1{
2 "runOn": [
3 {
4 "minServerVersion": "7.0.0",
5 "topology": [
6 "replicaset"
7 ],
8 "maxServerVersion": "7.99.99"
9 }
10 ],
11 "database_name": "default",
12 "collection_name": "default",
13 "data": [],
14 "encrypted_fields": {
15 "fields": [
16 {
17 "keyId": {
18 "$binary": {
19 "base64": "EjRWeBI0mHYSNBI0VniQEg==",
20 "subType": "04"
21 }
22 },
23 "path": "encryptedDecimalNoPrecision",
24 "bsonType": "decimal",
25 "queries": {
26 "queryType": "rangePreview",
27 "contention": {
28 "$numberLong": "0"
29 },
30 "sparsity": {
31 "$numberLong": "1"
32 }
33 }
34 }
35 ]
36 },
37 "key_vault_data": [
38 {
39 "_id": {
40 "$binary": {
41 "base64": "EjRWeBI0mHYSNBI0VniQEg==",
42 "subType": "04"
43 }
44 },
45 "keyMaterial": {
46 "$binary": {
47 "base64": "sHe0kz57YW7v8g9VP9sf/+K1ex4JqKc5rf/URX3n3p8XdZ6+15uXPaSayC6adWbNxkFskuMCOifDoTT+rkqMtFkDclOy884RuGGtUysq3X7zkAWYTKi8QAfKkajvVbZl2y23UqgVasdQu3OVBQCrH/xY00nNAs/52e958nVjBuzQkSb1T8pKJAyjZsHJ60+FtnfafDZSTAIBJYn7UWBCwQ==",
48 "subType": "00"
49 }
50 },
51 "creationDate": {
52 "$date": {
53 "$numberLong": "1648914851981"
54 }
55 },
56 "updateDate": {
57 "$date": {
58 "$numberLong": "1648914851981"
59 }
60 },
61 "status": {
62 "$numberInt": "0"
63 },
64 "masterKey": {
65 "provider": "local"
66 }
67 }
68 ],
69 "tests": [
70 {
71 "description": "FLE2 Range Decimal. Insert and Find.",
72 "clientOptions": {
73 "autoEncryptOpts": {
74 "kmsProviders": {
75 "local": {
76 "key": {
77 "$binary": {
78 "base64": "Mng0NCt4ZHVUYUJCa1kxNkVyNUR1QURhZ2h2UzR2d2RrZzh0cFBwM3R6NmdWMDFBMUN3YkQ5aXRRMkhGRGdQV09wOGVNYUMxT2k3NjZKelhaQmRCZGJkTXVyZG9uSjFk",
79 "subType": "00"
80 }
81 }
82 }
83 }
84 }
85 },
86 "operations": [
87 {
88 "name": "insertOne",
89 "arguments": {
90 "document": {
91 "_id": 0,
92 "encryptedDecimalNoPrecision": {
93 "$numberDecimal": "0"
94 }
95 }
96 }
97 },
98 {
99 "name": "insertOne",
100 "arguments": {
101 "document": {
102 "_id": 1,
103 "encryptedDecimalNoPrecision": {
104 "$numberDecimal": "1"
105 }
106 }
107 }
108 },
109 {
110 "name": "find",
111 "arguments": {
112 "filter": {
113 "encryptedDecimalNoPrecision": {
114 "$gt": {
115 "$numberDecimal": "0"
116 }
117 }
118 }
119 },
120 "result": [
121 {
122 "_id": 1,
123 "encryptedDecimalNoPrecision": {
124 "$numberDecimal": "1"
125 }
126 }
127 ]
128 }
129 ],
130 "expectations": [
131 {
132 "command_started_event": {
133 "command": {
134 "listCollections": 1,
135 "filter": {
136 "name": "default"
137 }
138 },
139 "command_name": "listCollections"
140 }
141 },
142 {
143 "command_started_event": {
144 "command": {
145 "find": "datakeys",
146 "filter": {
147 "$or": [
148 {
149 "_id": {
150 "$in": [
151 {
152 "$binary": {
153 "base64": "EjRWeBI0mHYSNBI0VniQEg==",
154 "subType": "04"
155 }
156 }
157 ]
158 }
159 },
160 {
161 "keyAltNames": {
162 "$in": []
163 }
164 }
165 ]
166 },
167 "$db": "keyvault",
168 "readConcern": {
169 "level": "majority"
170 }
171 },
172 "command_name": "find"
173 }
174 },
175 {
176 "command_started_event": {
177 "command": {
178 "insert": "default",
179 "documents": [
180 {
181 "_id": 0,
182 "encryptedDecimalNoPrecision": {
183 "$$type": "binData"
184 }
185 }
186 ],
187 "ordered": true,
188 "encryptionInformation": {
189 "type": 1,
190 "schema": {
191 "default.default": {
192 "escCollection": "enxcol_.default.esc",
193 "ecocCollection": "enxcol_.default.ecoc",
194 "fields": [
195 {
196 "keyId": {
197 "$binary": {
198 "base64": "EjRWeBI0mHYSNBI0VniQEg==",
199 "subType": "04"
200 }
201 },
202 "path": "encryptedDecimalNoPrecision",
203 "bsonType": "decimal",
204 "queries": {
205 "queryType": "rangePreview",
206 "contention": {
207 "$numberLong": "0"
208 },
209 "sparsity": {
210 "$numberLong": "1"
211 }
212 }
213 }
214 ]
215 }
216 }
217 }
218 },
219 "command_name": "insert"
220 }
221 },
222 {
223 "command_started_event": {
224 "command": {
225 "insert": "default",
226 "documents": [
227 {
228 "_id": 1,
229 "encryptedDecimalNoPrecision": {
230 "$$type": "binData"
231 }
232 }
233 ],
234 "ordered": true,
235 "encryptionInformation": {
236 "type": 1,
237 "schema": {
238 "default.default": {
239 "escCollection": "enxcol_.default.esc",
240 "ecocCollection": "enxcol_.default.ecoc",
241 "fields": [
242 {
243 "keyId": {
244 "$binary": {
245 "base64": "EjRWeBI0mHYSNBI0VniQEg==",
246 "subType": "04"
247 }
248 },
249 "path": "encryptedDecimalNoPrecision",
250 "bsonType": "decimal",
251 "queries": {
252 "queryType": "rangePreview",
253 "contention": {
254 "$numberLong": "0"
255 },
256 "sparsity": {
257 "$numberLong": "1"
258 }
259 }
260 }
261 ]
262 }
263 }
264 }
265 },
266 "command_name": "insert"
267 }
268 },
269 {
270 "command_started_event": {
271 "command": {
272 "find": "default",
273 "filter": {
274 "encryptedDecimalNoPrecision": {
275 "$gt": {
276 "$binary": {
277 "base64": 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278 "subType": "06"
279 }
280 }
281 }
282 },
283 "encryptionInformation": {
284 "type": 1,
285 "schema": {
286 "default.default": {
287 "escCollection": "enxcol_.default.esc",
288 "ecocCollection": "enxcol_.default.ecoc",
289 "fields": [
290 {
291 "keyId": {
292 "$binary": {
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294 "subType": "04"
295 }
296 },
297 "path": "encryptedDecimalNoPrecision",
298 "bsonType": "decimal",
299 "queries": {
300 "queryType": "rangePreview",
301 "contention": {
302 "$numberLong": "0"
303 },
304 "sparsity": {
305 "$numberLong": "1"
306 }
307 }
308 }
309 ]
310 }
311 }
312 }
313 },
314 "command_name": "find"
315 }
316 }
317 ],
318 "outcome": {
319 "collection": {
320 "data": [
321 {
322 "_id": {
323 "$numberInt": "0"
324 },
325 "encryptedDecimalNoPrecision": {
326 "$$type": "binData"
327 },
328 "__safeContent__": [
329 {
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333 }
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340 },
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345 }
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351 }
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357 }
358 },
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375 }
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381 }
382 },
383 {
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387 }
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389 {
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393 }
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399 }
400 },
401 {
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405 }
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411 }
412 },
413 {
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416 "subType": "00"
417 }
418 },
419 {
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423 }
424 },
425 {
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429 }
430 },
431 {
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435 }
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441 }
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477 }
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