refactor(indy-sdk)!: remove indy-sdk package #1629
Merged
Conversation
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
Codecov Report
@@ Coverage Diff @@
## main #1629 +/- ##
==========================================
+ Coverage 62.44% 63.99% +1.55%
==========================================
Files 775 732 -43
Lines 17906 16221 -1685
Branches 3081 2793 -288
==========================================
- Hits 11181 10381 -800
+ Misses 6185 5359 -826
+ Partials 540 481 -59
|
berendsliedrecht
approved these changes
Nov 7, 2023
There was a problem hiding this comment.
Awesome! This should resolve quite a lot of setup issues and hopefully more stable tests.
I was wondering whether we should just keep it as-is and unmaintained (or in like an aries-framework-javascript-archived repository), but I do think that just removing is the way to go.
|
|
||
| return modules | ||
| } | ||
| export type AnonCredsTestsAgent = Agent< |
There was a problem hiding this comment.
Maybe we should loosen the any type restrictions within the tests folders.
There was a problem hiding this comment.
Yeah that might be a good one 👍
genaris
reviewed
Nov 7, 2023
Signed-off-by: Timo Glastra <timo@animo.id>
Signed-off-by: Timo Glastra <timo@animo.id>
TimoGlastra
force-pushed
the
refactor/remove-indy-sdk
branch
from
3d674ba
to
8f133f5
Compare
|
Getting the tests to work is more work than expected, and I'm getting some weird Askar errors for some tests. Have pushed my latests changes, will try to continue working on it once I have time (but feel free to pick it up if anyone has the time and energy to do it) |
Signed-off-by: Timo Glastra <timo@animo.id>
|
@genaris I've made a lot of updates, but I'm getting some weird errors related to Askar in various places. I've tried to fix quite a few, but there's some I've been stuck on for a few hours now. Would you be able to take a quick look and see if you know what the issue is? Otherwise I'll keep digging, but maybe I'm missing some obious askar thingies |
Sure, I'll take a look at it. I think it's related to the changes in |
Signed-off-by: Ariel Gentile <gentilester@gmail.com>
Signed-off-by: Ariel Gentile <gentilester@gmail.com>
|
@TimoGlastra as promised, I checked all failed tests (at least those who fail consistently) and I commited some fixes that should solve most problems with Askar. There are some others that I've quickly analysed and would like to discuss here: packages/core/src/modules/proofs/protocol/v2/tests/v2-indy-proofs.e2e.test.ts: there are some inconsistencies between IndySdkHolder/Issuer and AnonCredsRsHolder/Issuer that make this test to fail:
packages/core/src/modules/routing/tests/mediation.test.ts: here we have a frequent problem with the test named To be more specific in Aries Askar NodeJS wrapper code, We can easily 'fix' the test by initiating senderAgent before all this concurrency issue happens, although this issue happens from time to time with other tests. Not sure if we should fix this now but would like to know @berendsliedrecht opinion about this concurrency theory and if we can do something (either in AFJ or the wrapper) to solve it quickly. For instance, checking that the error code from get_current_error matches the one returned by the original function call. |
|
Thanks a lot for looking into this @genaris. The error handling is something I've discussed with Berend before, but we didn't get to a solution back then. I'll discuss with him again, it seems like an interesting issue. |
This might be a good first step, as then at least the error code is okay. We might miss the error message in this case, but it's better than having concurrency issues. |
|
@andrewwhitehead, did you ever run into this issue in ACA-Py when using Askar? I think because we're using callbacks and promises it's a bit tricky to use the sync get error, without tracking all method calls that are simultaneously going on. Could we instead of the error code also return some sort of identifier that would allow us to retrieve the error code for x seconds? Or simpler, the get current error checks whether the identifier matches the identifier of the current error, and if it has already been overwritten we won't return anything (or a specific error message: "Already overwritten"). |
|
Looking at the wrapper code, it seems to be calling This behaviour probably ought to be changed to return an index into a BTreeMap (for instance), with either auto-expiring errors or errors that are cleared after being retrieved. This would remove the chance of another thread capturing the error. |
|
Thanks for the quick reply.
This sounds look a good solution to me. I think the expiration could be quite short-lived, as we're always retrieving the error immediately after |
I remember that there was a reason for these additional calls. I think it had something to do with the error not yet being set, but this was over a year ago now. I will see if I can remove these calls. |
|
Created a PR at askar for the error issue (hyperledger/aries-askar#209). If we can merge and release this, and it works how it is supposed to, I will apply the same fixes for AnonCreds and indy-vdr. I checked the react native code and it seems to already be correctly implemented. |
|
I've updated this PR with the changes from hyperledger/aries-askar#209, and it seems to have made some improvements, but it still happens sadly. Now getting errors like "WalletError: Error closing wallet': Error code mismatch. Function received: '2', but after fetch it was '6'". So we might need fix the error handling before we releaes this PR, or make sure we don't call Askar concurrently under this load. |
|
Funnily enough If I add a console.log in the promisifyWithCallback method it's enough for the issue to not occur and e.g. creating 100 tests concurrently will not fail anymore. |
|
@andrewwhitehead any idea why the proofs created between AnonCreds RS and Indy SDK are different? It seems with Indy when revealing See the below structure for the difference: Indy SDK{
"presentation": {
"indy": {
"proof": {
"proofs": [
{
"primary_proof": {
"eq_proof": {
"revealed_attrs": {
"name": "76355713903561865866741292988746191972523015098789458240077478826513114743258"
},
"a_prime": "69990785802771130988873403821332780424736016716687280191941460383686707785636392128821163741620205319502633916291172945951359718470693408645384223468140415805768748290999612300411184692156050784476858581776993094614076504883116601359825785227673338643875143463281347588686942741067757041603009255552973887041109474816203277234428863590094028964400167288079765389845657999656248445450037914272256715229953205559949833637360813178525977572261009983384847778990992639630950838155232072692009760356102526457195850384043066398513795291168916580943455051613968012166438520780954973395588363613751230138211868046133982680693",
"e": "139970031001223820827685956918335365258361498701913268937403284190420481130683044103978190225172181790427845537382265233783189065882661585",
"v": "945551062417607438146468240190627982719938733772061544888443036476195590958949864482854168598847024917858282223645383996002246779699151319682556551888374844664482513767371385916256541596645304820790407917406628805259825836975543452363881685325918737768460969058785910765235986253701654067402531404267049872321088707579504575312740659950312985065717653338321348580890811120092153322696121817286832393908543182231186985578706722931020096239075391807252116310258403839260706417183116978606922660139586118680368463865027326244823261599754352675430966863614247011571721146707662751538018666085115056006000458739890415907487823401139152272075374740044974297902723733298732576185161499238549172564530084171278560517445378210531116389479806357290225253683845232173453323973206636684317736811045129924612369253461973200254129923715986058567703762138479127273145488764196203425295949876658974272156890154534563261216917627023109823",
"m": {
"master_secret": "11912713960614047875650286146536446410334935794774846411715403491251705338762207655773408981123401237359274634877986791353035498077930684464113253437510127144065321722790526323157",
"age": "9392431168881325707109344324207252900952522763209586100127186177941461926546855427551069423190994657569896056061022161456299816607801360795482647188153085736954496362039106624011",
"image_0": "5927136900003523744646481932835203572645568479496337756626011763015475460552420736062127833395429187769438015833625363846202144093402965740873902817518466402337571703525224855008",
"image_1": "1792066265441424220754699664357779726289222500741094698050924087484689551511831956853250459080706995842744001279863079717191050550796112581993481003748104081857387849753063789823"
},
"m2": "676120801917629370746289124732858339186888276571941679396903287015661727175723325851982766363292316103083125108670994237056229760706540712156535917409265268038653165062226557361"
},
"ge_proofs": [
{
"u": {
"0": "11190408622552819626023578764433037932548890666062620014862128663891289152292071738061694672685570462157665096853453021611544185011966194581612624493020345122196222625562136165930",
"1": "5650663800983500502237708766145353296227847511690810624001431493768935501358507563708811521486661448044208254141457959986705329635440448842074050922331154814277063506956544374660",
"2": "11729622141062550548782037392645843680546307742994800926416492341613650326324265471851195511807074636440998342103074168373892137721612187292576691573625046587490169836066674078951",
"3": "13310106614279007312701908256800459949127036794268670595602725268601152998350900607997860326910986947419500217949488769434778286604647585319324915523074202221035207828040664027630"
},
"r": {
"0": "1738990246201821285300143378656910728119669956851089614681875403879530915003678715710778335461539472750346044049296288906656274870212364480239733952235914854041946787827849340182952252485650631587346285466335833396159842753996644794987943937687816989708002385486758824360286604042920616901634596785839132873622284902217346540100094207415311082566702442701975671211473260094440172962999209959879001426620286433199113441982221951462653084734887637283827666717233512031740639633894631091101437155771555892857539297030262290990276681711633912975641985608649645357083379935061300851271490145803260678991957096691274231277925774582115703387358538204520943299911795694112433161623197961536784058582153376184781102901799991382",
"1": "3107417739723124273791350640124433100944260636348036064444986846372943878440500769074378842890979418053757945843122071210828045001668530522849154123012031024785713034658102103215361482022294408431201807965267793817499213623760992293411455236924148206345110580156711631750037634028264339825898128115566848518090341815829050066245047182703635296572509156416658948425790897859390754876331186123034969071540715804176591947213115055791692057659736892783098314942891428048856887325189844513387822931446726783959583517740656140416425354233171545673017389421003868046370440783188366696679157951171571449696974186951593568534214863269362716004577455576295301022266454106170671246565950861764902013081470821728937762894019602978",
"2": "2588708262617025401110727838496605952075904234251410814745785876257694785393490401705521953321819350876442751116113530551709302248356058202862526476626412048718215847914684324294851849422670287057569275723365615547110913934863265070732702634733377885537839601310140330160660351577161482290912964015866212731549803018360910375520909563570972036584825904808313708381561557654510685453335603810053051716954783001016006569124888228308993861641160437500242347365355919515633529997370055417362367264242638592154608885415110008685113567097821959908151426265358622240961744286644479493440074093398648416874402390845084385520509829390049608885891195779608791803697863701323291491220956676713170102481011815118055229655519755684",
"3": "2965949195910454781882529332150203727688282873036821815914902798212936894457192971007190897876492048562295457456633751403824889561135818758105823814463116045877651393863517461307341850736212747918779211608769992062161846795410836219925080462835084691149064541396469735771417408094057108083795212224638593557524454584593835126064757622597496845461339265690298092743833356647449156243886807664455330464856155130928857960815564484756168065066234349850692228755868921152969190566738726771634475593432499385337041103116234016050790278069059838119052477790183903484355250110176521974425650072858606075891567261371659632514190245410787901343581707457516898306034967260758895025456022822128982939615635023592887087458311795257",
"DELTA": "2952400626731837301519683517876351820195223085477348045918351102947220534988719183761346582014081715185640559131833578692722588223173712880229340055719282005250489448351904209142780170637747916686461844060472216210965015589343353806390540881136215700665480390853913648507131594853893853004533566924160903082797288604743110049505814178177818289046178581936046943840451394909097685371204845778495109815332949129689125729023939626048968064287598018667997532656544121066507216017698639276241863741823453624097322278187104654675103550272182247946674940991813130612699170493732823699912861480859722492043382426436466873822863092209922870729922981264856335895449768499319270592017539383970725100534454446271883350088546560110"
},
"mj": "9392431168881325707109344324207252900952522763209586100127186177941461926546855427551069423190994657569896056061022161456299816607801360795482647188153085736954496362039106624011",
"alpha": "1704742653689062641669896883926378425070116902768189058595002445494952776929377844209291044911467732558107842722229690538733835413601367752514946261891497633863594543247981466391644692797934245973227956094007897524055562927970731914541698145500257776245910180623713758891633663056202982531529433241156730580075334701838250206513198155302305361346835445826031488018929206404207606459326129653871832634295145106146431228309745147485361999220652018113756928614870723511794669574291833855571778898051507090362535302961103625826135658668962043957351525240663645831328142555045519101560029427177637189155786649052083139467775447726461910692903783122247170756505688280725533682699511408376913120953065532738140602629664281563837388650744145219339482619561910340480172872388208666154129041733813216881458843653829534918073692405852843786253729209",
"t": {
"0": "83199544867787744079808931048886875988682622377121268027057484915017145975449477755456624035222312831840467860296048511742894601125006485755540174560879115170979427890209614172111121559117787521041685015274075509329281711833722268804151264640559565326683610675651983706291385050734273609039888644667325895682367224338315243863450054944403452051097026557405579450235706184373213848017504818535746678099623311459651206326087564809235655678990596362873954758779589017650478801691943287057983314498973439909374162910911279033758869019544235527505437709736360206898727132817741486622484763873350645255140100290889226736086",
"1": "26766470343981455430723143653901415120867357321777551914456493214726664457931482831676569557646469740524299171450011854132443780420926213428030919313964684226098239880796548709662707090944992245954172076104527916808763964194224012267518307894287644439275304723548940200356990116800459684663607626652643365112509719440066523190877590594469020752999487003597891739327858202252593049409531218261911483704946810917856013673931379594780244793117030494616485452772019338205790955422402614817793796729901878721333398267339514889556232355740618622921139118394877879987814786873118327785403790420472612338783336222044362900936",
"2": "41638972153207373129650332764221801564491242920805454869298401873022692401464041955712036092832064108943542339662363949572017129651114823114266591311257340701844877271638760784912410277489340674778740785010718276839875298132939491644064009195852220478639213038239942287016943664056207837731978425354221848387152894913800006095085824319762436811885454406184154044162880499159745107092634358270216042984075120431435126198022432887537393722195647213319470353958726720846733318044590284316098894332305900243100233414140844955919548510481040824572875238130997846471382028035545031936311376283250711916718603446801995298165",
"3": "47863274107963502610075867404336037903104496701343494858601124002223958931927294249600987596488575173977168961137256456743990216833392917796913485722573207279008813485376757120979993762652140709557307247164937895559377776090481966663586713245443117380778743294059073042869016590371899097702101105047122077409668550273224264697558908430768829223971796417480718526692620917721694921248200223182024113434446407610459951640785255492412609342439180130464237426938236606944200989932458050218906020307570214142644035233347606631871077914382489065854471862585527207208093019688678680456617186250080935985150296540430956599441",
"DELTA": "50767151662284027749439161273201843432852846551251868520252885267573161473903334770292701588765970808323342028562529659587925454290778966783987600008983582832041952156421104812431515435800031283302567203063388901745951265208384487084840955108406739018536684526177380612709696141636778304104146177867709396819839524065783504360896634480961505222169320709520251177746887919085275225344068372124469198944099037888208808693800107736199165093549121863674035231653560138848493130185648099348104314238212255898004573311949422671360786953479910831848409955782180449404669115956969772389555263470804178357416706587823082675671"
},
"predicate": {
"attr_name": "age",
"p_type": "GE",
"value": 50
}
}
]
},
"non_revoc_proof": null
}
],
"aggregated_proof": {
"c_hash": "95338200735084913599499055419155608196707840781756506869111197197201310736731",
"c_list": [
[
2,
42,
111,
14,
231,
203,
164,
154,
61,
135,
95,
7,
158,
233,
155,
158,
122,
217,
102,
25,
138,
110,
205,
69,
204,
255,
225,
223,
14,
26,
155,
200,
39,
191,
250,
42,
240,
80,
166,
213,
132,
145,
63,
86,
21,
80,
83,
24,
209,
183,
157,
53,
91,
25,
241,
168,
59,
181,
89,
255,
51,
92,
88,
251,
105,
77,
50,
80,
78,
133,
124,
115,
79,
161,
252,
57,
54,
68,
62,
116,
225,
209,
57,
237,
169,
155,
14,
143,
122,
175,
59,
225,
166,
125,
83,
202,
196,
107,
219,
19,
23,
180,
199,
231,
130,
78,
203,
191,
65,
95,
78,
42,
97,
252,
39,
103,
15,
174,
228,
39,
131,
199,
200,
91,
253,
64,
170,
93,
156,
115,
11,
22,
107,
168,
85,
235,
100,
188,
102,
78,
253,
179,
131,
43,
22,
106,
112,
221,
159,
205,
125,
117,
239,
87,
201,
3,
95,
145,
55,
1,
69,
230,
5,
227,
145,
69,
107,
55,
179,
220,
231,
19,
6,
30,
141,
135,
96,
186,
189,
196,
191,
13,
69,
102,
97,
117,
23,
167,
0,
207,
233,
209,
7,
235,
101,
248,
58,
91,
117,
56,
148,
103,
116,
115,
79,
88,
251,
227,
242,
11,
158,
207,
11,
171,
195,
91,
6,
154,
1,
187,
74,
188,
111,
52,
158,
139,
26,
143,
161,
140,
19,
117,
21,
35,
65,
194,
41,
89,
153,
136,
143,
177,
54,
34,
225,
76,
40,
210,
186,
239,
161,
235,
157,
144,
92,
86,
117
],
[
2,
147,
17,
61,
183,
166,
86,
113,
178,
237,
35,
201,
149,
159,
177,
197,
219,
95,
13,
163,
8,
86,
180,
12,
60,
174,
186,
52,
173,
254,
32,
142,
212,
31,
169,
75,
187,
123,
229,
144,
23,
253,
25,
146,
234,
81,
22,
10,
22,
253,
4,
167,
216,
166,
140,
247,
33,
216,
108,
33,
164,
66,
201,
149,
90,
214,
180,
169,
131,
0,
69,
192,
61,
176,
215,
248,
250,
27,
42,
42,
210,
205,
60,
38,
180,
240,
101,
39,
135,
227,
130,
202,
210,
222,
122,
22,
86,
206,
220,
56,
18,
86,
66,
147,
50,
9,
184,
129,
109,
27,
163,
28,
142,
211,
0,
248,
205,
222,
226,
76,
144,
16,
84,
93,
41,
130,
97,
20,
117,
40,
21,
208,
18,
165,
212,
47,
244,
27,
211,
46,
210,
70,
238,
61,
59,
54,
208,
53,
147,
70,
4,
161,
143,
75,
202,
32,
92,
213,
30,
156,
185,
73,
49,
167,
95,
188,
230,
134,
81,
236,
195,
181,
56,
159,
41,
163,
157,
155,
40,
217,
101,
206,
142,
97,
56,
136,
110,
234,
213,
39,
120,
255,
207,
226,
229,
72,
116,
35,
252,
47,
74,
125,
34,
98,
189,
130,
46,
200,
160,
169,
163,
166,
110,
6,
180,
215,
122,
57,
253,
138,
35,
231,
69,
140,
9,
166,
31,
102,
237,
43,
241,
168,
208,
66,
75,
34,
203,
204,
151,
165,
215,
6,
116,
190,
101,
171,
185,
23,
45,
104,
49,
126,
62,
171,
161,
81,
214
],
[
212,
8,
2,
118,
128,
168,
179,
99,
136,
133,
117,
125,
90,
148,
10,
16,
237,
109,
143,
202,
122,
132,
102,
59,
173,
69,
14,
13,
108,
68,
55,
50,
28,
75,
79,
42,
82,
17,
18,
37,
230,
127,
42,
122,
196,
26,
110,
152,
173,
196,
224,
239,
26,
82,
184,
221,
242,
247,
24,
72,
94,
83,
122,
240,
85,
217,
35,
248,
58,
145,
200,
32,
68,
96,
97,
73,
83,
147,
140,
151,
76,
177,
91,
18,
214,
118,
31,
92,
139,
232,
188,
204,
127,
175,
143,
177,
205,
1,
27,
83,
24,
228,
30,
2,
189,
8,
240,
95,
188,
210,
67,
59,
127,
4,
211,
94,
237,
144,
56,
243,
107,
35,
72,
79,
249,
173,
222,
34,
80,
228,
38,
134,
152,
49,
181,
123,
39,
105,
202,
169,
117,
93,
213,
194,
138,
47,
230,
139,
255,
4,
125,
135,
89,
246,
221,
161,
152,
73,
192,
12,
232,
54,
232,
191,
210,
238,
254,
12,
177,
125,
96,
168,
196,
144,
89,
207,
171,
4,
195,
234,
68,
253,
119,
207,
67,
232,
202,
144,
10,
6,
236,
194,
218,
39,
104,
89,
21,
128,
129,
44,
124,
90,
201,
123,
0,
210,
83,
251,
239,
45,
30,
181,
140,
65,
62,
177,
55,
104,
190,
228,
181,
228,
44,
3,
158,
231,
50,
6,
104,
140,
172,
255,
215,
103,
79,
157,
57,
99,
62,
222,
101,
147,
247,
165,
111,
185,
83,
17,
138,
30,
253,
37,
142,
4,
5,
200
],
[
1,
73,
216,
29,
51,
161,
144,
233,
217,
106,
31,
62,
70,
6,
74,
170,
32,
7,
100,
143,
44,
63,
226,
191,
239,
127,
162,
228,
224,
19,
242,
205,
204,
104,
77,
37,
244,
84,
201,
83,
11,
177,
144,
105,
141,
34,
115,
5,
214,
225,
81,
206,
153,
106,
155,
6,
14,
223,
158,
202,
186,
226,
204,
214,
71,
71,
26,
59,
203,
1,
9,
152,
222,
11,
7,
58,
109,
68,
99,
139,
158,
114,
40,
171,
127,
246,
131,
188,
132,
231,
56,
252,
216,
44,
145,
42,
252,
144,
64,
212,
72,
231,
232,
56,
10,
193,
15,
104,
245,
50,
85,
231,
200,
140,
68,
2,
12,
127,
186,
3,
68,
50,
202,
17,
182,
54,
197,
133,
124,
126,
90,
139,
61,
240,
228,
221,
73,
244,
2,
139,
186,
70,
46,
215,
27,
136,
10,
100,
97,
93,
146,
212,
107,
86,
154,
236,
240,
100,
92,
188,
242,
232,
13,
239,
37,
161,
206,
234,
54,
124,
154,
167,
42,
155,
167,
162,
131,
21,
149,
53,
206,
47,
149,
65,
155,
3,
75,
27,
35,
246,
195,
74,
220,
83,
226,
151,
202,
114,
238,
88,
180,
113,
20,
63,
179,
119,
151,
57,
146,
159,
38,
23,
129,
208,
164,
56,
41,
168,
12,
236,
98,
220,
51,
63,
243,
115,
223,
195,
52,
3,
236,
6,
135,
107,
30,
133,
187,
141,
162,
11,
27,
100,
67,
158,
72,
112,
72,
251,
98,
170,
185,
236,
20,
215,
190,
117,
117
],
[
1,
123,
38,
113,
48,
24,
203,
220,
46,
167,
198,
69,
172,
112,
10,
251,
101,
254,
123,
234,
19,
183,
39,
173,
216,
93,
124,
80,
171,
32,
223,
234,
161,
58,
208,
63,
77,
150,
171,
81,
202,
179,
83,
191,
55,
30,
202,
151,
39,
16,
32,
119,
145,
82,
177,
244,
11,
252,
111,
47,
230,
124,
251,
127,
150,
72,
146,
161,
237,
155,
108,
161,
30,
86,
17,
185,
6,
9,
94,
89,
14,
248,
223,
244,
177,
203,
4,
99,
24,
85,
6,
135,
16,
66,
251,
30,
119,
64,
161,
217,
163,
107,
102,
159,
210,
221,
220,
240,
127,
146,
138,
129,
222,
13,
170,
175,
79,
50,
68,
153,
147,
105,
103,
176,
119,
77,
208,
101,
249,
226,
225,
84,
146,
78,
22,
16,
138,
53,
51,
73,
210,
138,
220,
146,
210,
208,
90,
137,
212,
149,
184,
3,
139,
13,
48,
205,
142,
168,
151,
194,
59,
63,
193,
103,
6,
181,
100,
141,
190,
233,
7,
96,
226,
234,
224,
131,
226,
248,
197,
183,
15,
20,
217,
243,
151,
161,
0,
235,
6,
110,
222,
167,
144,
14,
238,
26,
123,
189,
228,
105,
121,
191,
190,
65,
109,
101,
47,
141,
171,
248,
199,
41,
14,
116,
136,
183,
101,
135,
239,
2,
227,
219,
9,
82,
110,
244,
74,
108,
48,
50,
181,
10,
219,
227,
255,
196,
92,
57,
149,
218,
80,
135,
97,
255,
70,
209,
208,
102,
108,
189,
79,
10,
19,
25,
237,
152,
145
],
[
1,
146,
39,
63,
12,
187,
141,
157,
32,
253,
104,
21,
62,
91,
211,
203,
24,
124,
205,
198,
170,
125,
206,
73,
151,
109,
96,
103,
198,
155,
112,
188,
156,
140,
152,
200,
171,
60,
13,
75,
91,
10,
32,
120,
85,
189,
14,
228,
253,
240,
49,
121,
155,
54,
200,
226,
21,
36,
58,
67,
255,
107,
176,
167,
188,
2,
148,
0,
79,
96,
218,
147,
74,
188,
249,
197,
152,
154,
183,
154,
78,
138,
53,
18,
169,
60,
100,
235,
96,
86,
190,
67,
123,
105,
227,
182,
24,
194,
165,
156,
131,
202,
13,
31,
149,
150,
34,
121,
235,
193,
192,
160,
17,
108,
104,
234,
194,
115,
35,
24,
219,
120,
202,
108,
253,
208,
155,
252,
223,
79,
14,
168,
158,
67,
57,
65,
153,
139,
5,
196,
84,
12,
42,
253,
8,
75,
59,
144,
204,
120,
200,
45,
35,
144,
20,
143,
43,
23,
222,
104,
230,
207,
219,
133,
95,
239,
58,
66,
51,
86,
21,
240,
100,
30,
108,
214,
91,
209,
122,
108,
94,
33,
123,
53,
85,
231,
51,
245,
147,
156,
185,
100,
192,
55,
229,
149,
104,
177,
26,
146,
228,
60,
109,
16,
92,
105,
198,
181,
154,
232,
251,
199,
212,
215,
30,
100,
72,
212,
16,
115,
221,
229,
211,
231,
58,
197,
250,
243,
114,
67,
172,
29,
233,
201,
243,
210,
218,
197,
50,
150,
168,
123,
17,
158,
74,
185,
13,
101,
193,
135,
106,
142,
203,
47,
21,
157,
215
]
]
}
},
"requested_proof": {
"revealed_attrs": {
"54bb4fa2-815a-4fd6-b190-e4e947920c95": {
"sub_proof_index": 0,
"raw": "John",
"encoded": "76355713903561865866741292988746191972523015098789458240077478826513114743258"
}
},
"self_attested_attrs": {},
"unrevealed_attrs": {},
"predicates": {
"5986c749-67d9-4ed4-81fb-07870f2e54bd": {
"sub_proof_index": 0
}
}
},
"identifiers": [
{
"schema_id": "TL1EaPFCZ8Si5aUrqScBDt:2:Schema 16113c6d-74ef-450e-9a1e-cd02abdfac6b:1.0",
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:151:default",
"rev_reg_id": null,
"timestamp": null
}
]
}
},
"proposal": {
"indy": {
"name": "abc",
"version": "1.0",
"nonce": "33183147128480969412193",
"requested_attributes": {
"54bb4fa2-815a-4fd6-b190-e4e947920c95": {
"name": "name",
"restrictions": [
{
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:151:default"
}
]
}
},
"requested_predicates": {
"5986c749-67d9-4ed4-81fb-07870f2e54bd": {
"name": "age",
"p_type": ">=",
"p_value": 50,
"restrictions": [
{
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:151:default"
}
]
}
}
}
},
"request": {
"indy": {
"name": "abc",
"version": "1.0",
"nonce": "604046010555332710545481",
"requested_attributes": {
"54bb4fa2-815a-4fd6-b190-e4e947920c95": {
"name": "name",
"restrictions": [
{
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:151:default"
}
]
}
},
"requested_predicates": {
"5986c749-67d9-4ed4-81fb-07870f2e54bd": {
"name": "age",
"p_type": ">=",
"p_value": 50,
"restrictions": [
{
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:151:default"
}
]
}
}
}
}
}AnonCreds RS{
"presentation": {
"indy": {
"proof": {
"proofs": [
{
"primary_proof": {
"eq_proof": {
"revealed_attrs": {
"name": "76355713903561865866741292988746191972523015098789458240077478826513114743258"
},
"a_prime": "18983059119411378587103559493179627414827985532324773953077681373669692170561592050399414622038225672215321387747429616258528002482454316916207688887029846852162640249550241879403023159401890594372025929251305882416833478546503759150766631071612610104033595892997938719112631841785948834265797593319527354793849046367650721790978533479265802760827884841527108807577131787225301916924961366009385644783657480539160476555043167544599601515182672811735442411138061868726989675733408179229133479474037179187079596363754376315061808378086805806850858149716160265580928553991902542459166090861731121574317133269329464040005",
"e": "90559320011200199273790769957704070309762854793607767784835353389883433715354047002884543545585070124565215567950563794665812302794645098",
"v": "351108354426688498808840904206574449754015520067683019554274344567051647203896494123468324969919811590966853950937790597087667860557356151434295334536172771782952589985167405753788961423401273320543006851700633859121217687550749008795393611318290299735722989542879258125534881663359144339196146555551566419395646282998664004639749601889040520337052215727092786254932248795830303414623613295251538420125311762092689795340161983557879746755835982768201759017745534526053661692467633180434630597352263582126371931638976177965523921186173675143073684415533379710591108517390628865319292273820068984211242192750686903172558934853096418923973337595949442901739045054908790364144268361501324114455717308479913060915615059863985117552734926204925136120363527545427989230572586943523087380770816165414453108792134835084945411948565244996412670978474901968988030662678698160638846144543729927066870305637370920606864452881813409766",
"m": {
"image_0": "8173050292560914576123867757009738673459894344049897778387459633611965401034402360183723331539604193776178552810622610871494817870782111117866287817004285523428426211538843750764",
"image_1": "1202963275979616983004617624350705963532340227831854484787052474330068189902714054000680345501014916476046614338434040222243668863406243246869294101648243208997412183511029921394",
"age": "3609225825262335144256887531095192858426858642359137616851439964839105705361133452050300175169910603726308969535911997882782785883039759791452606125564495793924130896020990515451",
"master_secret": "9475557725449206199662673426797616974111822294437553705432297576580761378794020286265397977276671815631625319478942503091685616256439529863715693627828150567595728354900219373673"
},
"m2": "353308278673176856132374377270900693087887270967199557903649049812811575249993485914823517704919078642863600771120137624217934425776646467956337720263457507646820549072906689969162200228165978493126402343455105163050423807219651839170236447041817983082187863714908607408726245097265790309753850758090498042865530529161627516098684132986277448506982377491843971984447306642271749271228743901251859699267699973292435324780049765370519726654633376163320736819183040923575666303647584818365536952006613552131003734470015650070151003799001016179322579115433385815815669473577948883928012531120156084458357961595512905916111449884718165974096250121674670572691178206302090370362496817447551263775486238389079981458830810733779404356591164"
},
"ge_proofs": []
},
"non_revoc_proof": null
},
{
"primary_proof": {
"eq_proof": {
"revealed_attrs": {},
"a_prime": "1533820930575653367553375129909074636115637435432939584968978126618744790764570421649489573043589900771300806400664110203166524066191921204660155315474663314123563547096776662528004814872758691375044242309938665652836733255510159329811727809713062675672875296683332642563061186150768147761328472363823265558381832270032985896211117190017360505897999452680545278902801194037675697431202589824815651359735418833705357323292856826785014454069790310475717973005352741158022331835576542763806842649427193333361461198289621234103069499001348758742081422625795486841127895442301390229840838867831713590342241973788102311871",
"e": "68730728472270485209426491119292211099710184274313809790480994766130973372725780111552210118988391597428067945479886882300793269502575552",
"v": "506476039133778909166007985944525945017088006703405420953851351110470600211543638306678680970794275186354586497802182596495253577125411038942354128085589025994736337469371325648338361182744339630398423171411184681427061328132023242600401250377552061542464662420858376207924162596090928887760652601902445371500778378061821336881217713633041878518139888942975671221155525570415704573298266321596370888509306180180463004811224773021361270907572006989585983519550225078958893776048179589240477480419763266238831110170721068455471928592447623447496941130088585745400621481697959918806074580466873896744980171431391043834531115334793788406041658796741710197463215864762663844780747587060495189508978014871229586113636954766353132232658957062303982560966086162740544647197373792535690342829924874172773305419424526062965754909002001351868010475963882336224704142991039658167433596263046354167810273001482264167049876189863142927",
"m": {
"age": "9602036491031404342438532508584889611294920540216409415682064675962381761656997260005308432585031419726455209356839093815174049670307108796858551339758742772929671690751567447349",
"image_1": "7732161778574372568961420667808975023940454182434060113431303874652354525904975437648941912530987032874732904808174125312776317174541365519215571737584036880079556248841121925791",
"image_0": "11201253426884730845805612214880833356522289153432164250965261869734175127780890208408232113988205182649536104056432501547834606296027563623495721914334007989072052636946154954081",
"name": "13163422870250665730853433895325580559205194035290041037201095970893926117446637098390576518710474901072973052711580688552836818235005653716280412744482761029204923023683749739813",
"master_secret": "9475557725449206199662673426797616974111822294437553705432297576580761378794020286265397977276671815631625319478942503091685616256439529863715693627828150567595728354900219373673"
},
"m2": "681673695374605409484012779236543525133002715441272342114397462183155015408894567055815819800727612980968901660891787219908913065916335040582044131054154821729314583730208208497070541013200602630912373175135595058824757604966334436923506623565359342237336325656349454861346349578983019613989302420787725034648776283853308220714515814930072736671928842578322415737397490805321721038535615428463466553349867795111147776240585848367331574326966885500134561456383696507688515244422066264370505365035862227178066465626539480555022040532570377210424215441227327230041715529931695431470464505870322734965253546323464471159734624153313205197459541359434479242520397535434419896051010750675517427000830445621639920437713305176176179629152601"
},
"ge_proofs": [
{
"u": {
"0": "8552750589993918424789762694682567592018397547393513190979651773477199337606923216201862215735602467113834139880300451157479131456442465182762683359064915982810922539301902431178",
"1": "4779569970368628023198512308770960103248910487759605136743961958534337355503222097717554300175704406139917836030007777701955778013074971269427869861022433940053131833792263812204",
"2": "3730848771289191042706505540805743449497170943711600907526955637771914585096917693851515184082268937409424867684230025932546605416685658673480130844044843889596662328915905085501",
"3": "10818086458179512638283148611565066515033666511778408597643646844829034042620798387970564964699343156977908578636550519296147804584726226998045819475545269516140552290720689289334"
},
"r": {
"0": "1181059179401960645763596108105050008687088671040886128682203790635348924445297864101299080795312219076253679952655070293632849146652613502825183526603747225309875308016919383357133286933031060877635359559082303198649833433809539960474435548639160773558539243726733094964616609878423434678081833840288530445171452947401269690532908396206982106344312011856451773632905326984897833246135002246414195366849094347648554822324825414824858825058092215701317104770478197619733979309856747145948155612279747899636128098324488569508299717744132682038116601077106089044980894276150418850240042568544550519819131580563550423086483073429326992636440793573429110617979379865362593357648733367793729416135052656317481540932627138147",
"1": "1605846018933262128235424481451088539795738818740429979160224892876822572960628736880521035651357858396800869079075985658741818114226572287287646520913331690914332964656733171579198758296764065541065474063103144889543907137975361127303776537200287491213420350074223190483544426148207313558074718954426253080725528650090712700906344224768184495796278838604557530901533004861801069110222386292015680277443337951194592738400661074827638735771779264181349830078352269134301073662102426437368079670677462003245832799893714121322727507488131665519918720581177212550028289571641218453788200076870253623279522497003291779199796889234476679765213934017126210773108711628694016662948925053856627626567907218777411306565583821137",
"2": "452409719774433248287407828611503256906070895411835415986525586043655416817584666344194439648809458980691645614415665682881393927471688994120088174053900923171024482721803587089273355872424315469145445921569903241997817340170640046488441103383116013070531041325597975981637034059723714690216476942722462731594288541659224540380304056947762666663668023710204700729891223032826150863299815574624372601646853766647948734399133041974050339849877628426017289172295241445132012567688722081210809313774708936847567995709445779340525245870525462947997017781871864039097187311761620080679020309499822036416991517210117808252602441153781547018206950798913939041980297013160253829958338446238679444343074278720101938301894839748",
"3": "889981832464339587810584035003295788763567327936201020527089227699010413772801445934405327665568864320937063317455982148211135761207208940574709198929432936692315577008890427414851518216456128304314177068420811338127108109861922006273715985970693768828940348865395185428760207426843863594810898939602512345129689025145989426198192430134488172499452833343251114577695871166986481200814105205207063947593306899192254186870215373138093891246031591511605866050347672484059235349060564979553665888629882291335080907549403599117629232760087175953055148719596680699567287107111391910179156328972953841040518894676924411598476288212774098996538589156002265796725937115155863701727881200316840819354029667220290148306329437066",
"DELTA": "742898916619200544621002841261173951675170905253771445228896405520157294467590109730891216338783223119426726001798587625898531685952408418651444565275560578220688260201954516414488983779731431822191725768286111898287118725088609692176209548416805359055689036451167141837746090216414782297813487374254807610207038710421892479821489447808961484530756910994011496504013152131924681256115242238916934864252637467028618138818897549328196568528717283330957817564457513024170075581845808595161802202564613633812598088763744482791528840052322064940873647052650983304499836861699279051729574181272292464800799265221779265153559117521716906119201774239009670721664215256415697960120733827978241430048086769907387429557732836530"
},
"mj": "9602036491031404342438532508584889611294920540216409415682064675962381761656997260005308432585031419726455209356839093815174049670307108796858551339758742772929671690751567447349",
"alpha": "6559552840071585439710576150717229599878803638655803967402007529210382235680000502188190415949466522223122449458351151787401308879545961028292728642988377428421192054069450822581693038749312119324875939833711603760343771887061785075656206552382665684265182779327709769793382691739365685886415842499425923220452613717474179449941586860300667746894636327811731553913492432814105516015754362195562921414419983387692497977329144958791420282777163251028302581442627943277179808402792305524069731496527692346709535233544265321284124184655093791484907225359654808733607678694895389197167214643051789112095548892532474074695683622606144351895437204965445925115942497305949328950805952078239421995036945981747879648034081590449850346252964291508940797952543192633835424430748583673239236456648350734297295048532831067385589602453123975599360937909",
"t": {
"0": "37934521727217398206623065584733775561586615835823452373102875602395717490060760386373198411324877860364904240299937758491961946703693125434689921041526558872274272349326393165874033592436489756992725248051744893120134216950521728783116383429985485316635466721244892705384984151484646755513422167818972731497199488364279535934182796728780918000851876439511426260293827851962467250932549073351989743074249014874697056795987763734713134888185179196599312482483960856841648528724617038122116876404474024031628415333126208008359270468436190226846727288309038368404885813920301000976362820422804466691860691925096712310917",
"1": "64427180944385181787870872554528968150388675515351295640856826431754072341759413300822325138527005837248190545440164285842505098633007935309410916277273942719744198472420675030977111901156852198760568432087458795302344110764908691915645871435536094353780389762789054535189618828920450006134036979837462953350033308944300721729902239383739066096897319336157428248874416206591270307553349140801480339268115063532520515623900386740088611368019825413869436240656346776243458130757290321227868553385853960526456256901755343685888983756324350242974942524564012942819882399202444597815710085567904902640862876756548708068207",
"2": "42269371500135387531184835448547174949100568333243734801692687487936837584484615727914728627863513020740104120121952514642727541085254069084198965035969209941984983192466844569005779039705408769456033873682995027761185143398763129085137621497881029131488457979633955397726022767692417934442294908260698997892297233207271791535063629019357013366173866134151774857708904454594520288117511324384777320787163005039480595534588777232725470017922201913811054003578495897387985129178831667355578776095369829821434630811873504641321117904544614086426835720482745886444204314848113522597350228835436305728101636470784936587964",
"3": "79762452755745781202451234220780409278957135469289018741123438895819760731092166979840399896232784294570864714919488123947165669216611166399758049681955251170784643563882264100987340872930627167656566593147370768457528255490503316447358905166368239569567084625623801622347437404319604729980208032162273444313149568423180112884349239255579552496282055903164138951004412569793542004884740601453911492764719184979199724773380146613412706690367708338138166007782348968872377052692023928142285942722672546490790463818551502495561409380765431359651064514768742531605491050674434041957206619636642049242251514259783708085382",
"DELTA": "33695048733672538494834612956050601463786010078334414649702179848710149113059467741473375229734642866327496835160055319952544040309911667306927018046219791361400258112158945630106487794883898563205659671537152948481506247932514561328630139374250025680005397346439208568157939023886671251410069609534615272445993565754133845409474782231108314655723104913210348039610526869583394166302813256781271999913327661439178430074469838701774198661530477854969540322268290117512066586321292021915756350991211979661062560242907528390702675391157756123090835356867311571773257263943368197049009156377355593043187362844718120467553"
},
"predicate": {
"attr_name": "age",
"p_type": "GE",
"value": 50
}
}
]
},
"non_revoc_proof": null
}
],
"aggregated_proof": {
"c_hash": "41542125904382235540347762915738768496452592788051909707570822828530207061969",
"c_list": [
[
150,
95,
242,
129,
234,
240,
250,
117,
108,
69,
29,
168,
213,
111,
94,
129,
231,
41,
229,
66,
192,
130,
40,
230,
108,
51,
238,
18,
196,
91,
220,
189,
67,
32,
172,
25,
40,
73,
243,
19,
188,
219,
129,
164,
170,
254,
48,
213,
250,
8,
222,
236,
17,
66,
135,
76,
70,
225,
79,
103,
120,
93,
53,
229,
152,
236,
57,
151,
187,
34,
39,
164,
86,
108,
108,
16,
28,
7,
163,
16,
6,
92,
109,
25,
62,
67,
214,
215,
115,
50,
176,
98,
51,
57,
32,
222,
248,
220,
213,
10,
203,
8,
115,
226,
118,
91,
94,
229,
233,
245,
130,
220,
79,
177,
35,
69,
229,
194,
41,
0,
64,
77,
193,
20,
196,
147,
28,
171,
203,
33,
112,
155,
185,
18,
161,
27,
221,
255,
235,
99,
149,
251,
254,
191,
183,
161,
42,
227,
117,
85,
214,
252,
119,
239,
76,
11,
43,
69,
184,
33,
40,
70,
57,
231,
43,
107,
74,
132,
13,
170,
92,
145,
13,
188,
69,
140,
234,
80,
139,
234,
152,
128,
50,
187,
29,
191,
248,
112,
148,
45,
13,
106,
221,
238,
12,
240,
198,
247,
230,
108,
78,
22,
144,
182,
130,
244,
139,
127,
134,
235,
134,
245,
250,
48,
92,
13,
84,
40,
163,
89,
223,
174,
47,
147,
232,
236,
170,
86,
130,
108,
235,
221,
222,
40,
84,
135,
92,
173,
124,
10,
104,
52,
196,
71,
159,
100,
161,
148,
243,
125,
66,
88,
4,
188,
154,
69
],
[
12,
38,
115,
166,
187,
199,
64,
112,
97,
140,
55,
204,
41,
82,
21,
90,
58,
92,
105,
226,
89,
175,
67,
63,
57,
171,
86,
206,
178,
56,
164,
3,
65,
241,
154,
245,
0,
120,
73,
83,
23,
229,
74,
105,
71,
180,
33,
20,
210,
187,
161,
152,
115,
187,
166,
196,
192,
217,
252,
25,
110,
55,
71,
253,
58,
241,
149,
194,
238,
214,
225,
16,
14,
63,
171,
229,
231,
104,
71,
160,
94,
135,
47,
87,
229,
41,
226,
107,
32,
164,
255,
205,
41,
87,
123,
237,
174,
215,
239,
189,
10,
216,
144,
116,
213,
36,
135,
73,
129,
63,
192,
102,
187,
22,
112,
98,
143,
56,
133,
62,
32,
65,
121,
151,
50,
115,
45,
8,
90,
45,
64,
80,
161,
222,
126,
125,
78,
188,
11,
224,
44,
190,
28,
253,
162,
147,
185,
250,
60,
235,
150,
7,
170,
67,
218,
212,
49,
109,
190,
79,
128,
204,
81,
185,
34,
48,
150,
120,
149,
83,
41,
37,
114,
215,
70,
224,
29,
104,
224,
231,
173,
214,
7,
230,
57,
14,
226,
77,
40,
196,
64,
108,
7,
188,
107,
33,
46,
139,
41,
242,
63,
8,
53,
5,
95,
189,
234,
100,
191,
249,
44,
178,
172,
229,
144,
90,
223,
141,
8,
149,
141,
200,
21,
214,
239,
25,
87,
193,
146,
175,
69,
228,
246,
163,
127,
245,
134,
145,
181,
166,
226,
152,
158,
163,
180,
96,
103,
146,
83,
154,
203,
134,
202,
35,
63,
191
],
[
1,
44,
127,
209,
215,
21,
71,
97,
69,
101,
253,
80,
70,
173,
142,
79,
128,
111,
250,
210,
235,
98,
92,
55,
158,
66,
143,
2,
203,
211,
128,
85,
151,
138,
80,
84,
228,
151,
12,
243,
190,
91,
140,
9,
8,
217,
50,
9,
83,
121,
123,
242,
247,
176,
29,
239,
11,
155,
204,
3,
116,
248,
255,
113,
118,
120,
234,
181,
94,
49,
6,
123,
184,
18,
186,
202,
237,
231,
230,
64,
234,
109,
147,
194,
66,
129,
85,
118,
91,
26,
8,
126,
127,
241,
168,
85,
12,
3,
82,
203,
1,
60,
23,
45,
146,
81,
52,
71,
0,
31,
142,
137,
172,
252,
177,
33,
74,
146,
73,
157,
143,
27,
25,
19,
132,
50,
199,
99,
202,
146,
83,
251,
132,
238,
133,
26,
208,
24,
234,
212,
241,
137,
66,
91,
26,
128,
68,
110,
2,
203,
239,
19,
177,
237,
90,
220,
172,
127,
70,
167,
14,
230,
158,
242,
38,
222,
102,
123,
230,
222,
112,
255,
213,
153,
68,
145,
161,
79,
203,
63,
135,
163,
221,
48,
31,
172,
247,
196,
197,
154,
135,
103,
122,
199,
248,
209,
191,
245,
187,
231,
27,
209,
79,
161,
46,
157,
78,
116,
20,
140,
251,
144,
238,
123,
30,
188,
206,
39,
98,
12,
139,
242,
106,
127,
116,
179,
150,
20,
59,
22,
137,
133,
24,
168,
36,
138,
88,
163,
12,
168,
225,
220,
151,
216,
75,
25,
64,
113,
117,
230,
218,
111,
121,
16,
135,
16,
133
],
[
1,
254,
92,
144,
151,
189,
192,
221,
78,
184,
106,
37,
228,
100,
29,
2,
193,
18,
25,
4,
213,
28,
134,
76,
184,
159,
93,
18,
66,
133,
43,
190,
64,
50,
246,
179,
183,
195,
0,
15,
177,
165,
10,
92,
228,
152,
150,
131,
251,
208,
146,
89,
137,
32,
106,
20,
149,
60,
234,
132,
240,
129,
165,
10,
174,
147,
126,
214,
130,
250,
219,
1,
116,
201,
46,
164,
217,
2,
143,
119,
81,
55,
1,
127,
170,
234,
170,
42,
75,
131,
66,
79,
26,
162,
33,
78,
63,
17,
125,
239,
63,
12,
31,
211,
115,
184,
46,
109,
241,
30,
26,
239,
69,
141,
210,
194,
173,
49,
252,
66,
46,
49,
81,
117,
38,
206,
190,
49,
154,
90,
55,
61,
117,
104,
216,
31,
6,
15,
30,
33,
198,
84,
14,
18,
52,
185,
103,
88,
28,
58,
199,
70,
226,
164,
182,
232,
253,
165,
174,
115,
83,
249,
140,
175,
177,
32,
213,
23,
186,
4,
212,
185,
106,
3,
96,
119,
169,
185,
137,
37,
113,
100,
40,
75,
181,
178,
89,
122,
58,
15,
168,
218,
141,
112,
105,
86,
201,
132,
232,
249,
118,
80,
199,
129,
206,
61,
42,
18,
184,
10,
111,
45,
218,
66,
154,
81,
230,
196,
203,
142,
3,
98,
114,
65,
81,
139,
8,
88,
109,
163,
32,
180,
106,
86,
55,
44,
206,
167,
10,
175,
94,
51,
129,
241,
232,
133,
135,
23,
143,
230,
7,
73,
104,
8,
245,
235,
111
],
[
1,
78,
214,
129,
242,
70,
187,
116,
188,
174,
37,
122,
175,
11,
175,
164,
12,
238,
145,
86,
125,
193,
111,
11,
92,
159,
75,
6,
1,
157,
180,
158,
164,
166,
73,
174,
186,
233,
142,
220,
10,
157,
10,
176,
135,
62,
162,
76,
138,
203,
37,
49,
205,
186,
208,
147,
113,
168,
84,
171,
186,
32,
107,
164,
8,
90,
223,
62,
192,
237,
208,
37,
209,
159,
182,
132,
228,
162,
127,
208,
242,
72,
242,
72,
252,
193,
213,
154,
137,
29,
220,
210,
51,
157,
19,
100,
17,
202,
80,
36,
179,
155,
23,
92,
63,
139,
34,
155,
206,
51,
81,
20,
177,
187,
212,
44,
242,
135,
252,
229,
91,
233,
147,
191,
161,
67,
143,
37,
139,
31,
170,
200,
135,
94,
237,
236,
33,
17,
185,
0,
8,
108,
225,
219,
86,
198,
16,
74,
66,
240,
92,
49,
222,
57,
156,
147,
158,
0,
98,
12,
217,
97,
243,
217,
119,
231,
30,
255,
172,
72,
192,
11,
63,
227,
120,
25,
168,
244,
160,
102,
130,
237,
247,
11,
254,
187,
191,
60,
86,
119,
253,
214,
189,
200,
94,
93,
128,
72,
197,
225,
158,
9,
141,
241,
11,
28,
144,
68,
39,
80,
248,
62,
29,
214,
149,
164,
212,
5,
157,
129,
193,
210,
2,
131,
10,
62,
17,
2,
174,
91,
173,
140,
39,
33,
135,
13,
222,
194,
46,
84,
157,
215,
88,
35,
205,
178,
255,
248,
141,
234,
66,
209,
143,
88,
131,
50,
188
],
[
2,
119,
215,
32,
30,
176,
212,
151,
32,
152,
57,
74,
25,
139,
243,
193,
167,
97,
143,
63,
9,
104,
218,
240,
226,
124,
64,
228,
101,
33,
74,
210,
21,
71,
191,
19,
149,
141,
53,
239,
67,
141,
148,
231,
42,
81,
158,
141,
35,
42,
9,
191,
80,
226,
27,
205,
206,
242,
108,
152,
204,
113,
110,
137,
170,
156,
68,
190,
181,
144,
128,
30,
209,
139,
63,
27,
200,
176,
120,
154,
37,
99,
10,
172,
236,
158,
127,
146,
119,
17,
137,
189,
25,
179,
95,
214,
6,
235,
104,
116,
242,
89,
111,
79,
9,
203,
106,
81,
72,
203,
199,
172,
204,
98,
194,
60,
28,
128,
252,
35,
208,
169,
232,
102,
207,
184,
86,
9,
216,
12,
216,
56,
106,
100,
156,
107,
226,
120,
209,
73,
190,
176,
174,
140,
222,
247,
138,
192,
230,
47,
177,
110,
30,
114,
210,
88,
248,
11,
36,
228,
236,
53,
22,
134,
16,
78,
130,
172,
181,
212,
139,
253,
174,
75,
5,
134,
172,
186,
5,
47,
115,
241,
84,
91,
74,
227,
92,
134,
54,
71,
190,
62,
223,
93,
179,
21,
238,
49,
175,
118,
121,
55,
237,
96,
174,
61,
210,
235,
211,
219,
199,
32,
249,
119,
136,
90,
122,
112,
123,
115,
15,
214,
6,
87,
196,
155,
238,
169,
178,
234,
219,
153,
10,
125,
243,
212,
39,
221,
243,
68,
95,
219,
186,
65,
100,
33,
198,
151,
209,
195,
18,
144,
124,
165,
124,
140,
134
],
[
1,
10,
234,
140,
31,
159,
218,
146,
109,
93,
14,
134,
160,
156,
236,
48,
137,
35,
194,
55,
180,
18,
133,
121,
47,
196,
194,
20,
221,
234,
129,
32,
1,
248,
216,
145,
58,
132,
56,
0,
152,
169,
20,
93,
96,
122,
90,
205,
226,
10,
162,
125,
198,
216,
159,
89,
121,
250,
234,
95,
192,
195,
71,
176,
171,
147,
83,
109,
209,
52,
106,
223,
85,
31,
69,
249,
118,
250,
110,
122,
216,
12,
94,
93,
83,
199,
235,
172,
235,
130,
203,
205,
27,
61,
126,
246,
180,
23,
189,
63,
120,
171,
231,
5,
255,
219,
63,
128,
3,
120,
178,
116,
79,
28,
208,
40,
115,
179,
53,
248,
234,
221,
67,
202,
204,
130,
50,
255,
225,
168,
167,
235,
64,
19,
177,
213,
16,
254,
200,
0,
236,
14,
5,
191,
63,
145,
198,
28,
84,
156,
216,
39,
86,
22,
184,
130,
35,
241,
185,
254,
161,
21,
86,
91,
24,
59,
204,
240,
190,
205,
146,
210,
135,
202,
13,
92,
127,
236,
114,
75,
176,
0,
115,
135,
216,
2,
23,
65,
113,
196,
151,
102,
143,
5,
255,
178,
222,
107,
166,
226,
251,
141,
106,
9,
148,
173,
102,
31,
108,
200,
44,
57,
65,
43,
37,
33,
251,
42,
255,
133,
186,
238,
194,
13,
79,
76,
199,
128,
196,
130,
101,
30,
37,
53,
68,
217,
37,
143,
19,
64,
52,
7,
153,
165,
196,
5,
174,
64,
24,
239,
198,
179,
216,
216,
30,
124,
97
]
]
}
},
"requested_proof": {
"revealed_attrs": {
"9328cb16-87ce-43ef-919b-5828fa78c5b3": {
"sub_proof_index": 0,
"raw": "John",
"encoded": "76355713903561865866741292988746191972523015098789458240077478826513114743258"
}
},
"self_attested_attrs": {},
"unrevealed_attrs": {},
"predicates": {
"fe00fb7e-7c81-4503-a08e-a165677582e0": {
"sub_proof_index": 1
}
}
},
"identifiers": [
{
"schema_id": "TL1EaPFCZ8Si5aUrqScBDt:2:Schema b8e0561e-ecec-4716-9348-144fead3899b:1.0",
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:147:default",
"rev_reg_id": null,
"timestamp": null
},
{
"schema_id": "TL1EaPFCZ8Si5aUrqScBDt:2:Schema b8e0561e-ecec-4716-9348-144fead3899b:1.0",
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:147:default",
"rev_reg_id": null,
"timestamp": null
}
]
}
},
"proposal": {
"indy": {
"name": "abc",
"version": "1.0",
"nonce": "897121486743992994844143",
"requested_attributes": {
"9328cb16-87ce-43ef-919b-5828fa78c5b3": {
"name": "name",
"restrictions": [
{
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:147:default"
}
]
}
},
"requested_predicates": {
"fe00fb7e-7c81-4503-a08e-a165677582e0": {
"name": "age",
"p_type": ">=",
"p_value": 50,
"restrictions": [
{
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:147:default"
}
]
}
}
}
},
"request": {
"indy": {
"name": "abc",
"version": "1.0",
"nonce": "480899713111471099219873",
"requested_attributes": {
"9328cb16-87ce-43ef-919b-5828fa78c5b3": {
"name": "name",
"restrictions": [
{
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:147:default"
}
]
}
},
"requested_predicates": {
"fe00fb7e-7c81-4503-a08e-a165677582e0": {
"name": "age",
"p_type": ">=",
"p_value": 50,
"restrictions": [
{
"cred_def_id": "TL1EaPFCZ8Si5aUrqScBDt:3:CL:147:default"
}
]
}
}
}
}
} |
|
Managed to fix all tests except for the multiple proofs issue now 🎉 :) |
hyperledger/aries-askar#210 This PR should fix the mismatch issues. |
With the latest changes I managed to fix it by keeping the errorCode as the original, we just sometimes lose the error message -- for which we'd need hyperledger/aries-askar#210, but for now I think this is good enough |
Signed-off-by: Timo Glastra <timo@animo.id>
|
I've for now updated the failing test to expect two proofs and created a new issue in AnonCreds RS: hyperledger/anoncreds-rs#292 I don't want to hold up this PR (which focuses on Askar), and we can create a follow up PR if we need to make any changes |
Signed-off-by: Timo Glastra <timo@animo.id>
|
Getting random segmentation faults and jest worker process exists. Probably now appearing because we're stress testing Askar quite a lot by moving all tests to it. Really hard to debug |
|
I think we should not include this in 0.5.0. Although it doesn't change anything about the support for Askar (it even improves it with some concurrency fixes!!) I can't get the tests to succeed and there's all kinds of weird errors happening with Askar. Therefore I propose we move this PR to 0.6.0 until someone has time to dig into where all the errors are coming from. I've created #1691 to update the shared components and also Askar library as was done in this PR |
Signed-off-by: Timo Glastra <timo@animo.id>
Signed-off-by: Timo Glastra <timo@animo.id>
Signed-off-by: Timo Glastra <timo@animo.id>
Signed-off-by: Timo Glastra <timo@animo.id>
Signed-off-by: Timo Glastra <timo@animo.id>
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment
Add this suggestion to a batch that can be applied as a single commit.
This suggestion is invalid because no changes were made to the code.
Suggestions cannot be applied while the pull request is closed.
Suggestions cannot be applied while viewing a subset of changes.
Only one suggestion per line can be applied in a batch.
Add this suggestion to a batch that can be applied as a single commit.
Applying suggestions on deleted lines is not supported.
You must change the existing code in this line in order to create a valid suggestion.
Outdated suggestions cannot be applied.
This suggestion has been applied or marked resolved.
Suggestions cannot be applied from pending reviews.
Suggestions cannot be applied on multi-line comments.
Suggestions cannot be applied while the pull request is queued to merge.
Suggestion cannot be applied right now. Please check back later.
Still WIP.
Removes the indy-sdk package and updates all code to now use only the new shared components. Still some work to do related to removing the usage of indy-sdk and making sure all tests work. But this is an initial step.