-
Notifications
You must be signed in to change notification settings - Fork 0
/
roles.drawio
260 lines (260 loc) · 96.9 KB
/
roles.drawio
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
208
209
210
211
212
213
214
215
216
217
218
219
220
221
222
223
224
225
226
227
228
229
230
231
232
233
234
235
236
237
238
239
240
241
242
243
244
245
246
247
248
249
250
251
252
253
254
255
256
257
258
259
260
<mxfile host="65bd71144e">
<diagram id="t6148JDMKBkA9MrmH6KZ" name="Page-1">
<mxGraphModel dx="2172" dy="1979" grid="0" gridSize="10" guides="0" tooltips="1" connect="1" arrows="1" fold="1" page="0" pageScale="1" pageWidth="850" pageHeight="1100" math="0" shadow="0">
<root>
<mxCell id="0"/>
<mxCell id="1" parent="0"/>
<mxCell id="19" value="" style="edgeStyle=orthogonalEdgeStyle;orthogonalLoop=1;jettySize=auto;html=1;sketch=1;curved=1;fontStyle=1" parent="1" source="2" target="18" edge="1">
<mxGeometry relative="1" as="geometry"/>
</mxCell>
<mxCell id="2" value="Product <br>Owner" style="shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;outlineConnect=0;fillColor=#e3c800;strokeColor=#B09500;fontColor=#FFFFFF;labelBackgroundColor=none;labelBorderColor=none;sketch=1;rounded=1;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="68" y="-802" width="30" height="60" as="geometry"/>
</mxCell>
<mxCell id="3" value="Solicita" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#e3c800;strokeColor=#B09500;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="117" y="-717" width="190" height="130" as="geometry"/>
</mxCell>
<mxCell id="4" value="Requerimientos Funcionales" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="3" vertex="1">
<mxGeometry y="26" width="190" height="26" as="geometry"/>
</mxCell>
<mxCell id="5" value="Requerimeintos No Funcionales" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="3" vertex="1">
<mxGeometry y="52" width="190" height="26" as="geometry"/>
</mxCell>
<mxCell id="9" value="Reglas de negocio" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="3" vertex="1">
<mxGeometry y="78" width="190" height="26" as="geometry"/>
</mxCell>
<mxCell id="6" value="Mejoras" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="3" vertex="1">
<mxGeometry y="104" width="190" height="26" as="geometry"/>
</mxCell>
<mxCell id="11" value="Implementa" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#008a00;strokeColor=#005700;fontColor=#000000;sketch=1;rounded=1;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="383" y="-725" width="222" height="208" as="geometry"/>
</mxCell>
<mxCell id="12" value="Requerimientos Funcionales" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="11" vertex="1">
<mxGeometry y="26" width="222" height="26" as="geometry"/>
</mxCell>
<mxCell id="13" value="Requerimeintos No Funcionales" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="11" vertex="1">
<mxGeometry y="52" width="222" height="26" as="geometry"/>
</mxCell>
<mxCell id="14" value="Reglas de negocio" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="11" vertex="1">
<mxGeometry y="78" width="222" height="26" as="geometry"/>
</mxCell>
<mxCell id="15" value="Mejoras" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="11" vertex="1">
<mxGeometry y="104" width="222" height="26" as="geometry"/>
</mxCell>
<mxCell id="16" value="Estandares de Codificacion" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="11" vertex="1">
<mxGeometry y="130" width="222" height="26" as="geometry"/>
</mxCell>
<mxCell id="32" value="Aseguramiento de Calidad" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="11" vertex="1">
<mxGeometry y="156" width="222" height="26" as="geometry"/>
</mxCell>
<mxCell id="17" value="Soporte de Negocio KBs, Guias, etc " style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="11" vertex="1">
<mxGeometry y="182" width="222" height="26" as="geometry"/>
</mxCell>
<mxCell id="21" value="" style="edgeStyle=orthogonalEdgeStyle;orthogonalLoop=1;jettySize=auto;html=1;sketch=1;curved=1;fontStyle=1" parent="1" source="18" target="20" edge="1">
<mxGeometry relative="1" as="geometry"/>
</mxCell>
<mxCell id="18" value="Scrum Team" style="shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;outlineConnect=0;fillColor=#60a917;strokeColor=#2D7600;fontColor=#FFFFFF;labelBackgroundColor=none;sketch=1;rounded=1;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="332" y="-801" width="30" height="60" as="geometry"/>
</mxCell>
<mxCell id="24" value="" style="edgeStyle=orthogonalEdgeStyle;orthogonalLoop=1;jettySize=auto;html=1;sketch=1;curved=1;fontStyle=1" parent="1" source="20" target="23" edge="1">
<mxGeometry relative="1" as="geometry"/>
</mxCell>
<mxCell id="20" value="SRE" style="shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;outlineConnect=0;fillColor=#0050ef;strokeColor=#001DBC;labelBackgroundColor=none;fontColor=#FFFFFF;sketch=1;rounded=1;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="638" y="-801" width="30" height="60" as="geometry"/>
</mxCell>
<mxCell id="46" style="orthogonalLoop=1;jettySize=auto;html=1;sketch=1;fontStyle=1;entryX=0.07;entryY=0.4;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="23" target="42" edge="1">
<mxGeometry relative="1" as="geometry">
<mxPoint x="1228" y="-843" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="23" value="Ops" style="shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;outlineConnect=0;fillColor=#d80073;strokeColor=#A50040;labelBackgroundColor=none;fontColor=#ffffff;sketch=1;rounded=1;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="913" y="-800" width="30" height="60" as="geometry"/>
</mxCell>
<mxCell id="25" value="Automatiza" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#0050ef;strokeColor=#001DBC;fontColor=#000000;sketch=1;rounded=1;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="693" y="-719" width="198" height="204" as="geometry"/>
</mxCell>
<mxCell id="26" value="CI/CD" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="25" vertex="1">
<mxGeometry y="26" width="198" height="26" as="geometry"/>
</mxCell>
<mxCell id="27" value="Dockers" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="25" vertex="1">
<mxGeometry y="52" width="198" height="26" as="geometry"/>
</mxCell>
<mxCell id="28" value="Kubernetes" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="25" vertex="1">
<mxGeometry y="78" width="198" height="26" as="geometry"/>
</mxCell>
<mxCell id="29" value="Guias de autorecuperacion" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="25" vertex="1">
<mxGeometry y="104" width="198" height="26" as="geometry"/>
</mxCell>
<mxCell id="30" value="Monitoreo de Pipelines" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="25" vertex="1">
<mxGeometry y="130" width="198" height="26" as="geometry"/>
</mxCell>
<mxCell id="31" value="Soporte Tecnico" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="25" vertex="1">
<mxGeometry y="156" width="198" height="24" as="geometry"/>
</mxCell>
<mxCell id="56" value="Bots" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="25" vertex="1">
<mxGeometry y="180" width="198" height="24" as="geometry"/>
</mxCell>
<mxCell id="33" value="Automatiza" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#d80073;strokeColor=#A50040;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="972" y="-714" width="240" height="182" as="geometry"/>
</mxCell>
<mxCell id="34" value="IT" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="33" vertex="1">
<mxGeometry y="26" width="240" height="26" as="geometry"/>
</mxCell>
<mxCell id="35" value="On Premise Services" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="33" vertex="1">
<mxGeometry y="52" width="240" height="26" as="geometry"/>
</mxCell>
<mxCell id="36" value="Seguridad" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="33" vertex="1">
<mxGeometry y="78" width="240" height="26" as="geometry"/>
</mxCell>
<mxCell id="37" value="BD" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="33" vertex="1">
<mxGeometry y="104" width="240" height="26" as="geometry"/>
</mxCell>
<mxCell id="38" value="Atencion Tecnologica Usuario Final ATUF" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="33" vertex="1">
<mxGeometry y="130" width="240" height="26" as="geometry"/>
</mxCell>
<mxCell id="39" value="Soporte de Cloud Services" style="text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;sketch=1;rounded=1;fontStyle=1;labelBackgroundColor=default;fontColor=#000000;fontSize=14;" parent="33" vertex="1">
<mxGeometry y="156" width="240" height="26" as="geometry"/>
</mxCell>
<mxCell id="102" style="edgeStyle=none;html=1;fontColor=#FFFFFF;exitX=1;exitY=0.75;exitDx=0;exitDy=0;entryX=0.875;entryY=0.5;entryDx=0;entryDy=0;entryPerimeter=0;fontStyle=1" parent="1" source="jDvuclf7MEif2pDY40GC-67" target="42" edge="1">
<mxGeometry relative="1" as="geometry">
<mxPoint x="-755.5237978980654" y="-686.8095121837798" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="42" value="Cloud Services<br style="font-size: 14px;">On Premise" style="ellipse;shape=cloud;whiteSpace=wrap;html=1;sketch=1;rounded=1;fontStyle=1;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="1214" y="-809" width="149" height="88" as="geometry"/>
</mxCell>
<mxCell id="50" value="<h1 style="font-size: 21px">Roles y Responsabilidades</h1><p style="font-size: 21px"><font style="font-size: 21px">Con filosofías DevOps, GitOps, DevSecOps, etc.</font></p>" style="text;html=1;strokeColor=none;fillColor=none;spacing=5;spacingTop=-20;whiteSpace=wrap;overflow=hidden;sketch=1;rounded=1;fontSize=21;align=center;" parent="1" vertex="1">
<mxGeometry x="483" y="-977" width="618" height="81" as="geometry"/>
</mxCell>
<mxCell id="jDvuclf7MEif2pDY40GC-63" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="765" y="-837" width="56.03" height="48.5" as="geometry"/>
</mxCell>
<mxCell id="jDvuclf7MEif2pDY40GC-64" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="1056" y="-847" width="55.39" height="57" as="geometry"/>
</mxCell>
<mxCell id="jDvuclf7MEif2pDY40GC-65" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="476" y="-842" width="46.09" height="48" as="geometry"/>
</mxCell>
<mxCell id="jDvuclf7MEif2pDY40GC-66" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="184" y="-845" width="52.15" height="52.5" as="geometry"/>
</mxCell>
<mxCell id="jDvuclf7MEif2pDY40GC-67" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" parent="1" vertex="1">
<mxGeometry x="1396" y="-851" width="93.33" height="86" as="geometry"/>
</mxCell>
<mxCell id="103" value="" style="edgeStyle=none;html=1;fontColor=#FFFFFF;fontStyle=1;entryX=0.875;entryY=0.5;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="jDvuclf7MEif2pDY40GC-68" target="42" edge="1">
<mxGeometry relative="1" as="geometry"/>
</mxCell>
<mxCell id="jDvuclf7MEif2pDY40GC-68" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=#ffffff;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;fontStyle=1" parent="1" vertex="1">
<mxGeometry x="1403" y="-754" width="89.85" height="92" as="geometry"/>
</mxCell>
<mxCell id="55" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.5;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;fontStyle=1" parent="1" source="54" target="18" edge="1">
<mxGeometry relative="1" as="geometry"/>
</mxCell>
<mxCell id="121" value="" style="edgeStyle=orthogonalEdgeStyle;curved=1;html=1;labelBackgroundColor=default;fontSize=14;fontColor=#000000;" parent="1" source="54" target="18" edge="1">
<mxGeometry relative="1" as="geometry"/>
</mxCell>
<mxCell id="54" value="<font>Champions Council</font>" style="shape=umlActor;verticalLabelPosition=bottom;verticalAlign=top;html=1;outlineConnect=0;fillColor=#f5f5f5;strokeColor=#666666;fontColor=#FFFFFF;labelBackgroundColor=none;sketch=1;rounded=1;fontStyle=1;direction=east;" parent="1" vertex="1">
<mxGeometry x="333" y="-904" width="30" height="60" as="geometry"/>
</mxCell>
<mxCell id="57" value="ISO25000" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#fa6800;strokeColor=#C73500;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="133" y="-163" width="1247" height="43" as="geometry"/>
</mxCell>
<mxCell id="76" value="Framework Bccr.Actions" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#0050ef;strokeColor=#001DBC;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="820" y="-364" width="275" height="40" as="geometry"/>
</mxCell>
<mxCell id="79" value="VRO \ Salt Stack" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#d80073;strokeColor=#A50040;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="975" y="-491" width="240" height="41" as="geometry"/>
</mxCell>
<mxCell id="90" value="ADS" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#0050ef;strokeColor=#001DBC;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="381" y="-271" width="839" height="40" as="geometry"/>
</mxCell>
<mxCell id="94" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#FFFFFF;exitX=0.55;exitY=0.95;exitDx=0;exitDy=0;exitPerimeter=0;fontStyle=1;entryX=1;entryY=0.5;entryDx=0;entryDy=0;edgeStyle=orthogonalEdgeStyle;curved=1;" parent="1" source="42" target="79" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="-850" y="-497" as="sourcePoint"/>
<mxPoint x="-838" y="-299" as="targetPoint"/>
<Array as="points">
<mxPoint x="1309" y="-470"/>
</Array>
</mxGeometry>
</mxCell>
<mxCell id="96" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;labelBackgroundColor=default;fontSize=14;" parent="1" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="856" y="-371" as="sourcePoint"/>
<mxPoint x="856" y="-412" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="97" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;labelBackgroundColor=default;fontSize=14;" parent="1" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="1165" y="-435" as="sourcePoint"/>
<mxPoint x="1165" y="-288" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="100" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;labelBackgroundColor=default;fontSize=14;" parent="1" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="1091" y="-523" as="sourcePoint"/>
<mxPoint x="1091" y="-494" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="93" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;labelBackgroundColor=default;fontSize=14;" parent="1" source="111" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="9" y="-427" as="sourcePoint"/>
<mxPoint x="495" y="-277" as="targetPoint"/>
<Array as="points"/>
</mxGeometry>
</mxCell>
<mxCell id="104" value="Hexagonal Arquitecture" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#0050ef;strokeColor=#001DBC;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="380" y="-460" width="170" height="42" as="geometry"/>
</mxCell>
<mxCell id="105" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;entryX=0.5;entryY=0;entryDx=0;entryDy=0;labelBackgroundColor=default;fontSize=14;exitX=0.365;exitY=1.115;exitDx=0;exitDy=0;exitPerimeter=0;" parent="1" target="104" edge="1" source="17">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="486" y="-502" as="sourcePoint"/>
<mxPoint x="473" y="-479" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="107" value="Framework Bccr.Automation" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#0050ef;strokeColor=#001DBC;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="693" y="-458" width="234" height="39" as="geometry"/>
</mxCell>
<mxCell id="108" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;labelBackgroundColor=default;fontSize=14;" parent="1" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="980" y="-277" as="sourcePoint"/>
<mxPoint x="980" y="-310" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="109" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;labelBackgroundColor=default;fontSize=14;" parent="1" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="788" y="-468" as="sourcePoint"/>
<mxPoint x="788" y="-507" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="110" value="" style="shape=curlyBracket;whiteSpace=wrap;html=1;rounded=1;flipH=1;fontColor=#000000;rotation=90;fillColor=#fa6800;strokeColor=#C73500;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="742" y="-821" width="33" height="1252.75" as="geometry"/>
</mxCell>
<mxCell id="111" value="Testable Applications" style="swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;fillColor=#0050ef;strokeColor=#001DBC;fontColor=#000000;sketch=1;rounded=1;labelBackgroundColor=default;fontSize=14;" parent="1" vertex="1">
<mxGeometry x="380" y="-371" width="230" height="42" as="geometry"/>
</mxCell>
<mxCell id="112" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;labelBackgroundColor=default;fontSize=14;" parent="1" source="104" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="475" y="-403" as="sourcePoint"/>
<mxPoint x="465" y="-377" as="targetPoint"/>
<Array as="points"/>
</mxGeometry>
</mxCell>
<mxCell id="120" value="Champions Council" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;labelBackgroundColor=default;fontSize=14;fontColor=#000000;" parent="1" vertex="1">
<mxGeometry x="313" y="-939" width="60" height="30" as="geometry"/>
</mxCell>
<mxCell id="122" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;labelBackgroundColor=default;fontSize=14;" parent="1" edge="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="1028" y="-374" as="sourcePoint"/>
<mxPoint x="1028" y="-434" as="targetPoint"/>
</mxGeometry>
</mxCell>
<mxCell id="123" value="" style="endArrow=classic;startArrow=classic;html=1;fontColor=#000000;fontStyle=1;exitX=0.856;exitY=1.077;exitDx=0;exitDy=0;labelBackgroundColor=default;fontSize=14;exitPerimeter=0;entryX=0.839;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;" edge="1" parent="1" source="17" target="111">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="475" y="-408" as="sourcePoint"/>
<mxPoint x="475" y="-367" as="targetPoint"/>
<Array as="points"/>
</mxGeometry>
</mxCell>
</root>
</mxGraphModel>
</diagram>
</mxfile>