|
1
|
[
|
|
2
|
{
|
|
3
|
"name": "gap_general",
|
|
4
|
"data": [
|
|
5
|
{
|
|
6
|
"gap": "Brut Fixe",
|
|
7
|
"societe": 500,
|
|
8
|
"gap_interne": 450,
|
|
9
|
"variation": "-18%"
|
|
10
|
},
|
|
11
|
{
|
|
12
|
"gap": "Brut Total",
|
|
13
|
"societe": 35658,
|
|
14
|
"gap_interne": 650,
|
|
15
|
"variation": "-16%"
|
|
16
|
}
|
|
17
|
]
|
|
18
|
},
|
|
19
|
{
|
|
20
|
"name": "general_internal_gap_fixed",
|
|
21
|
"data": [
|
|
22
|
{
|
|
23
|
"fixed_range": "77%",
|
|
24
|
"fixed_median": "29810",
|
|
25
|
"fixed_base_salary_max": "75063",
|
|
26
|
"fixed_base_salary_min": "17103",
|
|
27
|
"fixed_base_salary_max_perc": "152%",
|
|
28
|
"fixed_base_salary_min_perc": "-43%"
|
|
29
|
},
|
|
30
|
{
|
|
31
|
"total_range": "77%",
|
|
32
|
"total_median": "34580",
|
|
33
|
"total_base_salary_max": "80003",
|
|
34
|
"total_base_salary_min": "18023",
|
|
35
|
"total_base_salary_max_perc": "131%",
|
|
36
|
"total_base_salary_min_perc": "-48%"
|
|
37
|
}
|
|
38
|
]
|
|
39
|
},
|
|
40
|
|
|
41
|
{
|
|
42
|
"condition": ["grade"],
|
|
43
|
"graph": [
|
|
44
|
{
|
|
45
|
"name": "repartition_gap",
|
|
46
|
"data": [
|
|
47
|
{
|
|
48
|
"gaps_distribution": "positive",
|
|
49
|
"base_salary": "43%",
|
|
50
|
"total_compensation": "44%"
|
|
51
|
},
|
|
52
|
{
|
|
53
|
"gaps_distribution": "negative",
|
|
54
|
"base_salary": "-29%",
|
|
55
|
"total_compensation": "-31%"
|
|
56
|
}
|
|
57
|
]
|
|
58
|
},
|
|
59
|
{
|
|
60
|
"name": "repartition_data_bf",
|
|
61
|
"data": [
|
|
62
|
{
|
|
63
|
"gaps_distribution": "positive",
|
|
64
|
"base_salary": "42%"
|
|
65
|
},
|
|
66
|
{
|
|
67
|
"gaps_distribution": "negative",
|
|
68
|
"base_salary": "54%"
|
|
69
|
}
|
|
70
|
]
|
|
71
|
},
|
|
72
|
{
|
|
73
|
"name": "repartition_data_bt",
|
|
74
|
"data": [
|
|
75
|
{
|
|
76
|
"gaps_distribution": "positive",
|
|
77
|
"total_compensation": "42%"
|
|
78
|
},
|
|
79
|
{
|
|
80
|
"gaps_distribution": "negative",
|
|
81
|
"total_compensation": "54%"
|
|
82
|
}
|
|
83
|
]
|
|
84
|
}
|
|
85
|
]
|
|
86
|
},
|
|
87
|
|
|
88
|
{
|
|
89
|
"condition": ["collaborative_path"],
|
|
90
|
"graph": [
|
|
91
|
{
|
|
92
|
"name": "repartition_gap",
|
|
93
|
"data": [
|
|
94
|
{
|
|
95
|
"gaps_distribution": "positive",
|
|
96
|
"base_salary": "43%",
|
|
97
|
"total_compensation": "44%"
|
|
98
|
},
|
|
99
|
{
|
|
100
|
"gaps_distribution": "negative",
|
|
101
|
"base_salary": "-29%",
|
|
102
|
"total_compensation": "-31%"
|
|
103
|
}
|
|
104
|
]
|
|
105
|
},
|
|
106
|
{
|
|
107
|
"name": "repartition_data_bf",
|
|
108
|
"data": [
|
|
109
|
{
|
|
110
|
"gaps_distribution": "positive",
|
|
111
|
"base_salary": "42%"
|
|
112
|
},
|
|
113
|
{
|
|
114
|
"gaps_distribution": "negative",
|
|
115
|
"base_salary": "54%"
|
|
116
|
}
|
|
117
|
]
|
|
118
|
},
|
|
119
|
{
|
|
120
|
"name": "repartition_data_bt",
|
|
121
|
"data": [
|
|
122
|
{
|
|
123
|
"gaps_distribution": "positive",
|
|
124
|
"total_compensation": "42%"
|
|
125
|
},
|
|
126
|
{
|
|
127
|
"gaps_distribution": "negative",
|
|
128
|
"total_compensation": "54%"
|
|
129
|
}
|
|
130
|
]
|
|
131
|
}
|
|
132
|
]
|
|
133
|
},
|
|
134
|
|
|
135
|
{
|
|
136
|
"condition": ["function_code","collaborative_path","grade"],
|
|
137
|
"graph": [
|
|
138
|
{
|
|
139
|
"name": "repartition_gap",
|
|
140
|
"data": [
|
|
141
|
{
|
|
142
|
"gaps_distribution": "positive",
|
|
143
|
"base_salary": "43%",
|
|
144
|
"total_compensation": "44%"
|
|
145
|
},
|
|
146
|
{
|
|
147
|
"gaps_distribution": "negative",
|
|
148
|
"base_salary": "-29%",
|
|
149
|
"total_compensation": "-31%"
|
|
150
|
}
|
|
151
|
]
|
|
152
|
},
|
|
153
|
{
|
|
154
|
"name": "repartition_data_bf",
|
|
155
|
"data": [
|
|
156
|
{
|
|
157
|
"gaps_distribution": "positive",
|
|
158
|
"base_salary": "42%"
|
|
159
|
},
|
|
160
|
{
|
|
161
|
"gaps_distribution": "negative",
|
|
162
|
"base_salary": "54%"
|
|
163
|
}
|
|
164
|
]
|
|
165
|
},
|
|
166
|
{
|
|
167
|
"name": "repartition_data_bt",
|
|
168
|
"data": [
|
|
169
|
{
|
|
170
|
"gaps_distribution": "positive",
|
|
171
|
"total_compensation": "42%"
|
|
172
|
},
|
|
173
|
{
|
|
174
|
"gaps_distribution": "negative",
|
|
175
|
"total_compensation": "54%"
|
|
176
|
}
|
|
177
|
]
|
|
178
|
}
|
|
179
|
]
|
|
180
|
},
|
|
181
|
|
|
182
|
{
|
|
183
|
"condition": ["function_code","subfunction_code","collaborative_path","grade"],
|
|
184
|
"graph": [
|
|
185
|
{
|
|
186
|
"name": "repartition_gap",
|
|
187
|
"data": [
|
|
188
|
{
|
|
189
|
"gaps_distribution": "positive",
|
|
190
|
"base_salary": "43%",
|
|
191
|
"total_compensation": "44%"
|
|
192
|
},
|
|
193
|
{
|
|
194
|
"gaps_distribution": "negative",
|
|
195
|
"base_salary": "-29%",
|
|
196
|
"total_compensation": "-31%"
|
|
197
|
}
|
|
198
|
]
|
|
199
|
},
|
|
200
|
{
|
|
201
|
"name": "repartition_data_bf",
|
|
202
|
"data": [
|
|
203
|
{
|
|
204
|
"gaps_distribution": "positive",
|
|
205
|
"base_salary": "42%"
|
|
206
|
},
|
|
207
|
{
|
|
208
|
"gaps_distribution": "negative",
|
|
209
|
"base_salary": "54%"
|
|
210
|
}
|
|
211
|
]
|
|
212
|
},
|
|
213
|
{
|
|
214
|
"name": "repartition_data_bt",
|
|
215
|
"data": [
|
|
216
|
{
|
|
217
|
"gaps_distribution": "positive",
|
|
218
|
"total_compensation": "42%"
|
|
219
|
},
|
|
220
|
{
|
|
221
|
"gaps_distribution": "negative",
|
|
222
|
"total_compensation": "54%"
|
|
223
|
}
|
|
224
|
]
|
|
225
|
}
|
|
226
|
]
|
|
227
|
},
|
|
228
|
|
|
229
|
|
|
230
|
]
|