flipV=1;" parent="1" vertex="1">
          <mxGeometry x="364" y="-1501" width="22" height="22" as="geometry" />
        </mxCell>
        <mxCell id="Wl7akZ423fIZPcLcKctH-2" value="&lt;p style=&quot;line-height: 100%; font-size: 12px;&quot;&gt;&lt;b style=&quot;font-size: 12px;&quot;&gt;&lt;font face=&quot;arial black&quot; style=&quot;font-size: 12px;&quot; color=&quot;#ffffff&quot;&gt;2&lt;/font&gt;&lt;/b&gt;&lt;/p&gt;" style="ellipse;whiteSpace=wrap;html=1;aspect=fixed;rotation=0;gradientColor=#0057D2;strokeColor=none;gradientDirection=east;fillColor=#2395FF;rounded=0;pointerEvents=0;fontFamily=Helvetica;fontSize=12;fontColor=default;spacingTop=4;spacingBottom=4;spacingLeft=4;spacingRight=4;verticalAlign=middle;container=0;flipV=1;" parent="1" vertex="1">
          <mxGeometry x="368" y="-1275" width="22" height="22" as="geometry" />
        </mxCell>
        <mxCell id="Wl7akZ423fIZPcLcKctH-3" value="&lt;p style=&quot;line-height: 100%; font-size: 12px;&quot;&gt;&lt;b style=&quot;font-size: 12px;&quot;&gt;&lt;font face=&quot;arial black&quot; style=&quot;font-size: 12px;&quot; color=&quot;#ffffff&quot;&gt;3&lt;/font&gt;&lt;/b&gt;&lt;/p&gt;" style="ellipse;whiteSpace=wrap;html=1;aspect=fixed;rotation=0;gradientColor=#0057D2;strokeColor=none;gradientDirection=east;fillColor=#2395FF;rounded=0;pointerEvents=0;fontFamily=Helvetica;fontSize=12;fontColor=default;spacingTop=4;spacingBottom=4;spacingLeft=4;spacingRight=4;verticalAlign=middle;container=0;flipV=1;" parent="1" vertex="1">
          <mxGeometry x="797" y="-1455" width="22" height="22" as="geometry" />
        </mxCell>
        <mxCell id="Wl7akZ423fIZPcLcKctH-4" value="&lt;p style=&quot;line-height: 100%; font-size: 12px;&quot;&gt;&lt;b style=&quot;font-size: 12px;&quot;&gt;&lt;font face=&quot;arial black&quot; style=&quot;font-size: 12px;&quot; color=&quot;#ffffff&quot;&gt;4&lt;/font&gt;&lt;/b&gt;&lt;/p&gt;" style="ellipse;whiteSpace=wrap;html=1;aspect=fixed;rotation=0;gradientColor=#0057D2;strokeColor=none;gradientDirection=east;fillColor=#2395FF;rounded=0;pointerEvents=0;fontFamily=Helvetica;fontSize=12;fontColor=default;spacingTop=4;spacingBottom=4;spacingLeft=4;spacingRight=4;verticalAlign=middle;container=0;flipV=1;" parent="1" vertex="1">
          <mxGeometry x="790" y="-1180" width="22" height="22" as="geometry" />
        </mxCell>
        <mxCell id="J7_uY0JEnjW42FnnlikA-82" value="&lt;ul style=&quot;line-height: 180%;&quot;&gt;&lt;li&gt;Databricks Delta Lake&lt;/li&gt;&lt;li&gt;Amazon Athena&lt;/li&gt;&lt;li&gt;Amazon Redshift&lt;/li&gt;&lt;li&gt;Google Big Query&lt;/li&gt;&lt;li&gt;One Lake&lt;/li&gt;&lt;li&gt;Microsoft Fabric&lt;/li&gt;&lt;li&gt;Azure Synapse Analytics&lt;/li&gt;&lt;/ul&gt;" style="text;whiteSpace=wrap;html=1;container=0;fillColor=none;align=left;verticalAlign=middle;fontSize=12;fontStyle=1" parent="1" vertex="1">
          <mxGeometry x="86" y="-1339.9999999999995" width="201.84" height="147.9" as="geometry" />
        </mxCell>
        <mxCell id="J7_uY0JEnjW42FnnlikA-169" value="&lt;ul style=&quot;line-height: 170%; margin-top: 0px; font-size: 11px;&quot;&gt;&lt;li style=&quot;font-size: 11px;&quot;&gt;Databricks&lt;/li&gt;&lt;li style=&quot;font-size: 11px;&quot;&gt;NVIDIA&lt;/li&gt;&lt;li style=&quot;font-size: 11px;&quot;&gt;IBM watsonx.ai&lt;/li&gt;&lt;li style=&quot;font-size: 11px;&quot;&gt;Palantir&lt;/li&gt;&lt;li style=&quot;font-size: 11px;&quot;&gt;DataRobot&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;background-color: transparent; color: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));&quot;&gt;Dataiku&lt;/span&gt;&lt;br&gt;&lt;/li&gt;&lt;/ul&gt;" style="text;whiteSpace=wrap;html=1;container=0;fillColor=none;align=left;verticalAlign=middle;fontSize=11;fontStyle=1" parent="1" vertex="1">
          <mxGeometry x="842" y="-1191" width="131" height="114" as="geometry" />
        </mxCell>
        <mxCell id="J7_uY0JEnjW42FnnlikA-171" value="&lt;ul style=&quot;line-height: 170%; margin-top: 0px; font-size: 11px;&quot;&gt;&lt;li style=&quot;font-size: 11px;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));&quot;&gt;Azure ML&lt;/span&gt;&lt;br&gt;&lt;/li&gt;&lt;li&gt;Amazon SageMaker&lt;/li&gt;&lt;li&gt;Microsoft Fabric Synapse Data Science&lt;/li&gt;&lt;li&gt;Google Cloud Vertex AI&lt;/li&gt;&lt;/ul&gt;" style="text;whiteSpace=wrap;html=1;container=0;fillColor=none;align=left;verticalAlign=middle;fontSize=11;fontStyle=1" parent="1" vertex="1">
          <mxGeometry x="994" y="-1193" width="170" height="99" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-112" value="&lt;span style=&quot;color: rgb(0, 0, 0); font-family: Arial; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 700; letter-spacing: normal; orphans: 2; text-align: center; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; float: none; display: inline !important;&quot;&gt;SAP Data Sources&lt;/span&gt;" style="rounded=1;whiteSpace=wrap;html=1;align=center;fontStyle=1;verticalAlign=top;strokeColor=#0070F2;fillColor=#EBF8FF;strokeWidth=1.5;fontSize=14;fontFamily=Helvetica;container=0;recursiveResize=0;collapsible=0;fontColor=default;arcSize=5;spacingTop=8;" parent="1" vertex="1">
          <mxGeometry x="80.31" y="-1592" width="256.19" height="169" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-113" value="&lt;font style=&quot;font-size: 13px;&quot;&gt;&lt;b style=&quot;font-size: 13px;&quot;&gt;SAP BW/4HANA&amp;nbsp;&lt;/b&gt;&lt;/font&gt;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#ffffff;align=center;verticalAlign=middle;fontSize=13;fontFamily=Helvetica;container=0;recursiveResize=0;collapsible=0;fontColor=#000000;arcSize=24;" parent="1" vertex="1">
          <mxGeometry x="109.75999999999995" y="-1486" width="197.3" height="36.25" as="geometry" />
        </mxCell>
        <mxCell id="FTVYmsemLhQfNNow4BaC-114" value="&lt;font style=&quot;font-size: 13px;&quot;&gt;&lt;b style=&quot;font-size: 13px;&quot;&gt;SAP&lt;/b&gt;&lt;/font&gt;&lt;font style=&quot;font-size: 13px;&quot;&gt;&lt;b style=&quot;font-size: 13px;&quot;&gt;&amp;nbsp;S/4HANA&amp;nbsp;&lt;/b&gt;&lt;/font&gt;" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0070F2;strokeWidth=1.5;fillColor=#ffffff;align=center;verticalAlign=middle;fontSize=13;fontFamily=Helvetica;container=0;recursiveResize=0;collapsible=0;fontColor=#000000;arcSize=24;" parent="1" vertex="1">
          <mxGeometry x="110.75999999999995" y="-1539.21" width="195.28" height="35.21" as="geometry" />
        </mxCell>
        <mxCell id="J7_uY0JEnjW42FnnlikA-176" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" parent="1" vertex="1">
          <mxGeometry x="888" y="-1535" width="52.51" height="26" as="geometry" />
        </mxCell>
        <mxCell id="J7_uY0JEnjW42FnnlikA-179" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/svg+xml,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;" parent="1" vertex="1">
          <mxGeometry x="444" y="-1575" width="83.62" height="23" as="geometry" />
        </mxCell>
      </root>
    </mxGraphModel>
  </diagram>
</mxfile>