-
Notifications
You must be signed in to change notification settings - Fork 0
/
MisFinanzasInformes.drawio
61 lines (61 loc) · 49.7 KB
/
MisFinanzasInformes.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
<mxfile host="app.diagrams.net" modified="2023-06-18T18:22:47.159Z" agent="Mozilla/5.0 (Windows NT 10.0; Win64; x64; rv:102.0) Gecko/20100101 Firefox/102.0" etag="tCFTKztm_1njdydF3mka" version="21.4.0" type="device">
<diagram id="R2lEEEUBdFMjLlhIrx00" name="Page-1">
<mxGraphModel dx="1314" dy="727" grid="1" gridSize="10" guides="1" tooltips="1" connect="1" arrows="1" fold="1" page="1" pageScale="1" pageWidth="1200" pageHeight="1920" math="0" shadow="0" extFonts="Permanent Marker^https://fonts.googleapis.com/css?family=Permanent+Marker">
<root>
<mxCell id="0" />
<mxCell id="1" parent="0" />
<mxCell id="xRkAMs9unRZzOuT88SSD-66" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" vertex="1" parent="1">
<mxGeometry x="20" y="18.5" width="356" height="633" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-45" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;dashed=1;strokeColor=#C2C2C2;fillColor=none;" vertex="1" parent="1">
<mxGeometry x="30" y="30" width="330" height="250" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-47" value="<font style="font-size: 17px;">En este calendario, se seleccionará el día del que partir para mostrar las estadísticas y ver la lista de movimientos.<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;" vertex="1" parent="1">
<mxGeometry x="420" y="40" width="240" height="110" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-51" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;dashed=1;strokeColor=#C2C2C2;fillColor=none;" vertex="1" parent="1">
<mxGeometry x="100" y="310" width="200" height="110" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-55" value="<font style="font-size: 17px;">Con estos botones, se puede elegir el intervalo de tiempo que se usará para calcular las estadísticas.<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;" vertex="1" parent="1">
<mxGeometry x="468" y="170" width="264" height="100" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-56" value="<font style="font-size: 17px;">En esta sección dentro de un ScrollView, se pueden ver las estadísticas de medias y totales de gastos y ganancias en el intervalo de tiempo seleccionad, y el total de movimientos.<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;" vertex="1" parent="1">
<mxGeometry x="443" y="300" width="314" height="130" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-57" value="" style="endArrow=none;html=1;rounded=0;exitX=1;exitY=0.5;exitDx=0;exitDy=0;strokeWidth=3;" edge="1" target="xRkAMs9unRZzOuT88SSD-56" parent="1" source="xRkAMs9unRZzOuT88SSD-58">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="316" y="515" as="sourcePoint" />
<mxPoint x="400" y="515" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-58" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;dashed=1;strokeColor=#C2C2C2;fillColor=none;" vertex="1" parent="1">
<mxGeometry x="20" y="430" width="350" height="170" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-46" value="" style="endArrow=none;html=1;rounded=0;strokeWidth=3;exitX=1;exitY=0.5;exitDx=0;exitDy=0;" edge="1" target="xRkAMs9unRZzOuT88SSD-47" parent="1" source="xRkAMs9unRZzOuT88SSD-45">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="336" y="194.5" as="sourcePoint" />
<mxPoint x="420" y="194.5" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-54" value="" style="endArrow=none;html=1;rounded=0;strokeWidth=3;exitX=0.99;exitY=0.182;exitDx=0;exitDy=0;exitPerimeter=0;" edge="1" target="xRkAMs9unRZzOuT88SSD-55" parent="1" source="xRkAMs9unRZzOuT88SSD-51">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="830" y="200" as="sourcePoint" />
<mxPoint x="380" y="355" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-67" value="<font style="font-size: 17px;">Botón para acceder a la pantalla de vista de movimientos del día seleccionado.<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;" vertex="1" parent="1">
<mxGeometry x="463" y="480" width="314" height="130" as="geometry" />
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-68" value="" style="endArrow=none;html=1;rounded=0;exitX=1;exitY=0.5;exitDx=0;exitDy=0;strokeWidth=3;" edge="1" source="xRkAMs9unRZzOuT88SSD-69" target="xRkAMs9unRZzOuT88SSD-67" parent="1">
<mxGeometry width="50" height="50" relative="1" as="geometry">
<mxPoint x="336" y="695" as="sourcePoint" />
<mxPoint x="420" y="695" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="xRkAMs9unRZzOuT88SSD-69" value="" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=3;dashed=1;strokeColor=#C2C2C2;fillColor=none;" vertex="1" parent="1">
<mxGeometry x="80" y="610" width="230" height="40" as="geometry" />
</mxCell>
</root>
</mxGraphModel>
</diagram>
</mxfile>