-
Notifications
You must be signed in to change notification settings - Fork 0
/
classification_abbyy.drawio
334 lines (334 loc) · 103 KB
/
classification_abbyy.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
261
262
263
264
265
266
267
268
269
270
271
272
273
274
275
276
277
278
279
280
281
282
283
284
285
286
287
288
289
290
291
292
293
294
295
296
297
298
299
300
301
302
303
304
305
306
307
308
309
310
311
312
313
314
315
316
317
318
319
320
321
322
323
324
325
326
327
328
329
330
331
332
333
334
<mxfile host="app.diagrams.net" modified="2024-05-16T09:24:34.686Z" agent="Mozilla/5.0 (Windows NT 10.0; Win64; x64; rv:126.0) Gecko/20100101 Firefox/126.0" etag="psQz_Tpdfut7oYkR6udC" version="24.4.0" type="github">
<diagram name="Page-1" id="2I7DdGbJXhCYlDD_JK5G">
<mxGraphModel dx="2234" dy="1324" grid="1" gridSize="10" guides="1" tooltips="1" connect="1" arrows="1" fold="1" page="0" pageScale="1" pageWidth="827" pageHeight="1169" math="0" shadow="0">
<root>
<mxCell id="0" />
<mxCell id="1" parent="0" />
<mxCell id="2D-d_SrLqzteHeUCmjBP-1" value="ABBYY FRE 12" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#042a60;strokeWidth=3;arcSize=15;fontFamily=Poppins;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DPoppins;fontSize=16;fontColor=#002058;fontStyle=0;labelBackgroundColor=none;labelBorderColor=none;" vertex="1" parent="1">
<mxGeometry x="110" y="-101" width="119.16" height="854" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-74" style="edgeStyle=none;curved=1;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=1;entryY=0.5;entryDx=0;entryDy=0;fontSize=12;startSize=8;endSize=8;" edge="1" parent="1" target="2D-d_SrLqzteHeUCmjBP-73">
<mxGeometry relative="1" as="geometry">
<mxPoint x="-3" y="148" as="sourcePoint" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-126" style="edgeStyle=none;curved=1;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=1;entryY=0.5;entryDx=0;entryDy=0;fontSize=12;startSize=8;endSize=8;exitX=0.02;exitY=0.91;exitDx=0;exitDy=0;exitPerimeter=0;" edge="1" parent="1" target="2D-d_SrLqzteHeUCmjBP-125">
<mxGeometry relative="1" as="geometry">
<mxPoint x="-3.020000000000036" y="603.9999999999999" as="sourcePoint" />
<mxPoint x="-151.002" y="604.13" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-2" value="Connecteur ABBYY" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0095db;strokeWidth=3;arcSize=15;fontFamily=Poppins;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DPoppins;fontSize=16;fontColor=#002058;fontStyle=0" vertex="1" parent="1">
<mxGeometry x="-1" y="-104" width="102" height="857" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-3" value="Jeu d'entrainement" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0095db;strokeWidth=3;arcSize=15;fontFamily=Cascadia code;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DCascadia%2Bcode;fontSize=16;fontColor=#002058;fontStyle=0" vertex="1" parent="1">
<mxGeometry x="-424" y="-160" width="284" height="49" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-49" value="" style="shape=table;startSize=0;container=1;collapsible=0;childLayout=tableLayout;" vertex="1" parent="1">
<mxGeometry x="-424" y="-104" width="284" height="182" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-50" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-49">
<mxGeometry width="284" height="27" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-51" value="Fichier" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#6c8ebf;overflow=hidden;fillColor=#dae8fc;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-50">
<mxGeometry width="143" height="27" as="geometry">
<mxRectangle width="143" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-52" value="Catégorie" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#6c8ebf;overflow=hidden;fillColor=#dae8fc;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-50">
<mxGeometry x="143" width="141" height="27" as="geometry">
<mxRectangle width="141" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-53" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-49">
<mxGeometry y="27" width="284" height="25" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-54" value="document1.pdf" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-53">
<mxGeometry width="143" height="25" as="geometry">
<mxRectangle width="143" height="25" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-55" value="CONTRAT" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-53">
<mxGeometry x="143" width="141" height="25" as="geometry">
<mxRectangle width="141" height="25" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-56" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-49">
<mxGeometry y="52" width="284" height="27" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-57" value="document2.png" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-56">
<mxGeometry width="143" height="27" as="geometry">
<mxRectangle width="143" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-58" value="CONTRAT" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-56">
<mxGeometry x="143" width="141" height="27" as="geometry">
<mxRectangle width="141" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-59" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-49">
<mxGeometry y="79" width="284" height="24" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-60" value="document3.jpg" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-59">
<mxGeometry width="143" height="24" as="geometry">
<mxRectangle width="143" height="24" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-61" value="CONTRAT" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-59">
<mxGeometry x="143" width="141" height="24" as="geometry">
<mxRectangle width="141" height="24" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-68" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-49">
<mxGeometry y="103" width="284" height="27" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-69" value="..." style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-68">
<mxGeometry width="143" height="27" as="geometry">
<mxRectangle width="143" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-70" value="..." style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-68">
<mxGeometry x="143" width="141" height="27" as="geometry">
<mxRectangle width="141" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-62" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-49">
<mxGeometry y="130" width="284" height="27" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-63" value="document4.pdf" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-62">
<mxGeometry width="143" height="27" as="geometry">
<mxRectangle width="143" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-64" value="FACTURE" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-62">
<mxGeometry x="143" width="141" height="27" as="geometry">
<mxRectangle width="141" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-65" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-49">
<mxGeometry y="157" width="284" height="25" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-66" value="document5.pdf" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-65">
<mxGeometry width="143" height="25" as="geometry">
<mxRectangle width="143" height="25" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-67" value="FACTURE" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-65">
<mxGeometry x="143" width="141" height="25" as="geometry">
<mxRectangle width="141" height="25" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-71" style="edgeStyle=none;curved=1;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;fontSize=12;startSize=8;endSize=8;exitX=1;exitY=0.5;exitDx=0;exitDy=0;" edge="1" parent="1" source="2D-d_SrLqzteHeUCmjBP-49">
<mxGeometry relative="1" as="geometry">
<mxPoint x="-149" y="-11.023080419580538" as="sourcePoint" />
<mxPoint y="-11" as="targetPoint" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-72" value="train()" style="edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];fontSize=12;" vertex="1" connectable="0" parent="2D-d_SrLqzteHeUCmjBP-71">
<mxGeometry x="0.0047" y="1" relative="1" as="geometry">
<mxPoint as="offset" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-73" value="Modèle" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0095db;strokeWidth=3;arcSize=15;fontFamily=Cascadia code;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DCascadia%2Bcode;fontSize=16;fontColor=#002058;fontStyle=0" vertex="1" parent="1">
<mxGeometry x="-429" y="123" width="289" height="49" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-97" value="Evaluation (matrice + score)" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0095db;strokeWidth=3;arcSize=15;fontFamily=Cascadia code;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DCascadia%2Bcode;fontSize=16;fontColor=#002058;fontStyle=0;dashed=1;" vertex="1" parent="1">
<mxGeometry x="-429" y="174" width="289" height="49" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-100" value="document.png" style="sketch=0;outlineConnect=0;fontColor=#232F3E;gradientColor=none;fillColor=#ED7100;strokeColor=none;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;pointerEvents=1;shape=mxgraph.aws4.container_registry_image;" vertex="1" parent="1">
<mxGeometry x="-240" y="429" width="86" height="86" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-101" style="edgeStyle=none;curved=1;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0;entryY=0.674;entryDx=0;entryDy=0;entryPerimeter=0;fontSize=12;startSize=8;endSize=8;" edge="1" parent="1" source="2D-d_SrLqzteHeUCmjBP-100" target="2D-d_SrLqzteHeUCmjBP-2">
<mxGeometry relative="1" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-102" value="classify()" style="edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];fontSize=12;" vertex="1" connectable="0" parent="2D-d_SrLqzteHeUCmjBP-101">
<mxGeometry x="0.195" y="1" relative="1" as="geometry">
<mxPoint x="-8" as="offset" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-103" value="" style="shape=table;startSize=0;container=1;collapsible=0;childLayout=tableLayout;" vertex="1" parent="1">
<mxGeometry x="-426.5" y="629" width="279" height="103" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-104" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-103">
<mxGeometry width="279" height="27" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-105" value="Catégorie" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#6c8ebf;overflow=hidden;fillColor=#dae8fc;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-104">
<mxGeometry width="141" height="27" as="geometry">
<mxRectangle width="141" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-106" value="Pourcentage" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#6c8ebf;overflow=hidden;fillColor=#dae8fc;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-104">
<mxGeometry x="141" width="138" height="27" as="geometry">
<mxRectangle width="138" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-107" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-103">
<mxGeometry y="27" width="279" height="25" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-108" value="CONTRAT" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-107">
<mxGeometry width="141" height="25" as="geometry">
<mxRectangle width="141" height="25" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-109" value="85,3%" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-107">
<mxGeometry x="141" width="138" height="25" as="geometry">
<mxRectangle width="138" height="25" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-110" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-103">
<mxGeometry y="52" width="279" height="27" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-111" value="FACTURE" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-110">
<mxGeometry width="141" height="27" as="geometry">
<mxRectangle width="141" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-112" value="10,5%" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-110">
<mxGeometry x="141" width="138" height="27" as="geometry">
<mxRectangle width="138" height="27" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-113" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-103">
<mxGeometry y="79" width="279" height="24" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-114" value="..." style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-113">
<mxGeometry width="141" height="24" as="geometry">
<mxRectangle width="141" height="24" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-115" value="..." style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-113">
<mxGeometry x="141" width="138" height="24" as="geometry">
<mxRectangle width="138" height="24" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-125" value="Prédiction" style="rounded=1;whiteSpace=wrap;html=1;strokeColor=#0095db;strokeWidth=3;arcSize=15;fontFamily=Cascadia code;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DCascadia%2Bcode;fontSize=16;fontColor=#002058;fontStyle=0" vertex="1" parent="1">
<mxGeometry x="-426.5" y="580" width="279" height="49" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-129" value="document.pdf" style="dashed=0;outlineConnect=0;html=1;align=center;labelPosition=center;verticalLabelPosition=bottom;verticalAlign=top;shape=mxgraph.webicons.adobe_pdf;fillColor=#F40C0C;gradientColor=#610603" vertex="1" parent="1">
<mxGeometry x="-429" y="420.8" width="102.4" height="102.4" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-130" value="ou" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;fontSize=16;" vertex="1" parent="1">
<mxGeometry x="-307" y="457" width="40" height="30" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-131" 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="124.47999999999999" y="240" width="90.21" height="60" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-176" value="" style="shape=table;startSize=0;container=1;collapsible=0;childLayout=tableLayout;" vertex="1" parent="1">
<mxGeometry x="-429" y="230" width="289" height="140" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-177" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-176">
<mxGeometry width="289" height="35" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-178" value="Real/Predicted" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#6c8ebf;overflow=hidden;fillColor=#dae8fc;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-177">
<mxGeometry width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-179" value="CONTRAT" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-177">
<mxGeometry x="58" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-180" value="..." style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-177">
<mxGeometry x="116" width="57" height="35" as="geometry">
<mxRectangle width="57" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-181" value="FACTURE" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-177">
<mxGeometry x="173" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-182" value="Unknown" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;fontStyle=2" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-177">
<mxGeometry x="231" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-183" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-176">
<mxGeometry y="35" width="289" height="35" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-184" value="CONTRAT" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-183">
<mxGeometry width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-185" value="5" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#82b366;overflow=hidden;fillColor=#d5e8d4;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-183">
<mxGeometry x="58" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-186" value="" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=default;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-183">
<mxGeometry x="116" width="57" height="35" as="geometry">
<mxRectangle width="57" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-187" value="" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-183">
<mxGeometry x="173" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-188" value="" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-183">
<mxGeometry x="231" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-189" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-176">
<mxGeometry y="70" width="289" height="35" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-190" value="..." style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-189">
<mxGeometry width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-191" value="" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=default;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-189">
<mxGeometry x="58" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-192" value="7" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#330000;overflow=hidden;fillColor=#d5e8d4;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-189">
<mxGeometry x="116" width="57" height="35" as="geometry">
<mxRectangle width="57" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-193" value="" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-189">
<mxGeometry x="173" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-194" value="" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-189">
<mxGeometry x="231" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-195" value="" style="shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;strokeColor=inherit;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-176">
<mxGeometry y="105" width="289" height="35" as="geometry" />
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-196" value="FACTURE" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-195">
<mxGeometry width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-197" value="1" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#d79b00;overflow=hidden;fillColor=#ffe6cc;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-195">
<mxGeometry x="58" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-198" value="" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=inherit;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-195">
<mxGeometry x="116" width="57" height="35" as="geometry">
<mxRectangle width="57" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-199" value="3" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#82b366;overflow=hidden;fillColor=#d5e8d4;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-195">
<mxGeometry x="173" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
<mxCell id="2D-d_SrLqzteHeUCmjBP-200" value="2" style="shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;strokeColor=#d79b00;overflow=hidden;fillColor=#ffe6cc;top=0;left=0;bottom=0;right=0;pointerEvents=1;" vertex="1" parent="2D-d_SrLqzteHeUCmjBP-195">
<mxGeometry x="231" width="58" height="35" as="geometry">
<mxRectangle width="58" height="35" as="alternateBounds" />
</mxGeometry>
</mxCell>
</root>
</mxGraphModel>
</diagram>
</mxfile>