From 26c52be69da08ae839d3db22cc80cdd1a244828d Mon Sep 17 00:00:00 2001 From: github-actions-bot Date: Fri, 10 May 2024 16:04:59 +0000 Subject: [PATCH] Updates --- 404.html | 2 +- .../B165XQj6t8IcaRgcwqoa2/_buildManifest.js | 1 - _next/static/chunks/nextra-data-en-US.json | 2 +- .../pages/getting-started-75141df04155e481.js | 1 + .../pages/getting-started-80d0501ae569b32c.js | 1 - ...> browser-integration-5d1bc8d5c0ca5068.js} | 2 +- .../endpoints-10a1f4135c236c25.js | 1 + .../endpoints-67b397568bcedf97.js | 1 - .../how-to-build-2963bc03d0a030ea.js | 1 + .../how-to-build-e96e2b118181a24a.js | 1 - .../integration-tests-64299d906393240a.js | 1 - .../integration-tests-fac8bfcbaf2515dd.js | 1 + .../operations-19aeff4c66afe7ae.js | 1 + .../operations-48b4566df160d5b4.js | 1 - .../smart-contract-intro-3da4cee90deb5311.js | 1 + .../smart-contract-intro-7b6c7f20e851a4ae.js | 1 - .../unit-tests-00851620f008b3cc.js | 1 - .../unit-tests-770b465afcbfc222.js | 1 + ...dc4fa39b5.js => index-c73b059729de22b0.js} | 2 +- .../pages/introduction-fb652e9d6c964fca.js | 1 - .../pages/introduction-fbe0ebb32ca6724b.js | 1 + .../pages/more-tutorials-4114a1f9b872f501.js | 1 - .../pages/more-tutorials-e90f00b011ac44e8.js | 1 + .../oVS8_abertOYK8lnd75U0/_buildManifest.js | 1 + .../_ssgManifest.js | 0 getting-started.html | 4 +- getting-started/browser-integration.html | 4 +- getting-started/endpoints.html | 54 +++++--- getting-started/how-to-build.html | 6 +- getting-started/integration-tests.html | 42 ++++--- getting-started/operations.html | 119 ++++++------------ getting-started/smart-contract-intro.html | 9 +- getting-started/unit-tests.html | 46 +++---- index.html | 2 +- introduction.html | 8 +- more-tutorials.html | 4 +- 36 files changed, 153 insertions(+), 173 deletions(-) delete mode 100644 _next/static/B165XQj6t8IcaRgcwqoa2/_buildManifest.js create mode 100644 _next/static/chunks/pages/getting-started-75141df04155e481.js delete mode 100644 _next/static/chunks/pages/getting-started-80d0501ae569b32c.js rename _next/static/chunks/pages/getting-started/{browser-integration-ad35011a750115b9.js => browser-integration-5d1bc8d5c0ca5068.js} (89%) create mode 100644 _next/static/chunks/pages/getting-started/endpoints-10a1f4135c236c25.js delete mode 100644 _next/static/chunks/pages/getting-started/endpoints-67b397568bcedf97.js create mode 100644 _next/static/chunks/pages/getting-started/how-to-build-2963bc03d0a030ea.js delete mode 100644 _next/static/chunks/pages/getting-started/how-to-build-e96e2b118181a24a.js delete mode 100644 _next/static/chunks/pages/getting-started/integration-tests-64299d906393240a.js create mode 100644 _next/static/chunks/pages/getting-started/integration-tests-fac8bfcbaf2515dd.js create mode 100644 _next/static/chunks/pages/getting-started/operations-19aeff4c66afe7ae.js delete mode 100644 _next/static/chunks/pages/getting-started/operations-48b4566df160d5b4.js create mode 100644 _next/static/chunks/pages/getting-started/smart-contract-intro-3da4cee90deb5311.js delete mode 100644 _next/static/chunks/pages/getting-started/smart-contract-intro-7b6c7f20e851a4ae.js delete mode 100644 _next/static/chunks/pages/getting-started/unit-tests-00851620f008b3cc.js create mode 100644 _next/static/chunks/pages/getting-started/unit-tests-770b465afcbfc222.js rename _next/static/chunks/pages/{index-7f25be4dc4fa39b5.js => index-c73b059729de22b0.js} (99%) delete mode 100644 _next/static/chunks/pages/introduction-fb652e9d6c964fca.js create mode 100644 _next/static/chunks/pages/introduction-fbe0ebb32ca6724b.js delete mode 100644 _next/static/chunks/pages/more-tutorials-4114a1f9b872f501.js create mode 100644 _next/static/chunks/pages/more-tutorials-e90f00b011ac44e8.js create mode 100644 _next/static/oVS8_abertOYK8lnd75U0/_buildManifest.js rename _next/static/{B165XQj6t8IcaRgcwqoa2 => oVS8_abertOYK8lnd75U0}/_ssgManifest.js (100%) diff --git a/404.html b/404.html index 797ad58..a8d4cd6 100644 --- a/404.html +++ b/404.html @@ -1 +1 @@ -404: This page could not be found

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Hope you enjoyed it 💙\nHave questions? Ask them at Cardano StackExchange."}},"/getting-started/how-to-build":{"title":"How to build Atlas?","data":{"":"We currently support GHC version 9.2.8 and compilation is tested with cabal version 3.10.2.0.Besides basic Haskell tooling (GHC and cabal), since we depend upon libraries used in cardano-node, one would need to have additional dependencies as described in this guide related to building node from source. When referring to that guide, for our purposes, section on \"Installing the Haskell environment\" and sections following (& including) \"Downloading the source code for cardano-node\" are irrelevant.Additionally one would need libpq-dev or postgresql installed in their environment otherwise an error suggesting missing pg_config can occur.We build Atlas in our Github CI using environment described here which one can also refer if they encounter a build failure.To verify if environment is configured properly, one can clone Atlas repository from here and run cabal build all to see if build is successful.","building-with-nix#Building with Nix":"Alternatively, we provide a nix shell with all dependencies baked in. Please refer to this guide on how to configure nix and later one can enter development shell via nix develop."}},"/getting-started/endpoints":{"title":"Creating Endpoints","data":{"":"Now that we are confident with our smart contract, it's time that we make it accessible to end user.The approach here would be\nFront-end asks to construct transaction body for the concerned operation.\nIt then receives this transaction body, which is complete besides missing for signature for spending inputs belonging to browser wallet. It calls wallet api's signTx method upon this body to get this signature (key witness).\nFrontend now passes this unsigned transaction body along with the witness it received to our backend endpoint which will add this witness to the transaction body, making it complete and would then submit it.\nWe'll use Servant to create our endpoints and one may understand it by following their easy to understand tutorial here.\nDo note that we can also sign the transactions in server using the signTx function defined in TxBody.hs","providing-data-provider#Providing Data Provider":"","defining-provider-configuration#Defining Provider Configuration":"As noted earlier, building transaction bodies require gathering suitable information from the blockchain. For this purpose, we'll require a provider. Atlas is unopinionated and allows user to plug in provider of their choice, including a locally hosted one.Currently Atlas supports the following providers (& it would be highly appreciated if community enriches this by contributing to Atlas):\nMaestro.\nLocally ran node.\nCardano DB Sync (but only for private network tests).\nTo provide information about the provider, we will create a config.json file whose contents could be as follows:\nWe have given a sample config.json file here.\n{\n \"coreProvider\": { \"maestroToken\": \"\" },\n \"networkId\": \"testnet-preprod\",\n \"logging\": [{ \"type\": { \"tag\": \"stderr\" }, \"severity\": \"Debug\", \"verbosity\": \"V2\" }],\n \"utxoCacheEnable\": false\n}\n{\n \"coreProvider\": { \"socketPath\": \"\", \"maestroToken\": \"\" },\n \"networkId\": \"testnet-preprod\",\n \"logging\": [{ \"type\": { \"tag\": \"stderr\" }, \"severity\": \"Debug\", \"verbosity\": \"V2\" }],\n \"utxoCacheEnable\": false\n}\nHere is the explaination for each of the JSON keys above:\ncoreProvider: This field is the differentiating factor between different providers. Above we have given how it would look like for locally ran node & Maestro. Note that local node option still requires Maestro key for lookupDatum query.\nnetworkId: Specifies your network and must be one of mainnet, testnet-preprod, testnet-preview, testnet (for legacy testnet) & privnet (for local private network).\nlogging: It's a list of scribes to register. Its parameters (like severity, verbosity) and its general usage can be understood by going over their official haddock documentation here. Katip is also explained in this book on web development in Haskell.\nutxoCacheEnable: Enabling this boolean will enable cache (using Data.Cache) whereby queries related to fetching UTxOs won't generate call to provider if the entry exists in cache (& has not yet expired).","parsing-given-configuration#Parsing Given Configuration":"The file server-main.hs fires up our server. It reads & parses the configuration file and using it makes our endpoints (which we will define shortly) available. Here is its entire code.\n-- | Getting path for our core configuration.\nparseArgs :: IO FilePath\nparseArgs = do\n args <- getArgs\n case args of\n coreCfg: _ -> return coreCfg\n _invalidArgument -> fail \"Error: wrong arguments, needed a path to the CoreConfig JSON configuration file\\n\"\nmain :: IO ()\nmain = do\n putStrLn \"Writing Swagger file ...\"\n BL8.writeFile \"swagger-api.json\" (encodePretty apiSwagger)\n putStrLn \"parsing Config ...\"\n coreCfgPath <- parseArgs\n coreCfg <- coreConfigIO coreCfgPath -- Parsing our core configuration.\n putStrLn \"Loading Providers ...\"\n withCfgProviders coreCfg \"api-server\" $ \\providers -> do\n let port = 8081\n ctx = Ctx coreCfg providers\n putStrLn $ \"Starting server at \\n \" <> \"http://localhost:\" <> show port\n run port $ app ctx\napp :: Ctx -> Application\napp ctx = cors (const $ Just simpleCorsResourcePolicy { corsRequestHeaders = [HttpTypes.hContentType] }) $ serve appApi $ hoistServer appApi (Handler . ExceptT . try) $ apiServer ctx\nFocussing on the highlighted lines, you can see that it first reads the path to the configuration file (you would for instance run this file like so cabal run betref-server -- config.json) in line coreCfgPath <- parseArgs{:haskell}, then it parses this file coreCfg <- coreConfigIO coreCfgPath{:haskell}.We then see the use of an interesting function withCfgProviders. It's type is withCfgProviders :: GYCoreConfig -> GYLogNamespace -> (GYProviders -> IO a) -> IO a{:haskell}, thus, this function first takes our parsed configuration file, then a namespace, finally followed by a continuation GYProviders -> IO a. Idea here is that this function will setup a GYProviders from the parsed configuration file and send it to this continuation to obtain its result.","defining-endpoints#Defining Endpoints":"","shared-context#Shared Context":"Entire code for it is available here\nOur endpoints would need an information for our provider, thus we have created the type for it, called Ctx. It's usage is made clear by function defined next, runQuery which in essence correspond to ctxRunC we saw in section on Integration Tests. Reasoning for runTxI & runTxF follows similarly.Note about our handling of collateral: Browser wallets usually have the option to set for collateral, in such a case wallets would create an UTxO specifically to be used as collateral and such an UTxO will be reserved, i.e., wallet won't be spending it. CIP 40 changed the properties related to collateral and therefore we can safely take even that UTxO as collateral which has large amounts of ada and it could also contain multiple assets. Therefore if there is no collateral set by browser wallet, framework is capable of choosing suitable UTxO as collateral (and also sets for return collateral & total collateral fields appropriately) and in that case it is also free to spend it, if required by transaction builder. But if however there is a 5-ada collateral set by wallet, then framework would use it as collateral and would also reserve it, i.e., it won't pick to spend it unless explicitly mentioned by transaction skeleton. Also note that, we'll use browser wallet's getCollateral() method to get for collateral. This method usually returns a list of ada-only UTxOs in wallet within a specific range (like in case of Nami, it is those with ada less than or equal to 50). We would send first element of this list (if exists) to backend and framework would check if the value contained in this UTxO is exactly 5 ada or not (like Nami's getCollateral method returns only a singleton list if collateral is set in wallet), if not, framework would ignore this (i.e., would not reserve for it) and would itself pick suitable UTxO as collateral. If however you want this to be reserved (& of course used as collateral) regardless of it's value, see the comment in call to runGYTxMonadNodeF in runTxF function.\n-- | Our Context.\ndata Ctx = Ctx\n { ctxCoreCfg :: !GYCoreConfig\n , ctxProviders :: !GYProviders\n }\n-- | To run for simple queries, the one which don't requiring building for transaction skeleton.\nrunQuery :: Ctx -> GYTxQueryMonadNode a -> IO a\nrunQuery ctx q = do\n let nid = cfgNetworkId $ ctxCoreCfg ctx\n providers = ctxProviders ctx\n runGYTxQueryMonadNode nid providers q\n-- | Wraps our skeleton under `Identity` and calls `runTxF`.\nrunTxI :: Ctx\n -> [GYAddress] -- ^ User's used addresses.\n -> GYAddress -- ^ User's change address.\n -> Maybe GYTxOutRefCbor -- ^ Browser wallet's reserved collateral (if set).\n -> GYTxMonadNode (GYTxSkeleton v)\n -> IO GYTxBody\nrunTxI = coerce (runTxF @Identity)\n-- | Tries to build for given skeletons wrapped under traversable structure.\nrunTxF :: Traversable t\n => Ctx\n -> [GYAddress] -- ^ User's used addresses.\n -> GYAddress -- ^ User's change address.\n -> Maybe GYTxOutRefCbor -- ^ Browser wallet's reserved collateral (if set).\n -> GYTxMonadNode (t (GYTxSkeleton v))\n -> IO (t GYTxBody)\nrunTxF ctx addrs addr collateral skeleton = do\n let nid = cfgNetworkId $ ctxCoreCfg ctx\n providers = ctxProviders ctx\n runGYTxMonadNodeF GYRandomImproveMultiAsset nid providers addrs addr\n (collateral >>=\n (\\c -> Just (getTxOutRefHex c,\n True -- Make this as `False` to not do 5-ada-only check for value in this given UTxO to be used as collateral.\n )\n )\n ) skeleton","submit-endpoint#Submit Endpoint":"Entire code for it is available here\nWe'll soon see endpoints which will return for unsigned transaction to the browser but assuming that we already have a unsigned transaction CBOR & the missing signature, let's see how we can define an endpoint which will add this missing key witness to the transaction body and would then submit it using our provider.Input to this endpoint is a type AddWitAndSubmitParams encapsulating our unsigned transaction body & missing key witness.Then we have our function handleAddWitAndSubmitTx which adds the witness to the transaction making it complete and then it submits it. The response generated here is of type SubmitTxResponse and you can modify the same to include other fields if required.\n-- | Return type of API when submitting a transaction.\ndata SubmitTxResponse = SubmitTxResponse\n { submitTxFee :: !Integer\n , submitTxId :: !GYTxId\n } deriving (Show, Generic, ToJSON, Swagger.ToSchema)\n-- | Input parameters to add for reference script.\ndata AddWitAndSubmitParams = AddWitAndSubmitParams\n { awasTxUnsigned :: !GYTx\n , awasTxWit :: !GYTxWitness\n } deriving (Generic, FromJSON, Swagger.ToSchema)\n-- | Construct `SubmitTxResponse` return type from the given signed transaction body.\ntxBodySubmitTxResponse :: GYTxBody -> SubmitTxResponse\ntxBodySubmitTxResponse txBody = SubmitTxResponse\n { submitTxFee = txBodyFee txBody\n , submitTxId = txBodyTxId txBody\n }\n-- | Type for our Servant API.\ntype TxAPI =\n \"add-wit-and-submit\"\n :> ReqBody '[JSON] AddWitAndSubmitParams\n :> Post '[JSON] SubmitTxResponse\n-- | Serving our API.\nhandleTx :: Ctx -> ServerT TxAPI IO\nhandleTx = handleAddWitAndSubmitTx\n-- | Handle for adding key witness to the unsigned transaction & then submit it.\nhandleAddWitAndSubmitTx :: Ctx -> AddWitAndSubmitParams -> IO SubmitTxResponse\nhandleAddWitAndSubmitTx ctx AddWitAndSubmitParams{..} = do\n let txBody = getTxBody awasTxUnsigned\n void $ gySubmitTx (ctxProviders ctx) $ makeSignedTransaction awasTxWit txBody\n return $ txBodySubmitTxResponse txBody","transaction-building-endpoints#Transaction Building Endpoints":"Entire code for it is available here\nAt this point, it should be easy to follow the code here. We first define the input type for our endpoint, we also derive its FromJSON instance so that we can parse it from JSON that our front-end will send for it and we also derive its Swagger.ToSchema instance so as to document our endpoint. Then our endpoint calls the relevant operation which we defined before to get transactoin skeleton, using which we obtain the transaction body with the help of functions such as runTxI and return the result (wrapped in our UnsignedTxResponse type).\nYou can see that all of our endpoints here ask for a list of used addresses, this makes them compatible with wallets that are not in single address mode (by default) such as Eternl.\n-- | Input wrapper around corresponding Plutus type.\ndata BetRefParams = BetRefParams\n { brpOracleAddress :: !GYAddress\n , brpBetUntil :: !GYTime\n , brpBetReveal :: !GYTime\n , brpBetStep :: !GYValue\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Convert the above `BetRefParams` with corresponding representation defined in our Plutus validator script.\nbetParamsToScript :: BetRefParams -> Script.BetRefParams\nbetParamsToScript brp = Script.BetRefParams\n { Script.brpOraclePkh = pubKeyHashToPlutus $ fromJust $ addressToPubKeyHash $ brpOracleAddress brp\n , Script.brpBetUntil = timeToPlutus $ brpBetUntil brp\n , Script.brpBetReveal = timeToPlutus $ brpBetReveal brp\n , Script.brpBetStep = valueToPlutus $ brpBetStep brp\n }\n-- | Input parameters for place bet operation.\ndata PlaceBetRefParams = PlaceBetRefParams\n { pbrUsedAddrs :: ![GYAddress]\n , pbrChangeAddr :: !GYAddress\n , pbrCollateral :: !(Maybe GYTxOutRefCbor)\n , pbrBetParams :: !BetRefParams\n , pbrBetGuess :: !Integer\n , pbrBetAmt :: !GYValue\n , pbrRefScript :: !GYTxOutRef\n , pbrPrevBetRef :: !(Maybe GYTxOutRef)\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Input parameters for take bets operation.\ndata TakeBetRefParams = TakeBetRefParams\n { tbrUsedAddrs :: ![GYAddress]\n , tbrChangeAddr :: !GYAddress\n , tbrCollateral :: !(Maybe GYTxOutRefCbor)\n , tbrBetParams :: !BetRefParams\n , tbrRefScript :: !GYTxOutRef\n , tbrPrevBetRef :: !GYTxOutRef\n , tbrOracleRefInputRef :: !GYTxOutRef\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Input parameters to add for reference script.\ndata AddRefScriptParams = AddRefScriptParams\n { arsUsedAddrs :: ![GYAddress]\n , arsChangeAddr :: !GYAddress\n , arsCollateral :: !(Maybe GYTxOutRefCbor)\n , arsPutAddress :: !GYAddress\n , arsBetParams :: !BetRefParams\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Input parameters to add for reference input.\ndata AddRefInputParams = AddRefInputParams\n { ariUsedAddrs :: ![GYAddress]\n , ariChangeAddr :: !GYAddress\n , ariCollateral :: !(Maybe GYTxOutRefCbor)\n , ariPutAddress :: !GYAddress\n , ariBetAnswer :: !Integer\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Return type for our API endpoints defined here.\ndata UnsignedTxResponse = UnsignedTxResponse\n { urspTxBodyHex :: !T.Text -- ^ Unsigned transaction cbor.\n , urspTxFee :: !(Maybe Integer) -- ^ Tx fees.\n , urspUtxoRef :: !(Maybe GYTxOutRef) -- ^ Some operations might need to show for relevant UTxO generated.\n } deriving (Show, Generic, FromJSON, ToJSON, Swagger.ToSchema)\n-- | Construct `UnsignedTxResponse` return type for our endpoint given the transaction body & relevant index for UTxO (if such exists).\nunSignedTxWithFee :: GYTxBody -> Maybe GYTxOutRef -> UnsignedTxResponse\nunSignedTxWithFee txBody mUtxoRef = UnsignedTxResponse\n { urspTxBodyHex = T.pack $ txToHex $ unsignedTx txBody\n , urspTxFee = Just $ txBodyFee txBody\n , urspUtxoRef = mUtxoRef\n }\n-- | Type for our Servant API.\ntype BetRefApi =\n \"place\"\n :> ReqBody '[JSON] PlaceBetRefParams\n :> Post '[JSON] UnsignedTxResponse\n :<|> \"take\"\n :> ReqBody '[JSON] TakeBetRefParams\n :> Post '[JSON] UnsignedTxResponse\n :<|> \"add-ref-script\"\n :> ReqBody '[JSON] AddRefScriptParams\n :> Post '[JSON] UnsignedTxResponse\n :<|> \"add-ref-input\"\n :> ReqBody '[JSON] AddRefInputParams\n :> Post '[JSON] UnsignedTxResponse\n-- | Serving our API.\nhandleBetRefApi :: Ctx -> ServerT BetRefApi IO\nhandleBetRefApi ctx = handlePlaceBet ctx\n :<|> handleTakeBet ctx\n :<|> handleAddRefScript ctx\n :<|> handleOracleRefInput ctx\n-- | Handle for place bet operation.\nhandlePlaceBet :: Ctx -> PlaceBetRefParams -> IO UnsignedTxResponse\nhandlePlaceBet ctx PlaceBetRefParams{..} = do\n let brp = betParamsToScript pbrBetParams\n validatorAddress <- runQuery ctx (betRefAddress brp)\n txBody <- runTxI ctx pbrUsedAddrs pbrChangeAddr pbrCollateral\n $ placeBet pbrRefScript (betParamsToScript pbrBetParams) (Script.OracleAnswerDatum pbrBetGuess) pbrBetAmt (head pbrUsedAddrs) pbrPrevBetRef\n placeUtxoRef <- case find (\\utxo -> utxoAddress utxo == validatorAddress) $ utxosToList $ txBodyUTxOs txBody of\n Nothing -> fail \"Shouldn't happen: No reference for placed bet in body\"\n Just utxo -> pure $ utxoRef utxo\n pure $ unSignedTxWithFee txBody $ Just placeUtxoRef\n-- | Handle for take bets operation.\nhandleTakeBet :: Ctx -> TakeBetRefParams -> IO UnsignedTxResponse\nhandleTakeBet ctx TakeBetRefParams{..} = do\n txBody <- runTxI ctx tbrUsedAddrs tbrChangeAddr tbrCollateral\n $ takeBets tbrRefScript (betParamsToScript tbrBetParams) tbrPrevBetRef (head tbrUsedAddrs) tbrOracleRefInputRef\n pure $ unSignedTxWithFee txBody Nothing\n-- | Handle for adding reference script.\nhandleAddRefScript :: Ctx -> AddRefScriptParams -> IO UnsignedTxResponse\nhandleAddRefScript ctx AddRefScriptParams{..} = do\n let validator = betRefValidator' (betParamsToScript arsBetParams)\n txBody <- runTxI ctx arsUsedAddrs arsChangeAddr arsCollateral\n $ pure $ addRefScript' arsPutAddress validator\n let refs = Limbo.findRefScriptsInBody txBody\n outRef <- case Map.lookup (Some (validatorToScript validator)) refs of\n Nothing -> fail \"Shouldn't happen: No reference for added Script in body\"\n Just ref -> return ref\n pure $ unSignedTxWithFee txBody $ Just outRef\n-- | Handle for adding reference input.\nhandleOracleRefInput :: Ctx -> AddRefInputParams -> IO UnsignedTxResponse\nhandleOracleRefInput ctx AddRefInputParams{..} = do\n let ourDatumPlutus = Script.OracleAnswerDatum ariBetAnswer\n ourDatumGY = datumFromPlutusData ourDatumPlutus\n txBody <- runTxI ctx ariUsedAddrs ariChangeAddr ariCollateral\n $ pure $ addRefInput' ariPutAddress ourDatumPlutus\n let utxos = utxosToList $ txBodyUTxOs txBody\n ourDatumHash = hashDatum ourDatumGY\n mRefInputUtxo = find (\\utxo ->\n case utxoOutDatum utxo of\n GYOutDatumHash dh -> ourDatumHash == dh\n GYOutDatumInline d -> ourDatumGY == d\n GYOutDatumNone -> False\n ) utxos\n case mRefInputUtxo of\n Nothing -> fail \"Shouldn't happen: Couldn't find the desired UTxO in Tx outputs\"\n Just GYUTxO {utxoRef} -> pure $ unSignedTxWithFee txBody $ Just utxoRef","wrap-up#Wrap-Up":"Our both the endpoints file (transaction submition & transaction building) our wrapped up in our Api.hs following the usual servant boilerplate.\n-- | Type for our Servant API.\ntype Api =\n \"tx\" :> TxAPI\n :<|> \"betref\" :> BetRefApi\nappApi :: Proxy Api\nappApi = Proxy\napiSwagger :: Swagger\napiSwagger = toSwagger appApi\napiServer :: Ctx -> ServerT Api IO\napiServer ctx =\n handleTx ctx\n :<|> handleBetRefApi ctx\nNow coming back to our server-main.hs file, we can now understand the highlighted code sections which relates to obtaining the Swagger file (generated from apiSwagger function above) and running up our servant server.\nWe follow simpleCorsResourcePolicy (also allowing Content-Type request header) so that calls by our front-end (which runs on different origin) don't get blocked.\n-- | Getting path for our core configuration.\nparseArgs :: IO FilePath\nparseArgs = do\n args <- getArgs\n case args of\n coreCfg: _ -> return coreCfg\n _invalidArgument -> fail \"Error: wrong arguments, needed a path to the CoreConfig JSON configuration file\\n\"\nmain :: IO ()\nmain = do\n putStrLn \"Writing Swagger file ...\"\n BL8.writeFile \"swagger-api.json\" (encodePretty apiSwagger)\n putStrLn \"parsing Config ...\"\n coreCfgPath <- parseArgs\n coreCfg <- coreConfigIO coreCfgPath -- Parsing our core configuration.\n putStrLn \"Loading Providers ...\"\n withCfgProviders coreCfg \"api-server\" $ \\providers -> do\n let port = 8081\n ctx = Ctx coreCfg providers\n putStrLn $ \"Starting server at \\n \" <> \"http://localhost:\" <> show port\n run port $ app ctx\napp :: Ctx -> Application\napp ctx = cors (const $ Just simpleCorsResourcePolicy { corsRequestHeaders = [HttpTypes.hContentType] }) $ serve appApi $ hoistServer appApi (Handler . ExceptT . try) $ apiServer ctx\nNext we'll see how to call these endpoints in our front-end!"}},"/getting-started/integration-tests":{"title":"Integration Tests","data":{"":"We already saw how we can conveniently write tests for our smart contract using our wrapper upon Plutus simple model. But these tests were running against a mock ledger, i.e., we really were just simulating it by having some mock data-structures (say set of UTxOs) which were getting updated on submission of successful transaction. We could however write tests to test against the real node and have it slightly more convenient to program against by spinning up our own private network (privnet for short). Here is the table which outlines the differences between the two approaches:\nTests using PSM Wrapper\tTests using Private Network\tRuns against mock ledger\tRuns against real node\tEach unit test gets fresh set of wallets (having original balance)\tEach subsequent unit test continues upon the effects caused by previous ones\tFast, purer (no IO) & convenient\tSlow as each slot is 0.1 second\t\nThus these tests are suitable for integration testing.","spinning-up-private-network#Spinning up private network":"Our private network is adapted from WoofPool's cardano-private-testnet-setup repository.To spin up it up:\nClone this repository. Make sure to not clone it in some deep nested path as then the path length towards the generated socket file (node.sock) may exceed 108 characters.\nEnter it & checkout geniusyield branch.\nEnter the following in terminal: ./scripts/automate.sh (you would need to have cardano-node & cardano-cli available in your PATH).\nOnce it says, \"Congrats! Your network is ready for use!\" you can attempt to run the tests (in another terminal).First, let's say the path to private-testnet-simple is X, then being inside your example project folder, you can execute the tests by running GENIUSYIELD_PRIVNET_DIR=$X/private-testnet cabal run betref-privnet-tests -- -j1The -j1 is needed so that the tests run sequentially.\nRemember to stop (CTRL-C, and killall cardano-node) the private testnet, or it will eventually eat all of your disk space.\nThe way we have it setup for our test boilerplate is that we have nine users where users second to nine start with the following balances:\n5 UTxOs each containing thousand ada\n1 million each of gold & iron tokens\nFirst user is called \"funder\" as it has far more ada (couple of 100 thousands) and the number of gold & iron tokens is 2 millions.We'll also see how to create a new user soon, if required.\nUnless you kill & restart the private network, running your privnet tests again, would have them run in the modified network state. So in general, if you wish to reexecute the command mentioned before, viz. ATLAS_PRIVNET_DIR=$(pwd)/private-testnet-simple/private-testnet cabal run privnet-tests -- -j1, you should first restart the privnet.","understanding-our-first-test#Understanding our first test":"The tests are written in this file and are being called here.\nHere is the code (& explaination follows after it):\n testCaseSteps \"Balance checks & taking pot by closest guesser should pass\" $ \\info -> withSetup setup info $ \\ctx -> do\n -- First step: Construct the parameters and obtain validator from it.\n --\n -- Let's define a new User to represent Oracle (not necessary though)\n oracleUser <- newTempUserCtx ctx (ctxUserF ctx) (valueFromLovelace 20_000_000) False\n (currentSlot, slotConfig) <- getSlotAndConfig ctx\n let betUntilSlotDelta = 100\n betRevealSlotDelta = 200\n betUntilTime = slotToBeginTimePure slotConfig (unsafeAdvanceSlot currentSlot betUntilSlotDelta)\n betRevealTime = slotToBeginTimePure slotConfig (unsafeAdvanceSlot currentSlot betRevealSlotDelta)\n brp = BetRefParams (pubKeyHashToPlutus $ userPkh oracleUser) (timeToPlutus betUntilTime) (timeToPlutus betRevealTime) (valueToPlutus $ valueFromLovelace 10_000_000)\n validator = betRefValidator' brp\n validatorAddress <- ctxRunC ctx (ctxUserF ctx) $ betRefAddress brp\n -- Second step: Putting reference script for validator.\n refScript <- addRefScriptCtx ctx (ctxUserF ctx) (validatorToScript validator)\n -- Third step: Put some bets.\n --\n -- 1st bet.\n txBodyLock <- ctxRunI ctx (ctxUser3 ctx) $ placeBet refScript brp (OracleAnswerDatum 1) (valueFromLovelace 10_000_000) (userAddr (ctxUser3 ctx)) Nothing\n lockedORef <- findOutput validatorAddress txBodyLock\n void $ submitTx ctx (ctxUser3 ctx) txBodyLock\n -- Balance of `(ctxUser2 ctx)` before placing the bet\n balance <- ctxQueryBalance ctx (ctxUser2 ctx)\n --\n -- 2nd bet.\n txBodyLockUser2 <- ctxRunI ctx (ctxUser2 ctx) $ placeBet refScript brp (OracleAnswerDatum 2) (valueFromLovelace 20_000_000) (userAddr (ctxUser2 ctx)) (Just lockedORef)\n lockedORef <- findOutput validatorAddress txBodyLockUser2\n void $ submitTx ctx (ctxUser2 ctx) txBodyLockUser2\n --\n -- 3rd bet.\n txBodyLock <- ctxRunI ctx (ctxUser3 ctx) $ placeBet refScript brp (OracleAnswerDatum 3) (valueFromLovelace 35_000_000) (userAddr (ctxUser3 ctx)) (Just lockedORef)\n lockedORef <- findOutput validatorAddress txBodyLock\n void $ submitTx ctx (ctxUser3 ctx) txBodyLock\n -- Fourth step, get the bets pot.\n --\n -- Let's first wait for the required amount\n ctxWaitUntilSlot ctx (unsafeAdvanceSlot currentSlot betRevealSlotDelta) -- here this `currentSlot` is what we obtained sometime ago, the actual current slot has certainly increased a lot by now.\n --\n -- Let's then add for the reference input\n refInputORef <- addRefInputCtx ctx (ctxUserF ctx) True (userAddr oracleUser) (datumFromPlutusData (OracleAnswerDatum 2))\n --\n -- Unlock operation\n txBodyUnlock <- ctxRunI ctx (ctxUser2 ctx) $ takeBets refScript brp lockedORef (userAddr (ctxUser2 ctx)) refInputORef\n void $ submitTx ctx (ctxUser2 ctx) txBodyUnlock\n --\n -- Balance of `(ctxUser2 ctx)` after unlocking\n let adaExpectedIncrease = valueFromLovelace 45_000_000\n assertUserFunds (txBodyFee txBodyUnlock + txBodyFee txBodyLockUser2) ctx (ctxUser2 ctx) $ balance <> adaExpectedIncrease\nThe first line testCaseSteps \"test description\" $ \\info -> withSetup setup info $ \\ctx -> do can be seen as a boilerplate for all of your tests.ctx denotes the so called context (of type Ctx) and contains information about our users, additional tokens, etc. It is defined in Ctx.hs file and it is essential to go over that file if you intend to write these tests.Variable info is used to log messages and you can use it in your test's do block like info $ printf \"Hello from %s\" \"Atlas\"We next see the use of newTempUserCtx utility function. As mentioned before, we already have nine users in our context, where they have the type User:\ndata User = User\n { userSKey :: !GYPaymentSigningKey\n , userAddr :: !GYAddress\n }\nBut at rare times, we might need to create a new user. Such a user would not be part of the context and thus would be local to the test creating it.We can do that with the help of newTempUserCtx function. It accepts the context parameter, the user which will fund this new user, the value to be given to this new user and a boolean denoting whether we want to create a 5-ada-only UTxO too for this new user.Next we see the use of getSlotAndConfig function. Earlier when we wrote for PSM tests, we could work in absolute slots as we were always running each test from the beginning of ledger but this is not the case here. Thus, we would need to work with relative slots, i.e., we find the current slot and then add offset with respect to it. Function getSlotAndConfig has the folowing definition:\ngetSlotAndConfig :: Ctx -> IO (GYSlot, GYSlotConfig)\ngetSlotAndConfig ctx = do\n slot <- ctxCurrentSlot ctx\n sc <- ctxSlotConfig ctx\n return (slot, sc)\nNext we compute for our contract parameters and since we already obtained the slot config, we can use slotToBeginTimePure instead of slotToBeginTime.We next see the use of ctxRunC. To understand it, we need to first look at signature of ctxRunF.\nctxRunF :: forall t v. Traversable t => Ctx -> User -> GYTxMonadNode (t (GYTxSkeleton v)) -> IO (t GYTxBody)\nWe see that it has a type variable t which should have an instance of Traversable. The other two functions, namely ctxRunC & ctxRunI call this ctxRunF function with suitable instantiation of type variable t.Here is the table which explains about these three (ctxRunF, ctxRunC & ctxRunI) related functions:\nFunction\tWhen to use?\tWhat does it do?\tctxRunI\tWhen you want to build for single GYTxSkeleton\tIt wraps our skeleton under Identity, that is what suffix I stands for\tctxRunF\tWhen you have say multiple skeletons, like [GYTxSkeleton], or Maybe GYTxSkeleton\t-\tctxRunC\tWhen you don't want to build skeletons. This is in particular useful for operations like utxosAtAddress\tThe type constructor Const is defined as newtype Const a b = Const { getConst :: a } and therefore type parameter b is phantom and thus this function helps us ignore for GYTxSkeleton\t\nWe next add for reference script using helper utility function addRefScriptCtx.We then start placing our bets, once we have the transaction body, we use findOutput function which gives us the reference to the UTxO (the first one it finds) that is being locked at the script address.After placing our bets, we use ctxWaitUntilSlot to wait till the unlock slot.Note that we queried the balance of unlocker so that we can compare with it later.We next add for our reference input using addRefInputCtx helper utility function.Next we perform the unlock operation (calling our takeBets operation).Lastly, we verify that the unlocker was able to take all the bets by comparing the balance using assertUserFunds method. Here is it's definition:\n-- | Asserts if the user funds change as expected. This function subtracts fees from the given expected value.\nassertUserFunds :: Integer -> Ctx -> User -> GYValue -> IO ()\nassertUserFunds fees ctx u expectedValue = do\n currentValue <- ctxQueryBalance ctx u\n let expectedValue' = expectedValue `valueMinus` valueFromLovelace fees\n assertBool (unwords [\"The value didn't change as expected\",\n \"\\nExpected: \", show expectedValue',\n \"\\nCurrent: \", show currentValue])\n (currentValue == expectedValue')","writing-a-failing-test#Writing a failing test":"Now let's see another test where we slightly modify the last step (all the rest is same) and this time we instead try to take funds by not the closest guesser.\n -- Fourth step, get the bets pot.\n --\n -- Let's first wait for the required amount\n ctxWaitUntilSlot ctx (unsafeAdvanceSlot currentSlot betRevealSlotDelta) -- here this `currentSlot` is what we obtained sometime ago, the actual current slot has certainly increased a lot by now.\n --\n -- Let's then add for the reference input\n refInputORef <- addRefInputCtx ctx (ctxUserF ctx) True (userAddr oracleUser) (datumFromPlutusData (OracleAnswerDatum 2))\n --\n -- Unlock operation\n -- But this time by wrong guesser\n assertThrown isTxBodyErrorAutoBalance $ ctxRunI ctx (ctxUser3 ctx) $ takeBets refScript brp lockedORef (userAddr (ctxUser3 ctx)) refInputORef\nNotice that we try catching the error using assertThrown function. Here isTxBodyErrorAutoBalance is defined as (both this & assertThrown have their definitions in Asserts.hs file):\nisTxBodyErrorAutoBalance :: BuildTxException -> Bool\nisTxBodyErrorAutoBalance (BuildTxBodyErrorAutoBalance _) = True\nisTxBodyErrorAutoBalance _ = False\nThus our assertThrown function checks for two things:\nWhether our action indeed raises an exception.\nIf an exception is raised, does it saitsfy our predicate? For instance, here our predicate was isTxBodyErrorAutoBalance.\nYou can also catch for IO error like:\n errored <- catchIOError (submitTx ctx (ctxUserF ctx) txBody >> pure False) (\\_ -> pure True)\n unless errored $ assertFailure \"Expecting an IOError exception\"\nWith this we conclude upon writing integration tests.For convenience, you can write a bash script which combines setup, running tests & closing the privnet all into one simple script.Even though this user is local to the test which created it, it would still persist in our private network.Technically, it's not wrapper that is happening place here but rather we coerce with Identity newtype.Therefore this function is intended to be used when we create only a single output for an external address.https://unix.stackexchange.com/q/367008"}},"/getting-started/operations":{"title":"Operations over Contract","data":{"":"Having understood the contract. Now is the time we actually start using our framework to build the transactions for it.The main principle to understand here is that - we only need to give the essentials, i.e. we only specify what we want and it is the job of the framework to do the rest.For instance, we may tell that we want to consume a specific input belonging to the script's address and generate a specific output. Given that, it becomes framework's job to do the rest, say:\nSelect available UTxO's in user's wallet and generate suitable change output to balance the transaction, considering fees.\nMake sure all generated UTxO's satisfy minimum ada requirement.\nHandle collateral.\netc, etc.\nThus, we only specify at high-level what we want. This would become clear as we actually start writing operations for our contract.Entire code for these operations is available here.","operation-1-generating-address-for-our-smart-contract#Operation 1: Generating address for our Smart Contract":"","generating-validator-for-our-smart-contract#Generating Validator for our Smart Contract":"Following the usual drill, we generate the Validator given contract parameters (following is written in file Compiled.hs):\n-- | Generates validator given params.\nbetRefValidator :: BetRefParams -> Validator\nbetRefValidator betRefParams = mkValidatorScript $\n $$(PlutusTx.compile [|| mkBetRefValidator||]) `PlutusTx.applyCode` PlutusTx.liftCode betRefParams\nWhat we have obtained is of type Validator, defined in plutus-ledger-api, which is nothing but a wrapper around Script type defined in same.Likewise, we have our own types, GYValidator (similarly GYMintingPolicy for minting policy scripts) & GYScript (defined in Script.hs) to represent these in our framework.The file mentioned Script.hs contains a lot of helper utilities such as validatorFromPlutus which takes in Plutus's Validator type to give out GYValidator. Though there has been slight abuse in mentioning type here as what is actually given out is GYValidator v where type variable v is of kind PlutusVersion which is defined in file PlutusVersion.hs which you can understand as being here to denote plutus version for our validator script.If we look at the type signature of validatorFromPlutus, we see: validatorFromPlutus :: forall v. SingPlutusVersionI v => Plutus.Validator -> GYValidator v where for the time being we can ignore the description of the typeclass SingPlutusVersionI besides noting the fact that only types (currently 'PlutusV1 & 'PlutusV2) of kind PlutusVersion have an instance for it. So here, our function validatorFromPlutus works for all type variable v which have an instance of SingPlutusVersionI but there is no way to learn what this v is based solely on the input Plutus.Validator and therefore, caller must specify it, either by providing type signature (of callee or caller due to type inference) or by using visible type application. Our first operation does make use of it but before looking at it, we need to understand about GYTxQueryMonad.","interlude---gytxquerymonad#Interlude - GYTxQueryMonad":"When we want to obtain the address of the script from its hash, besides the hash, we also need to know the network we are currently operating at. Is it some testnet or mainnet?Similarly, transaction building involves querying the ledger for various information like say querying UTxO's present at one's address, similarly it might need help of some chain indexer to query datum in case output contains only the datum's hash.All of this is captured by typeclass GYTxQueryMonad defined here and also shown below (kindly see all these functions defined for this typeclass).\n-- | Class of monads for querying chain data.\nclass MonadError GYTxMonadException m => GYTxQueryMonad m where\n {-# MINIMAL networkId, lookupDatum, (utxoAtTxOutRef | utxosAtTxOutRefs), (utxosAtAddress | utxosAtAddresses), slotConfig, currentSlot, logMsg #-}\n -- | Get the network id\n networkId :: m GYNetworkId\n -- | Lookup datum by its hash.\n lookupDatum :: GYDatumHash -> m (Maybe GYDatum)\n -- | Lookup 'GYUTxO' at 'GYTxOutRef'.\n --\n utxoAtTxOutRef :: GYTxOutRef -> m (Maybe GYUTxO)\n utxoAtTxOutRef ref = do\n utxos <- utxosAtTxOutRefs [ref]\n return $ case utxosToList utxos of\n [] -> Nothing\n utxo : _ -> Just utxo\n -- | Lookup 'GYUTxOs' at multiple 'GYTxOutRef's at once\n utxosAtTxOutRefs :: [GYTxOutRef] -> m GYUTxOs\n utxosAtTxOutRefs orefs = utxosFromList <$> wither utxoAtTxOutRef orefs\n -- | Lookup 'GYUTxOs' at 'GYAddress'.\n utxosAtAddress :: GYAddress -> m GYUTxOs\n utxosAtAddress = utxosAtAddresses . return\n -- | Lookup 'GYUTxOs' at zero or more 'GYAddress'.\n utxosAtAddresses :: [GYAddress] -> m GYUTxOs\n utxosAtAddresses = foldM f mempty\n where\n f :: GYUTxOs -> GYAddress -> m GYUTxOs\n f utxos addr = (<> utxos) <$> utxosAtAddress addr\n -- | Lookup the `[GYTxOutRef]`s at a `GYAddress`\n utxoRefsAtAddress :: GYAddress -> m [GYTxOutRef]\n utxoRefsAtAddress = fmap (Map.keys . mapUTxOs id) . utxosAtAddress\n {- | Obtain the slot config for the network.\n Implementations using era history to create slot config may raise 'GYEraSummariesToSlotConfigError'.\n -}\n slotConfig :: m GYSlotConfig\n -- | Lookup the current 'GYSlot'.\n currentSlot :: m GYSlot\n -- | Log a message with specified namespace and severity.\n logMsg :: HasCallStack => GYLogNamespace -> GYLogSeverity -> String -> m ()\nSo, if we are working inside a monad which happens to also provide an instance for it, we would happily be able to query such an information.","generating-address#Generating address":"In this operation, we only need to obtain network details with the help of this monad. Here is the code to obtain address (notice that we have provided multiple versions of the same code here):\nType of scriptAddress used below (& defined in Class.hs) is scriptAddress :: forall (m :: * -> *) (v :: PlutusVersion). GYTxQueryMonad m => GYValidator v -> m GYAddress. Thus with respect to type application, the first parameter is for monad and second one is PlutusVersion kinded.Internally this function queries for network details.\n-- A. Type is given by `scriptAddress`.\n-- | Validator in question, obtained after giving required parameters.\nbetRefValidator' :: SingPlutusVersionI v => BetRefParams -> GYValidator v\nbetRefValidator' brp = validatorFromPlutus $ betRefValidator brp\n-- | Address of the validator, given params.\nbetRefAddress :: (HasCallStack, GYTxQueryMonad m) => BetRefParams -> m GYAddress\nbetRefAddress brp = scriptAddress @_ @'PlutusV2 $ betRefValidator' brp\n-- B. Type is given by `validatorFromPlutus` using type application.\n-- | Validator in question, obtained after giving required parameters.\nbetRefValidator' brp = validatorFromPlutus @'PlutusV2 $ betRefValidator brp\n-- | Address of the validator, given params.\nbetRefAddress :: (HasCallStack, GYTxQueryMonad m) => BetRefParams -> m GYAddress\nbetRefAddress brp = scriptAddress $ betRefValidator' brp\n-- C. Type is specified using signature.\n-- | Validator in question, obtained after giving required parameters.\nbetRefValidator' :: BetRefParams -> GYValidator 'PlutusV2\nbetRefValidator' brp = validatorFromPlutus $ betRefValidator brp\n-- | Address of the validator, given params.\nbetRefAddress :: (HasCallStack, GYTxQueryMonad m) => BetRefParams -> m GYAddress\nbetRefAddress brp = scriptAddress $ betRefValidator' brp\nWell what is this monad m being used here? Well any! As long as it has an instance for GYTxQueryMonad. When we will start writing tests, then we'll use all of these operations and most likely how to use them would become clear then.","operation-2-adding-input-to-refer-later-reference-input#Operation 2: Adding Input to refer later (Reference Input)":"","interlude---gytxskeleton#Interlude - GYTxSkeleton":"As mentioned before, we just mention at high level what we want in a transaction. This is captured by GYTxSkeleton defined here and its description is mentioned below.\nFields\tRepresented by\tAdditional details\tInputs\tgytxIns\tIt is a list of inputs where for each input, we have its UTxO reference (the \"TxIn\" as the cardano ledger specification calls it) and a witness. In case this UTxO doesn't belong to a script, we just need spending key witness, otherwise we need the associated script, its datum and input redeemer where the associated script could be provided as part of this transaction body or could be obtained from reference input. See TxIn.hs.\tOutputs\tgytxOuts\tList of outputs produced by this transaction where for each output we can mention whether the datum is to be inlined or not and whether this output stores any script. See TxOut.hs.\tReference Inputs\tgytxRefIns\tSet of reference to UTxOs corresponding to reference inputs. Defined in same file, viz. Class.hs.\tMints\tgytxMint\tMap of minting policy to pair of redeemer and another map for token name to mint amount for that token.\tSignatories\tgytxSigs\tSet of Public Key Hash of Signatories.\tValid after\tgytxInvalidBefore\tJust the corresponding node slot.\tValid before\tgytxInvalidAfter\tSame as above.\t\nCorresponding snippet of haskell code:\ndata GYTxSkeleton (v :: PlutusVersion) = GYTxSkeleton\n { gytxIns :: ![GYTxIn v]\n , gytxOuts :: ![GYTxOut v]\n , gytxRefIns :: !(GYTxSkeletonRefIns v)\n , gytxMint :: !(Map (Some GYMintingPolicy) (Map GYTokenName Integer, GYRedeemer))\n , gytxSigs :: !(Set GYPubKeyHash)\n , gytxInvalidBefore :: !(Maybe GYSlot)\n , gytxInvalidAfter :: !(Maybe GYSlot)\n } deriving Show\nWhen constructing the transaction, we just need to specify what we want in this skeleton.This skeleton naturally has a monoid instance where two skeletons are combined by running mappend over each of their fields. We have utility functions defined in the same file Class.hs like (note that there are other helpful functions defined in the same file and it would in general be useful to go over them):\nmustHaveOutput :: GYTxOut v -> GYTxSkeleton v\nmustHaveOutput o = emptyGYTxSkeleton {gytxOuts = [o]}\nmustHaveInput :: GYTxIn v -> GYTxSkeleton v\nmustHaveInput i = emptyGYTxSkeleton {gytxIns = [i]}\nmustHaveRefInput :: VersionIsGreaterOrEqual v PlutusV2 => GYTxOutRef -> GYTxSkeleton v\nmustHaveRefInput i = emptyGYTxSkeleton { gytxRefIns = GYTxSkeletonRefIns (Set.singleton i) }\nmustMint :: GYMintingPolicy u -> GYRedeemer -> GYTokenName -> Integer -> GYTxSkeleton v\nmustMint p r tn n = emptyGYTxSkeleton {gytxMint = Map.singleton (Some p) (Map.singleton tn n, r)}\nmustBeSignedBy :: GYPubKeyHash -> GYTxSkeleton v\nmustBeSignedBy pkh = emptyGYTxSkeleton {gytxSigs = Set.singleton pkh}\nisInvalidBefore :: GYSlot -> GYTxSkeleton v\nisInvalidBefore s = emptyGYTxSkeleton {gytxInvalidBefore = Just s}\nisInvalidAfter :: GYSlot -> GYTxSkeleton v\nisInvalidAfter s = emptyGYTxSkeleton {gytxInvalidAfter = Just s}\nThus we can specify that our transaction must have this output (using mustHaveOutput) and that output and must have this input (using mustHaveInput) and so on... and combine them all into a single skeleton using mappend.","skeleton-for-adding-reference-input#Skeleton for adding reference input":"Here we want to create an output at a given address (Oracle's address) with the given datum. This UTxO is to be later used as a reference input by script where the script would refer to its datum. Here we have decided to keep this datum inline as currently framework is not supporting reading datum for a reference input whose output contains only datum hash.\n-- | Add UTxO to be used as reference input at a given address with given datum.\naddRefInput :: GYAddress -> OracleAnswerDatum -> GYTxSkeleton 'PlutusV2\naddRefInput addr dat =\n mustHaveOutput $ GYTxOut addr mempty (Just (datumFromPlutusData dat, GYTxOutUseInlineDatum)) Nothing\n -- Note that the value can be empty as tx building logic would add the needed minimum UTxO ada.\nNote that we have mentioned the value as empty for this UTxO and this is one of the beauties of our framework that it will itself manage adding lovelaces to satisfy minimum ada requirement.","q-can-you-create-a-skeleton-for-adding-reference-script#Q: Can you create a skeleton for adding reference script?":"Toggle Answer \nGiven the output address addr :: GYAddress{:haskell} and the Plutus V2 validator script :: GYValidator 'PlutusV2{:haskell}, we can write mustHaveOutput $ GYTxOut addr mempty (Just (datumFromPlutusData (), GYTxOutDontUseInlineDatum)) (Just $ validatorToScript script){:haskell}","operation-3-placing-a-bet#Operation 3: Placing a bet":"","placing-the-first-bet#Placing the first bet":"In case this is a first bet (a program handling the bets can decide whether the bet being placed by the user is first or not by querying the UTxOs at the script address), then we just need to produce an output at the script address with the bet value and our guess.\n-- | Operation to place bet.\nplaceBet :: (HasCallStack, GYTxMonad m)\n => GYTxOutRef -- ^ Reference Script.\n -> BetRefParams -- ^ Validator Params.\n -> OracleAnswerDatum -- ^ Guess.\n -> GYValue -- ^ Bet amount to place.\n -> GYAddress -- ^ Own address.\n -> Maybe GYTxOutRef -- ^ Reference to previous bets UTxO (if any).\n -> m (GYTxSkeleton PlutusV2)\nplaceBet refScript brp guess bet ownAddr mPreviousBetsUtxoRef = do\n pkh <- addressToPubKeyHash' ownAddr\n betAddr <- betRefAddress brp\n case mPreviousBetsUtxoRef of\n -- This is the first bet.\n Nothing -> do\n return $ mustHaveOutput $ GYTxOut\n { gyTxOutAddress = betAddr\n , gyTxOutValue = bet\n , gyTxOutDatum = Just (datumFromPlutusData $ BetRefDatum [(pubKeyHashToPlutus pkh, guess)] (valueToPlutus bet), GYTxOutDontUseInlineDatum)\n , gyTxOutRefS = Nothing\n }\nAt this point, it should be clear what is happening in the above code block. This function is somewhat overloaded and is handling both the cases whether the bet is first or not and it determines this using the presence of reference to a UTxO (representing previous bets) at validator script. In case there isn't one, i.e., Nothing for our Maybe value, we are placing the first bet. Notice that we mention that our datum shouldn't be inlined to output using GYTxOutDontUseInlineDatum.","placing-subsequent-bets#Placing subsequent bets":"Here we would be exercising script's logic for the first time. We would be consuming the UTxO present at script address. We have defined a function, viz. input which would take in the following parameters:\nBetRefParams: to generate the validator script or else we can read the script from the UTxO pertaining to reference script.\nReference to reference script UTxO.\nReference of script input to consume.\nThe datum present at this input. Recall that our datum was not inlined for this particular output, we therefore would need lookup the datum using lookupDatum to pass the actual datum to this function.\nRedeemer action.\nThus, we have its definition as:\n-- | Utility function to consume script UTxO.\ninput :: BetRefParams -> GYTxOutRef -> GYTxOutRef -> BetRefDatum -> BetRefAction -> GYTxSkeleton 'PlutusV2\ninput brp refScript inputRef dat red =\n mustHaveInput GYTxIn\n { gyTxInTxOutRef = inputRef\n , gyTxInWitness = GYTxInWitnessScript\n (GYInReference refScript $ validatorToScript $ betRefValidator' brp)\n (datumFromPlutusData dat)\n (redeemerFromPlutusData red)\n }\nIn case we didn't want to use reference script, we would write gyTxInWitness as:\ngyTxInWitness = GYTxInWitnessScript\n (GYInScript (validatorToScript $ betRefValidator' brp))\n (datumFromPlutusData dat)\n (redeemerFromPlutusData red)\nFollowing is the complete code for handling this case. Few comments to facilitate its understanding:\nWe first query the UTxO corresponding to previous bets at script address and we then query for its datum using utxoDatum' which tries its best to retrieve the datum and raises an exception in case it fails. This is its signature: utxoDatum' :: (GYTxQueryMonad m, Plutus.FromData a) => GYUTxO -> m (GYAddress, GYValue, a).\nNote: utxoAtTxOutRef' (defined again in Class.hs) is a wrapper around utxoAtTxOutRef which raises an exception in case the result was Nothing.\nWe then see the use of gyLogDebug' which as you would expect is for logging purposes. The first argument that it takes correspond to namespace as used by Katip. This is where integration of off-chain and on-chain code really begins to shine ✨, having the Show instance defined for some of our on-chain types allows us to log them.\ntimeFromPlutus is as you'll expect - gives us the framework's representation of time from that of plutus. And enclosingSlotFromTime' uses ledger's information to determine the corresponding slot for the given time. We need this as cardano's node work in slots. We mention that our transaction is to be invalid after this slot using isInvalidAfter.\nWe mention that our transaction must have our public key hash as signatories when plutus smart contract asks for it using mustBeSignedBy.\nLastly, this transaction must generate an output to the script's address with the updated datum and added value.\nvalueToPlutus gives the corresponding value type used by plutus from what we have in our framework (viz., GYValue).\nAll these skeletons are combined together using mappend defined for GYTxSkeleton.\n -- Need to append to previous.\n Just previousBetsUtxoRef -> do\n previousUtxo <- utxoAtTxOutRef' previousBetsUtxoRef\n (_addr, previousValue, dat@(BetRefDatum previousGuesses _previousBet)) <- utxoDatum' previousUtxo\n gyLogDebug' \"\" $ printf \"previous guesses %s\" (show previousGuesses)\n betUntilSlot <- enclosingSlotFromTime' (timeFromPlutus $ brpBetUntil brp)\n gyLogDebug' \"\" $ printf \"bet until slot %s\" (show betUntilSlot)\n return $\n input brp refScript previousBetsUtxoRef dat (Bet guess)\n <> mustHaveOutput GYTxOut\n { gyTxOutAddress = betAddr\n , gyTxOutValue = bet <> previousValue\n , gyTxOutDatum = Just (datumFromPlutusData $ BetRefDatum ((pubKeyHashToPlutus pkh, guess) : previousGuesses) (valueToPlutus bet), GYTxOutDontUseInlineDatum)\n , gyTxOutRefS = Nothing\n }\n <> isInvalidAfter betUntilSlot\n <> mustBeSignedBy pkh","operation-4-taking-the-bet-pot#Operation 4: Taking the bet pot":"At this point, reading following code snippet should make sense as it is similar to what we have done before. Here note that we are using mustHaveRefInput to tell that the transaction must have the following UTxO reference as a reference input.\nObserve that we don't need to specify that the value we successfully consume from the script's UTxO must reach us because transaction balancer would add the change output to us.\n-- | Operation to take UTxO corresponding to previous bets.\ntakeBets :: (HasCallStack, GYTxMonad m)\n => GYTxOutRef -- ^ Reference Script.\n -> BetRefParams -- ^ Validator params.\n -> GYTxOutRef -- ^ Script UTxO to consume.\n -> GYAddress -- ^ Own address.\n -> GYTxOutRef -- ^ Oracle reference input.\n -> m (GYTxSkeleton PlutusV2)\ntakeBets refScript brp previousBetsUtxoRef ownAddr oracleRefInput = do\n pkh <- addressToPubKeyHash' ownAddr\n previousUtxo <- utxoAtTxOutRef' previousBetsUtxoRef\n (_addr, _previousValue, dat) <- utxoDatum' previousUtxo\n betRevealSlot <- enclosingSlotFromTime' (timeFromPlutus $ brpBetReveal brp)\n return $\n input brp refScript previousBetsUtxoRef dat Take\n <> isInvalidBefore betRevealSlot\n <> mustHaveRefInput oracleRefInput\n <> mustBeSignedBy pkh","additional-useful-functions#Additional Useful Functions":"","utxosdatums#utxosDatums":"Sometimes we want to see all valid UTxOs at our script address. In Cardano, anyone can form UTxO at any address and such a UTxO need not have valid datum as required by our script. utxosDatums can be used wither out invalid ones. See it's usage in Vesting example.","mustmint#mustMint":"We weren't minting any tokens in our example here and thus didn't make use of mustMint skeleton function. It's sample usage is given in this example. Which also illustrates how one can mint NFT and shows usage of someUTxO function which essentially gives some random UTxO belonging to wallet.This is related to singletons and one can read about it from the \"Dependent Types\" chapter (the last one) in Thinking with Types book.This however is not true for normal inputs where you can specify the datum as we'll see in other operations."}},"/getting-started/smart-contract-intro":{"title":"Smart Contract","data":{"":"Let's now start by writing a smart contract that we will use to convey framework's important features.\nThis contract is for illustrative purposes only. We do not recommend using it in a production environment.\nHere we'll be writing our smart contract in Haskell but do note that we are not limited to it. You for instance could write your smart contract in any language of your choice and read the compiled CBOR using scriptFromCBOR function defined here (Operations over Contract chapter explains about types such as GYScript, PlutusVersion which are used in this function). Similarly, there is readScript defined in the same file to read from the compiled text envelope file.","contract-description#Contract Description":"Setting here is that we have a sport match happening and a group of friends want to bet on the number of goals scored by their favorite team in it.Winner is the one whose guess is closest (and in case of tie - the one who takes it fastest!).The smart contract code is available here. This example was inspired by MLabs.","contract-parameters#Contract Parameters":"brpOraclePkh :: PubKeyHash: We'll be using a reference input, and its datum will give us the actual result (the number of goals). Since the reference input UTxO must belong to Oracle, we check it using Oracle's payment public key hash.\nbrpBetUntil :: POSIXTime: Time until which bets can be placed.\nbrpBetReveal :: POSIXTime: Time that the Oracle will reveal the match results.\nbrpBetStep :: Value: Minimum value that bets must increase by.\nThus, the parameters of our contract are given by:\n-- | Our contract is parameterized with this.\ndata BetRefParams = BetRefParams\n { brpOraclePkh :: PubKeyHash -- ^ Oracle's payment public key hash. This is needed to assert that UTxO being looked at indeed belongs to the Oracle.\n , brpBetUntil :: POSIXTime -- ^ Time until which bets can be placed.\n , brpBetReveal :: POSIXTime -- ^ Time at which Oracle will reveal the correct match result.\n , brpBetStep :: Value -- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount.\n }\nPlutusTx.makeLift ''BetRefParams","reference-input-datum#Reference Input Datum":"The Oracle tells us the number of goals scored by the concerned team:\n-- | Goals made my the concerned team.\ntype TeamGoals = Integer\n-- | Match result given by the Oracle.\nnewtype OracleAnswerDatum = OracleAnswerDatum TeamGoals deriving newtype (Eq, Show)\nPlutusTx.unstableMakeIsData ''OracleAnswerDatum","contract-datum#Contract Datum":"It consists of two fields:\nList containing each person's guess along with their payment public key hash. Key hash is used to tie guess with the guesser. Every time a new guess is made, we prepend it to this list.\nThis key hash is obtained from transaction signatories - we insist on key hash being present in signatories as otherwise anyone may override bet of someone else.\nAmount denoting the previously placed bet. Note that the total value in the UTxO belonging to contract is the culmination of all the previously placed bets and thus it isn't in general equal to last placed bet. We use this to assert that the newly placed bet is more than the previous one by brpBetStep amount.\n-- | List of guesses by users along with the maximum bet placed yet. A new guess gets /prepended/ to this list. Note that since we are always meant to increment previously placed bet with `brpBetStep`, the newly placed bet would necessarily be maximum (it would be foolish to initialize `brpBetStep` with some negative amounts).\ndata BetRefDatum = BetRefDatum\n { brdBets :: [(PubKeyHash, OracleAnswerDatum)]\n , brdPreviousBet :: Value\n }\nPlutusTx.unstableMakeIsData ''BetRefDatum","contract-redeemer#Contract Redeemer":"There are two actions available to user:\nTo place a bet - in which case they give their guess.\nTo take the bets in the pot after the result is out.\nThis is therefore codified as:\n-- | Redeemer representing choices available to the user.\ndata BetRefAction = Bet !OracleAnswerDatum -- ^ User makes a guess.\n | Take -- ^ User takes the pot.\nPlutusTx.unstableMakeIsData ''BetRefAction","contract-logic#Contract Logic":"","placing-a-bet#Placing a bet":"Initial bet gets placed as it is (in Cardano, validator script is executed only when spending an UTxO belonging to it but not for creating at it).For subsequent bets, we require three conditions:\nThe bet must be before (inclusive) the brpBetUntil time.\nThere must be exactly one continuing output at the script address whose datum shall have the current guess prepended to it along with the current bet amount.\nThe current bet must be more than the previous bet by at least brpBetStep amount.\nThis is coded as:\n{-# INLINABLE mkBetRefValidator' #-}\n-- | Core smart contract logic. Read its description from Atlas guide.\nmkBetRefValidator' :: BetRefParams -> BetRefDatum -> BetRefAction -> ScriptContext -> Bool\nmkBetRefValidator' (BetRefParams oraclePkh betUntil betReveal betStep) (BetRefDatum previousGuesses previousBet) brAction ctx =\n case brAction of\n Bet guess ->\n let\n sOut = case getContinuingOutputs ctx of\n [sOut'] -> sOut'\n _anyOtherMatch -> traceError \"Expected only one continuing output.\"\n outValue = txOutValue sOut\n sIn = maybe (traceError \"Could not find own input\") txInInfoResolved (findOwnInput ctx)\n inValue = txOutValue sIn\n (guessesOut, betOut) = case outputToDatum sOut of\n Nothing -> traceError \"Could not resolve for script output datum\"\n Just (BetRefDatum guessesOut' betOut') -> (guessesOut', betOut')\n in\n traceIfFalse\n \"Must be before `BetUntil` time\"\n (to betUntil `contains` validRange) &&\n traceIfFalse\n \"Guesses update is wrong\"\n ((signerPkh, guess) : previousGuesses == guessesOut) &&\n traceIfFalse\n \"The current bet must be more than the previous bet by atleast `brpBetStep` amount\"\n (outValue `geq` (inValue <> previousBet <> betStep)) &&\n traceIfFalse\n \"Out bet is wrong\"\n (betOut == outValue - inValue)\nWhere we have the following common helpers for both the redemeer actions:\n where\n info :: TxInfo\n info = scriptContextTxInfo ctx\n validRange :: POSIXTimeRange\n validRange = txInfoValidRange info\n signerPkh :: PubKeyHash\n signerPkh = case txInfoSignatories info of\n [signerPkh'] -> signerPkh'\n [] -> traceError \"No signatory\"\n _anyOtherMatch -> traceError \"Expected only one signatory\"\n outputToDatum :: FromData b => TxOut -> Maybe b\n outputToDatum o = case txOutDatum o of\n NoOutputDatum -> Nothing\n OutputDatum d -> processDatum d\n OutputDatumHash dh -> processDatum =<< findDatum dh info\n where processDatum = fromBuiltinData . getDatum","taking-the-bet-pot#Taking the bet pot":"In this case we require the following four conditions:\nThis operation must occur after (inclusive) brpBetReveal time.\nThe script must get fully spend, i.e., there shouldn't be any continuing outputs to this script address.\nThe reference input whose datum is used to see actual answer should belong to concerned Oracle.\nGuess should be closest among all.\nThis is therefore coded as:\n Take ->\n let\n Just guess = find ((== signerPkh) . fst) previousGuesses -- Note that `find` returns the first match. Since we were always prepending, this is valid.\n oracleIn = case filter (isNothing . txOutReferenceScript) (txInInfoResolved <$> txInfoReferenceInputs info) of\n [oracleIn'] -> oracleIn'\n [] -> traceError \"No reference input provided\"\n _anyOtherMatch -> traceError \"Expected only one reference input\"\n oracleAnswer = case outputToDatum oracleIn of\n Nothing -> traceError \"Could not resolve for datum\"\n (Just (OracleAnswerDatum oracleAnswer')) -> oracleAnswer'\n guessDiff = getGuessDiff $ snd guess\n getGuessDiff (OracleAnswerDatum g) = abs (oracleAnswer - g)\n oracleInPkh = case toPubKeyHash (txOutAddress oracleIn) of\n Nothing -> traceError \"Not PKH for oracle address\"\n Just pkh -> pkh\n in\n traceIfFalse\n \"Must be after `RevealTime`\"\n (from betReveal `contains` validRange) &&\n traceIfFalse\n \"Must fully spend Script\"\n (null (getContinuingOutputs ctx)) &&\n traceIfFalse\n \"Reference input must be from Oracle address (wrt Payment part)\"\n (oracleInPkh == oraclePkh) &&\n traceIfFalse\n \"Guess is not closest\"\n (all (\\pg -> getGuessDiff (snd pg) >= guessDiff) previousGuesses)\nAnd lo behold! This is our contract.For instance, here we assert that UTxO being used as reference input must belong to Oracle's address but do note that anyone can create an UTxO at Oracle's address."}},"/getting-started/unit-tests":{"title":"Unit Tests","data":{"":"Writing smart contracts & writing tests go hand in hand. Tests are also an excellent way to conveniently check working of our smart contract instead of using cardano-cli and local node.Now that we have written our smart contract and defined the required operations over it, let's see whether its working as expected.Our test suite is a wrapper around Plutus simple model which is created by MLabs.","why-not-just-use-plutus-simple-model-instead-of-the-wrapper#Why not just use \"Plutus simple model\" instead of the wrapper?":"Reusability: Well firstly to maintain compatibility with our toolchain. For instance, our operations were making use of GYTxQueryMonad monad and thus to be able to reuse those same operations we would need to define an instance for it.\nAdditional checks: But secondly and more importantly, plutus simple model lacks some basic checks, for instance:\nWhether a UTxO satisfies minimum ada requirement.\nTransaction fees requirement.\nTransaction signatures requirement, etc.\nWe already handle these cases using our transaction building machinery and thus tests written here reflect the actual environment more.\nFor this guide there should be no need to go over the plutus simple model documentation but this doesn't mean that one shouldn't. It's very lucid and takes few minutes to cover and can be accessed by cloning their repository, entering the docs folder and running mdbook serve --open.","unit-tests-for-placing-a-bet-operation#Unit tests for placing a bet operation":"Entire code file for tests pertaining to this operation is available here. Note that we are using tasty to write our tests and a file calling these individual unit tests is here.\nOur objective here would be to write tests for each of our operation, hence the name \"unit tests\". Though one may write other sort of tests as well, including property based ones.","defining-run-for-placing-a-bet-operation#Defining Run for placing a bet operation":"Before any jibber-jabber, let's see the code so that we know it isn't as complex as it might seem:\nplaceBetRun :: GYTxOutRef -> BetRefParams -> OracleAnswerDatum -> GYValue -> Maybe GYTxOutRef -> GYTxMonadRun GYTxId\nplaceBetRun refScript brp guess bet mPreviousBetsUtxoRef = do\n addr <- ownAddress\n skeleton <- placeBet refScript brp guess bet addr mPreviousBetsUtxoRef\n sendSkeleton skeleton\nWhy do we call it \"run\"? Well if you have gone over the documentation of plutus simple model, you'll know that they have this \"Run\" monad where actually most of the test code gets executed and we have wrapper around this type, which we call GYTxMonadRun (defined in Run.hs). But as an end developer, there is no need to understand about it.Also our GYTxMonadRun has an instance of GYTxQueryMonad.\nThe idea here is that any tests we do related to performing the bet operation would need to call the placeBet function which we have defined before. Therefore we have defined a run to call this function. Our placeBetRun function takes all those parameters which are required by placeBet function, except the address as that we are able to get using ownAddress function. ownAddress function is defined in file Run.hs where actually most of the code related to our wrapper lives and it gives the address of the wallet running this run as we'll shortly see.Lastly sendSkeleton can be understood as submitting the transaction. It will update the mock ledger state and return the transaction id for the submitted transaction. Note that it does raise an exception in case it fails to submit the transaction.","understanding-testrun#Understanding testRun":"Before we see a trace calling the run we just defined, notice that in our testGroup, we have the first test written as:\ntestRun \"Balance checks after placing first bet\" $ firstBetTrace (OracleAnswerDatum 3) (valueFromLovelace 20_000_000) 0_182_793\nNow what is this testRun?This function (defined in Utils.hs) takes a string to represent the name of the test and a continuation function (of type Wallets -> Run a) and then internally generates wallets to give to our continuation function.The type Wallets is defined as:\ndata Wallets = Wallets\n { w1 :: !Wallet\n , w2 :: !Wallet\n , w3 :: !Wallet\n , w4 :: !Wallet\n , w5 :: !Wallet\n , w6 :: !Wallet\n , w7 :: !Wallet\n , w8 :: !Wallet\n , w9 :: !Wallet\n } deriving (Show, Eq, Ord)\nwhere Wallet is:\ndata Wallet = Wallet\n { walletPaymentSigningKey :: !GYPaymentSigningKey\n , walletNetworkId :: !GYNetworkId\n , walletName :: !String\n }\n deriving (Show, Eq, Ord)\nThus our testRun function, generates these 9 wallets where each wallet is having the following three assets:\nMillion ada.\nMillion fakeGold.\nMillion fakeIron.\nwhere fakeGold and fakeIron are our two non-native assets.Each call to testRun (as you can see - we have multiple tests, all beginning with testRun) runs the given test with a fresh (new) blockchain ledger state having given the above balances to those 9 wallets.In our case, \"Balance checks after placing first bet\" is the name of the test and firstBetTrace (OracleAnswerDatum 3) (valueFromLovelace 20_000_000) 0_182_793 is our continuation function.","defining-a-trace-to-call-placebetrun#Defining a trace to call placeBetRun":"Now let's see the definition firstBetTrace we briefly encountered above:\n-- | Trace for placing the first bet.\nfirstBetTrace :: OracleAnswerDatum -- ^ Guess\n -> GYValue -- ^ Bet\n -> Integer -- ^ Expected fees\n -> Wallets -> Run () -- Our continuation function\nfirstBetTrace dat bet expectedFees ws@Wallets{..} = do\n -- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script\n (brp, refScript) <- computeParamsAndAddRefScript 40 100 (valueFromLovelace 200_000_000) ws\n void $ runWallet w1 $ do -- following operations are ran by first wallet, `w1`\n -- Second step: Perform the actual run.\n withWalletBalancesCheck [w1 := valueNegate (valueFromLovelace expectedFees <> bet)] $ do\n placeBetRun refScript brp dat bet Nothing\nHere the last argument is of type Wallets as we noted.Note that this function starts by calling computeParamsAndAddRefScript, therefore let's see about it:\n-- | Function to compute the parameters for the contract and add the corresponding refernce script.\ncomputeParamsAndAddRefScript\n :: Integer -- ^ Bet Until slot\n -> Integer -- ^ Bet Reveal slot\n -> GYValue -- ^ Bet step value\n -> Wallets -> Run (BetRefParams, GYTxOutRef) -- Our continuation\ncomputeParamsAndAddRefScript betUntil' betReveal' betStep Wallets{..} = do\n let betUntil = slotFromApi (fromInteger betUntil')\n betReveal = slotFromApi (fromInteger betReveal')\n fmap fromJust $ runWallet w1 $ do\n betUntilTime <- slotToBeginTime betUntil\n betRevealTime <- slotToBeginTime betReveal\n let brp = BetRefParams (pubKeyHashToPlutus $ walletPubKeyHash w8) (timeToPlutus betUntilTime) (timeToPlutus betRevealTime) (valueToPlutus betStep) -- let oracle be wallet `w8`.\n mORef <- addRefScript (walletAddress w9) (betRefValidator' brp)\n case mORef of\n Nothing -> fail \"Couldn't find index of the Reference Script in outputs\"\n Just refScript -> return (brp, refScript)\nOur first step is to construct the parameter (BetRefParams) for our parameterized contract. Recall its type is:\ndata BetRefParams = BetRefParams\n {\n brpOraclePkh :: PubKeyHash -- ^ Oracle's payment public key hash. This is needed to assert that UTxO being looked at indeed belongs to the Oracle.\n , brpBetUntil :: POSIXTime -- ^ Time until which bets can be placed.\n , brpBetReveal :: POSIXTime -- ^ Time at which Oracle will reveal the correct match result.\n , brpBetStep :: Value -- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount.\n }\nFor brpBetUntil, we choose slot 40 but since plutus works in posix time, we need to enter a monad having an instance of GYTxQueryMonad to get posix time from slot and therefore that calculation happens inside runWallet w1. Similarly for brpBetReveal we chose slot 100.\nrunWallet is a utility function (defined again in Utils.hs) which enables us to give the environment. Hm.. what environment you ask? Well in general when constructing the transaction from skeleton we need some context, like who is actually submitting this transaction? As we'll need their address to give them the change output. runWallet takes as first argument, the wallet to generate context from and then the actual run to run against this context.\nNow coming back to our parameters, for brpOraclePkh parameter, we chose that for wallet 8. And we take our step amount to be 200 ada.Though it is not required for this operation (where we place the first bet) but since our placeBet function is overloaded to accept the subsequent bet case too - we need to give reference to the UTxO containing reference script. For that we have a helper function defined in Utils.hs called addRefScript which adds the given script at a given address (we chose that for wallet 9) and returns the reference to it (in Maybe).Now we are almost done to call our run with just one more line to understand.withWalletBalancesCheck takes a list of tuple where the first element of the tuple is the wallet and second element denotes the difference in the wallet's value which we expect after the execution of the operation defined inside its do block. Here we want the balance of wallet 1 (which is the one actually calling this operation) to decrease by the bet amount and also the fees.\nHow do we know the fees?\nWell by running the test without it and then noting the transaction fees from the log messages.\nAnd this covers our first test 🥳.","multiple-bets-trace#Multiple bets trace":"Now let's write a slightly more involved trace. This time we'll make our trace parameteric over the required contract parameters.Here is the signature of our trace:\n-- | Trace which allows for multiple bets.\nmultipleBetsTraceWrapper\n :: Integer -- ^ slot for betUntil\n -> Integer -- ^ slot for betReveal\n -> GYValue -- ^ bet step\n -> [(Wallets -> Wallet, OracleAnswerDatum, GYValue)] -- ^ List denoting the bets\n -> Wallets -> Run () -- Our continuation function\nmultipleBetsTraceWrapper betUntil' betReveal' betStep walletBets ws = do\n -- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script\n (brp, refScript) <- computeParamsAndAddRefScript betUntil' betReveal' betStep ws\n -- Second step: Perform the actual bet operations\n multipleBetsTraceCore brp refScript walletBets ws\nThe first three parameters correspond to the parameters of contract.The fourth parameter denotes the different bets.We may for instance call this function like so:\ntestRun \"Balance checks with multiple bets\" $ multipleBetsTraceWrapper 400 1000 (valueFromLovelace 10_000_000) \n [ (w1, OracleAnswerDatum 1, valueFromLovelace 10_000_000)\n , (w2, OracleAnswerDatum 2, valueFromLovelace 20_000_000)\n , (w3, OracleAnswerDatum 3, valueFromLovelace 30_000_000)\n , (w2, OracleAnswerDatum 4, valueFromLovelace 50_000_000)\n , (w4, OracleAnswerDatum 5, valueFromLovelace 65_000_000 <> fakeGold 1000)\n ]\nNext we want to add our reference script and compute the actual contract parameters (converting slot to posix) - which is again handled like before.We would then like to perform the actual bet operations. But this time we won't concern ourselves much with actual fees but rather take a threshold of 1 ada. Our approach here is to compare the balances before performaing any operation and after performing all the operations and then see that each wallet has lost the bet amount they placed considering threshold fees.Note: We use balance function to get the balance for the given wallet.\n-- | Trace which allows for multiple bets.\nmultipleBetsTraceCore\n :: BetRefParams\n -> GYTxOutRef -- ^ Reference script\n -> [(Wallets -> Wallet, OracleAnswerDatum, GYValue)] -- ^ List denoting the bets\n -> Wallets -> Run () -- Our continuation function\nmultipleBetsTraceCore brp refScript walletBets ws@Wallets{..} = do\n let\n -- | Perform the actual bet operation by the corresponding wallet.\n performBetOperations [] _ = return ()\n performBetOperations ((getWallet, dat, bet) : remWalletBets) isFirst = do\n if isFirst then do\n void $ runWallet (getWallet ws) $ do\n void $ placeBetRun refScript brp dat bet Nothing\n performBetOperations remWalletBets False\n else do\n -- need to get previous bet utxo\n void $ runWallet (getWallet ws) $ do\n betRefAddr <- betRefAddress brp\n [_scriptUtxo@GYUTxO {utxoRef}] <- utxosToList <$> utxosAtAddress betRefAddr\n void $ placeBetRun refScript brp dat bet (Just utxoRef)\n performBetOperations remWalletBets False\n -- | To sum the bet amount for the corresponding wallet.\n sumWalletBets _wallet [] acc = acc\n sumWalletBets wallet ((getWallet, _dat, bet) : remWalletBets) acc = sumWalletBets wallet remWalletBets (if getWallet ws == wallet then acc <> valueNegate bet else acc)\n -- | Idea here is that for each wallet, we want to know how much has been bet. If we encounter a new wallet, i.e., wallet for whose we haven't yet computed value lost, we call `sumWalletBets` on it.\n getBalanceDiff [] _set acc = acc\n getBalanceDiff wlBets@((getWallet, _dat, _bet) : remWalletBets) set acc =\n let wallet = getWallet ws\n wallet'sName = walletName wallet\n in\n if Set.member wallet'sName set then getBalanceDiff remWalletBets set acc\n else\n getBalanceDiff remWalletBets (Set.insert wallet'sName set) ((wallet := sumWalletBets wallet wlBets mempty) : acc)\n balanceDiffWithoutFees = getBalanceDiff walletBets Set.empty []\n balanceBeforeAllTheseOps <- fmap fromJust $ runWallet w1 $ traverse (\\(wallet, _value) -> balance wallet) balanceDiffWithoutFees\n performBetOperations walletBets True\n balanceAfterAllTheseOps <- fmap fromJust $ runWallet w1 $ traverse (\\(wallet, _value) -> balance wallet) balanceDiffWithoutFees\n void $ runWallet w1 $ verify (zip3 balanceDiffWithoutFees balanceBeforeAllTheseOps balanceAfterAllTheseOps)\n where\n -- | Function to verify that the wallet indeed lost by /roughly/ the bet amount. We say /roughly/ as fees is assumed to be within (0, 1 ada].\n verify [] = return ()\n verify (((wallet, diff), vBefore, vAfter) : xs) =\n let vAfterWithoutFees = vBefore <> diff\n (expectedAdaWithoutFees, expectedOtherAssets) = valueSplitAda vAfterWithoutFees\n (actualAda, actualOtherAssets) = valueSplitAda vAfter\n -- threshold = valueFromLovelace 1_000_000 -- 1 ada\n threshold = 1_000_000 -- 1 ada\n in if expectedOtherAssets == actualOtherAssets && actualAda < expectedAdaWithoutFees && expectedAdaWithoutFees - threshold <= actualAda then verify xs\n -- valueGreater vAfterWithoutFees vAfter && valueGreaterOrEqual vAfter (valueMinus vAfterWithoutFees threshold) then verify xs\n else fail (\"For wallet \" <> walletName wallet <> \" expected value (without fees) \" <> show vAfterWithoutFees <> \" but actual is \" <> show vAfter)\nAn eagle eye might notice two comments inside the verify function.Firstly, note that valueSplitAda splits our GYValue into lovelaces and that which remains besides it. Since fees don't affect non-ada tokens (not yet), we compare with respect to threshold using ada tokens.We could also compare GYValue's directly using valueGreater (there is also valueGreaterOrEqual) as done in comments but the current one is slightly more optimal as we need not compare on non-ada tokens again.","but-sometimes-we-want-a-test-to-fail#But sometimes we want a test to fail!":"What happens if the newly placed bet is not more than atleast brpBetStep amount? What happens if the transaction skeleton was somewhat wrong, say we didn't put mustBeSignedBy? What if someone tries to place a bet after brpBetUntil? What if...Well for all such cases, we can assert that a given trace must fail using mustFail like:\ntestRun \"Not adding atleast bet step amount should fail\" $ mustFail . multipleBetsTrace 400 1000 (valueFromLovelace 10_000_000) \n [ (w1, OracleAnswerDatum 1, valueFromLovelace 10_000_000)\n , (w2, OracleAnswerDatum 2, valueFromLovelace 20_000_000)\n , (w3, OracleAnswerDatum 3, valueFromLovelace 30_000_000)\n , (w2, OracleAnswerDatum 4, valueFromLovelace 50_000_000)\n , (w4, OracleAnswerDatum 5, valueFromLovelace 55_000_000 <> fakeGold 1000)]\nHere wallet w4 didn't increase the bet by 10 ada and thus must fail.\nSometimes we want to assert specific failure among other possible failures. As mustFail above doesn't distinguish among them, one can simply use catchError like in this test.","unit-tests-for-taking-the-bet-pot#Unit tests for taking the bet pot":"Entire code file for tests pertaining to this operation is available here.\nOn similar lines as before, let's first define our run for takeBets operation:\n-- | Run to call the `takeBets` operation.\ntakeBetsRun :: GYTxOutRef -> BetRefParams -> GYTxOutRef -> GYTxOutRef -> GYTxMonadRun GYTxId\ntakeBetsRun refScript brp toConsume refInput = do\n addr <- ownAddress\n skeleton <- takeBets refScript brp toConsume addr refInput\n sendSkeleton skeleton\nNext, we'll define our trace to call this run:\n-- | Trace for taking bet pot.\ntakeBetsTrace :: Integer -- ^ slot for betUntil\n -> Integer -- ^ slot for betReveal\n -> GYValue -- ^ bet step\n -> [(Wallets -> Wallet, OracleAnswerDatum, GYValue)] -- ^ List denoting the bets\n -> Integer -- ^ Actual answer\n -> (Wallets -> Wallet) -- ^ Taker\n -> Maybe Integer -- ^ Expected fees\n -> Wallets -> Run () -- Our continuation function\ntakeBetsTrace betUntil' betReveal' betStep walletBets answer getTaker mExpectedFees ws@Wallets{..} = do\n (brp, refScript) <- computeParamsAndAddRefScript betUntil' betReveal' betStep ws\n multipleBetsTraceCore brp refScript walletBets ws\n -- Now lets take the bet\n mMRef <- runWallet w1 $ addRefInput True (walletAddress w8) (datumFromPlutusData $ OracleAnswerDatum answer)\n let taker = getTaker ws\n case mMRef of\n Just (Just refInput) -> do\n void $ runWallet taker $ do\n betRefAddr <- betRefAddress brp\n [_scriptUtxo@GYUTxO {utxoRef, utxoValue}] <- utxosToList <$> utxosAtAddress betRefAddr\n waitUntilSlot $ slotFromApi (fromInteger betReveal')\n case mExpectedFees of\n Just expectedFees ->\n withWalletBalancesCheck [taker := utxoValue <> valueNegate (valueFromLovelace expectedFees)] $ do\n takeBetsRun refScript brp utxoRef refInput\n Nothing -> takeBetsRun refScript brp utxoRef refInput\n _anyOtherMatch -> fail \"Couldn't place reference input successfully\"\nHere we first did the common step of computing the required script parameters and adding the reference script.Then we used addRefInput defined in Utils.hs whose purpose here would become clear by seeing its haddock documentation below:\n-- | Adds an input (whose datum we'll refer later) and returns the reference to it.\naddRefInput:: Bool -- ^ Whether to inline this datum?\n -> GYAddress -- ^ Where to place this output?\n -> GYDatum -- ^ Our datum.\n -> GYTxMonadRun (Maybe GYTxOutRef)\nNext we simply wait until time for bet revealation and claim our pot!Now that we have our trace for taking bet pot, we can try testing for other conditions - examples for some are written in the TakeBetPot.hs file.We use a custom fork of Plutus simple model.To convey the message better, we have a pattern synonym defined in Utils.hs file:\npattern (:=) :: x -> y -> (x, y)\npattern (:=) x y = (x, y)\nSince we require the signature being present in the skeleton, we can't place bet on anyone else's behalf anyways."}},"/":{"title":"Index","data":{}},"/introduction":{"title":"Introduction","data":{"":"Atlas is an all-in-one, Haskell-native application backend for writing off-chain code for on-chain Plutus smart contracts. Atlas has been designed by Genius Yield, in collaboration with MLabs, Well-Typed and Plank.","features#Features":"","easily-build-transactions#Easily build transactions":"Use an intuitive API to abstract away the complexity around building transactions, balancing UTxOs, and interfacing with Plutus smart contracts.","leverage-first-class-haskell#Leverage first-class Haskell":"Avoid code duplication between on-chain and off-chain code, interoperate with advanced functionalities offered by IOG's Cardano/Plutus libraries, and easily convert between Atlas and Cardano/Plutus types.","utilize-modular-data-providers#Utilize modular data providers":"Query ledger state information from remote provider such as Maestro or from your own node with the help of Kupo. You can also build and contribute your own data provider!","test-extensively#Test extensively":"Use Atlas' test harness to write realistic unit tests that correspond to on-chain behavior, and execute integration tests against cardano node in a private network.","stay-up-to-date#Stay up to date":"Benefit from Cardano's latest innovations such as Reference Inputs, Inline Datums and Reference Scripts. Conway we are looking at you 👀.","where-to-next#Where to next?":"Work through an end-to-end example here: Getting Started.\nThis guide tracks the latest commit of Atlas. We bring changes into Atlas, only when corresponding updates have been made into the documentation as well."}},"/more-tutorials":{"title":"More Tutorials","data":{"vesting#Vesting":"See the introductory walkthrough of Atlas given by Dr. Lars using his with favourite example, Vesting, here. Associated code is available at atlas-examples repository."}}} \ No newline at end of file +{"/getting-started":{"title":"Getting Started","data":{"":"Learn the most important framework concepts in just few minutes by coding a complete end-to-end example."}},"/getting-started/browser-integration":{"title":"Browser Integration","data":{"":"Now that we have our server running, we need front-end UI to interact with it.For all of the operations, the approach (as previously mentioned) is same which is to first get the unsigned transaction from server, use browser wallet's signTx method to get spending key witness for this transaction, and then use server's endpoint to add witness to this transaction & submit it.\nThe entire code pertaining to browser operations is available here.\nAn outline of this whole process is given below, illustrated via add-ref-script endpoint:\n// Obtain access to browser wallet api\nconst api: WalletApi = await window.cardano[selectedWallet].enable(); // Creating a type such as `WalletApi` was entirely optional.\n// Obtaining UTxOs to be used collaterals as given by browser wallet.\nconst colls = await api.experimental.getCollateral();\n// Create request body for calling our endpoint\nconst body = {\n arsUsedAddrs: await api.getUsedAddresses(),\n arsChangeAddr: await api.getChangeAddress(),\n ...(0 in colls && { arsCollateral: colls[0] }),\n arsPutAddress: convertAddrToRaw(values.putAddress), // implementation detail\n arsBetParams: processBrpParams(brpParams), // implementation detail\n};\nconsole.log(body);\n// Call endpoint\nconst { data } = await axios.post(\"http://localhost:8081/betref/add-ref-script\", body);\nconsole.log(data);\n// Sign & submit\nconst { data: submitData } = await axios.post(\n \"http://localhost:8081/tx/add-wit-and-submit\",\n {\n awasTxUnsigned: data.urspTxBodyHex,\n awasTxWit: await api.signTx(data.urspTxBodyHex, true), // Note that this second argument (corresponding to \"partial signing\") needs to be `true` as for inputs such as those belonging to script already have their witness and we need to give witness only for inputs belonging to us.\n },\n {\n headers: {\n \"Content-Type\": \"application/json\",\n },\n }\n);\nWhat follows is the demo for all of the operations we defined.\nDue to security reasons, you would need to run this page locally (instructions here) to check out the following demo.\nAnd with this, we come to an end of our Getting Started guide 🥳! Hope you enjoyed it 💙\nHave questions? Ask them at Cardano StackExchange."}},"/getting-started/endpoints":{"title":"Creating Endpoints","data":{"":"Now that we are confident with our smart contract, it's time that we make it accessible to end user.The approach here would be\nFront-end asks to construct transaction for the concerned operation.\nIt then receives this transaction, which is complete besides missing for signature for spending inputs belonging to browser wallet. It calls wallet api's signTx method upon this body to get this signature (key witness).\nFrontend now passes this unsigned transaction along with the witness it received to our backend endpoint which will add this witness to the transaction, making it complete and would then submit it.\nWe'll use Servant to create our endpoints and one may understand it by following their easy to understand tutorial here.\nDo note that we can also sign the transactions in server using the signTx function defined in GeniusYield.Types.TxBody module.","providing-data-provider#Providing Data Provider":"","defining-provider-configuration#Defining Provider Configuration":"As noted earlier, building transaction bodies require gathering suitable information from the blockchain. For this purpose, we'll require a provider. Atlas is unopinionated and allows user to plug in provider of their choice, including a locally hosted one.Currently Atlas supports the following providers (& it would be highly appreciated if community enriches this by contributing to Atlas):\nMaestro.\nLocally ran node along with Kupo. We have tested with version 8.1.2 of cardano-node and 2.7.2 of Kupo.\nBlockfrost.\nFollowing API functions don't have an optimal implementation for Blockfrost:\nutxosAtTxOutRefs\nutxosAtTxOutRefsWithDatums\nutxosAtAddressWithDatums\nutxosAtAddresses\nutxosAtAddressesWithDatums\nutxosAtPaymentCredentialWithDatums\nutxosAtPaymentCredentials\nutxosAtPaymentCredentialsWithDatums\nIn general, we recommend either Maestro or local node with Kupo as provider.\nTo provide information about the provider, we will create a config.json file whose contents could be as follows:\nWe have given a sample config.json file here.\n{\n \"coreProvider\": ...,\n \"networkId\": \"preprod\",\n \"logging\": [{ \"type\": { \"tag\": \"stderr\" }, \"severity\": \"Debug\", \"verbosity\": \"V2\" }]\n}\nwhere coreProvider field can have one of following possible values:\n\"coreProvider\": { \"maestroToken\": \"\", \"turboSubmit\": false },\n\"coreProvider\": { \"socketPath\": \"path-to-node-socket\", \"kupoUrl\": \"http://localhost:1442\" },\n\"coreProvider\": { \"blockfrostKey\": \"\" },\nHere is the explanation for each of the JSON keys above:\ncoreProvider: This field is the differentiating factor between different providers.\nFor Maestro, maestroToken holds the api key and turboSubmit field dictates whether the transactions are to be submitted via their turbo submit endpoint.\nFor Local Node with Kupo provider, socketPath is the path towards node socket (usually named node.socket) file and kupoUrl is the url where endpoints are made available by Kupo, it is usually http://localhost:1442.\nFor Blockfrost, blockfrostKey holds the required api key.\nnetworkId: Specifies your network and must be one of mainnet, preprod, preview, testnet (for legacy testnet) & privnet (for local private network).\nlogging: It's a list of scribes to register. Its parameters (like severity, verbosity) and its general usage can be understood by going over their official haddock documentation here. Katip is also explained in this book on web development in Haskell. Please have a look at haddock for FromJSON and ToJSON instances of GYLogScriptType to see sample usage.","parsing-given-configuration#Parsing Given Configuration":"The file server-main.hs fires up our server. It reads & parses the configuration file and using it makes our endpoints (which we will define shortly) available. Here is its entire code.\n-- | Getting path for our core configuration.\nparseArgs :: IO FilePath\nparseArgs = do\n args <- getArgs\n case args of\n coreCfg: _ -> return coreCfg\n _invalidArgument -> fail \"Error: wrong arguments, needed a path to the CoreConfig JSON configuration file\\n\"\nmain :: IO ()\nmain = do\n putStrLn \"Writing Swagger file ...\"\n BL8.writeFile \"swagger-api.json\" (encodePretty apiSwagger)\n putStrLn \"parsing Config ...\"\n coreCfgPath <- parseArgs\n coreCfg <- coreConfigIO coreCfgPath -- Parsing our core configuration.\n putStrLn \"Loading Providers ...\"\n withCfgProviders coreCfg \"api-server\" $ \\providers -> do\n let port = 8081\n ctx = Ctx coreCfg providers\n putStrLn $ \"Starting server at \\n \" <> \"http://localhost:\" <> show port\n run port $ app ctx\napp :: Ctx -> Application\napp ctx = cors (const $ Just simpleCorsResourcePolicy { corsRequestHeaders = [HttpTypes.hContentType] }) $ serve appApi $ hoistServer appApi (Handler . ExceptT . try) $ apiServer ctx\nFocussing on the highlighted lines, you can see that it first reads the path to the configuration file (you would for instance run this file like so cabal run betref-server -- config.json) in line coreCfgPath <- parseArgs{:haskell}, then it parses this file coreCfg <- coreConfigIO coreCfgPath{:haskell}.We then see the use of an interesting function withCfgProviders. It's type is withCfgProviders :: GYCoreConfig -> GYLogNamespace -> (GYProviders -> IO a) -> IO a{:haskell}, thus, this function first takes our parsed configuration file, then a namespace, finally followed by a continuation GYProviders -> IO a. Idea here is that this function will setup a GYProviders from the parsed configuration file and send it to this continuation to obtain its result.","defining-endpoints#Defining Endpoints":"","shared-context#Shared Context":"Entire code for it is available here\nOur endpoints would need an information for our provider, thus we have created the type for it, called Ctx. It's usage is made clear by function defined next, runQuery which in essence correspond to ctxRunC we saw in section on Integration Tests. Reasoning for runTxI & runTxF follows similarly.Note about our handling of collateral: Browser wallets usually have the option to set for collateral, in such a case wallets would create an UTxO specifically to be used as collateral and such an UTxO will be reserved, i.e., wallet won't be spending it. CIP 40 changed the properties related to collateral and therefore we can safely take even that UTxO as collateral which has large amounts of ada and it could also contain multiple assets. Therefore if there is no collateral set by browser wallet, framework is capable of choosing suitable UTxO as collateral (and also sets for return collateral & total collateral fields appropriately) and in that case it is also free to spend it, if required by transaction builder. But if however there is a 5-ada collateral set by wallet, then framework would use it as collateral and would also reserve it, i.e., it won't pick to spend it unless explicitly mentioned by transaction skeleton. Also note that, we'll use browser wallet's getCollateral() method to get for collateral. This method usually returns a list of ada-only UTxOs in wallet within a specific range (like in case of Nami, it is those with ada less than or equal to 50). We would send first element of this list (if exists) to backend and framework would check if the value contained in this UTxO is exactly 5 ada or not (like Nami's getCollateral method returns only a singleton list if collateral is set in wallet), if not, framework would ignore this (i.e., would not reserve for it) and would itself pick suitable UTxO as collateral. If however you want this to be reserved (& of course used as collateral) regardless of it's value, see the comment in call to runGYTxMonadNodeF in runTxF function.\n-- | Our Context.\ndata Ctx = Ctx\n { ctxCoreCfg :: !GYCoreConfig\n , ctxProviders :: !GYProviders\n }\n-- | To run for simple queries, the one which don't requiring building for transaction skeleton.\nrunQuery :: Ctx -> GYTxQueryMonadNode a -> IO a\nrunQuery ctx q = do\n let nid = cfgNetworkId $ ctxCoreCfg ctx\n providers = ctxProviders ctx\n runGYTxQueryMonadNode nid providers q\n-- | Wraps our skeleton under `Identity` and calls `runTxF`.\nrunTxI :: Ctx\n -> [GYAddress] -- ^ User's used addresses.\n -> GYAddress -- ^ User's change address.\n -> Maybe GYTxOutRefCbor -- ^ Browser wallet's reserved collateral (if set).\n -> GYTxMonadNode (GYTxSkeleton v)\n -> IO GYTxBody\nrunTxI = coerce (runTxF @Identity)\n-- | Tries to build for given skeletons wrapped under traversable structure.\nrunTxF :: Traversable t\n => Ctx\n -> [GYAddress] -- ^ User's used addresses.\n -> GYAddress -- ^ User's change address.\n -> Maybe GYTxOutRefCbor -- ^ Browser wallet's reserved collateral (if set).\n -> GYTxMonadNode (t (GYTxSkeleton v))\n -> IO (t GYTxBody)\nrunTxF ctx addrs addr collateral skeleton = do\n let nid = cfgNetworkId $ ctxCoreCfg ctx\n providers = ctxProviders ctx\n runGYTxMonadNodeF GYRandomImproveMultiAsset nid providers addrs addr\n (collateral >>=\n (\\c -> Just (getTxOutRefHex c,\n True -- Make this as `False` to not do 5-ada-only check for value in this given UTxO to be used as collateral.\n )\n )\n ) skeleton","submit-endpoint#Submit Endpoint":"Entire code for it is available here\nWe'll soon see endpoints which will return for unsigned transaction to the browser but assuming that we already have a unsigned transaction CBOR & the missing signature, let's see how we can define an endpoint which will add this missing key witness to the transaction body and would then submit it using our provider.Input to this endpoint is a type AddWitAndSubmitParams encapsulating our unsigned transaction body & missing key witness.Then we have our function handleAddWitAndSubmitTx which adds the witness to the transaction making it complete and then it submits it. The response generated here is of type SubmitTxResponse and you can modify the same to include other fields if required.\n-- | Return type of API when submitting a transaction.\ndata SubmitTxResponse = SubmitTxResponse\n { submitTxFee :: !Integer\n , submitTxId :: !GYTxId\n } deriving (Show, Generic, ToJSON, Swagger.ToSchema)\n-- | Input parameters to add for reference script.\ndata AddWitAndSubmitParams = AddWitAndSubmitParams\n { awasTxUnsigned :: !GYTx\n , awasTxWit :: !GYTxWitness\n } deriving (Generic, FromJSON, Swagger.ToSchema)\n-- | Construct `SubmitTxResponse` return type from the given signed transaction body.\ntxBodySubmitTxResponse :: GYTxBody -> SubmitTxResponse\ntxBodySubmitTxResponse txBody = SubmitTxResponse\n { submitTxFee = txBodyFee txBody\n , submitTxId = txBodyTxId txBody\n }\n-- | Type for our Servant API.\ntype TxAPI =\n \"add-wit-and-submit\"\n :> ReqBody '[JSON] AddWitAndSubmitParams\n :> Post '[JSON] SubmitTxResponse\n-- | Serving our API.\nhandleTx :: Ctx -> ServerT TxAPI IO\nhandleTx = handleAddWitAndSubmitTx\n-- | Handle for adding key witness to the unsigned transaction & then submit it.\nhandleAddWitAndSubmitTx :: Ctx -> AddWitAndSubmitParams -> IO SubmitTxResponse\nhandleAddWitAndSubmitTx ctx AddWitAndSubmitParams{..} = do\n let txBody = getTxBody awasTxUnsigned\n void $ gySubmitTx (ctxProviders ctx) $ makeSignedTransaction awasTxWit txBody\n return $ txBodySubmitTxResponse txBody","transaction-building-endpoints#Transaction Building Endpoints":"Entire code for it is available here\nAt this point, it should be easy to follow the code here. We first define the input type for our endpoint, we also derive its FromJSON instance so that we can parse it from JSON that our front-end will send for it and we also derive its Swagger.ToSchema instance so as to document our endpoint. Then our endpoint calls the relevant operation which we defined before to get transactoin skeleton, using which we obtain the transaction body with the help of functions such as runTxI and return the result (wrapped in our UnsignedTxResponse type).\nYou can see that all of our endpoints here ask for a list of used addresses, this makes them compatible with wallets that are not in single address mode (by default) such as Eternl.\n-- | Input wrapper around corresponding Plutus type.\ndata BetRefParams = BetRefParams\n { brpOracleAddress :: !GYAddress\n , brpBetUntil :: !GYTime\n , brpBetReveal :: !GYTime\n , brpBetStep :: !GYValue\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Convert the above `BetRefParams` with corresponding representation defined in our Plutus validator script.\nbetParamsToScript :: BetRefParams -> Script.BetRefParams\nbetParamsToScript brp = Script.BetRefParams\n { Script.brpOraclePkh = pubKeyHashToPlutus $ fromJust $ addressToPubKeyHash $ brpOracleAddress brp\n , Script.brpBetUntil = timeToPlutus $ brpBetUntil brp\n , Script.brpBetReveal = timeToPlutus $ brpBetReveal brp\n , Script.brpBetStep = valueToPlutus $ brpBetStep brp\n }\n-- | Input parameters for place bet operation.\ndata PlaceBetRefParams = PlaceBetRefParams\n { pbrUsedAddrs :: ![GYAddress]\n , pbrChangeAddr :: !GYAddress\n , pbrCollateral :: !(Maybe GYTxOutRefCbor)\n , pbrBetParams :: !BetRefParams\n , pbrBetGuess :: !Integer\n , pbrBetAmt :: !GYValue\n , pbrRefScript :: !GYTxOutRef\n , pbrPrevBetRef :: !(Maybe GYTxOutRef)\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Input parameters for take bets operation.\ndata TakeBetRefParams = TakeBetRefParams\n { tbrUsedAddrs :: ![GYAddress]\n , tbrChangeAddr :: !GYAddress\n , tbrCollateral :: !(Maybe GYTxOutRefCbor)\n , tbrBetParams :: !BetRefParams\n , tbrRefScript :: !GYTxOutRef\n , tbrPrevBetRef :: !GYTxOutRef\n , tbrOracleRefInputRef :: !GYTxOutRef\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Input parameters to add for reference script.\ndata AddRefScriptParams = AddRefScriptParams\n { arsUsedAddrs :: ![GYAddress]\n , arsChangeAddr :: !GYAddress\n , arsCollateral :: !(Maybe GYTxOutRefCbor)\n , arsPutAddress :: !GYAddress\n , arsBetParams :: !BetRefParams\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Input parameters to add for reference input.\ndata AddRefInputParams = AddRefInputParams\n { ariUsedAddrs :: ![GYAddress]\n , ariChangeAddr :: !GYAddress\n , ariCollateral :: !(Maybe GYTxOutRefCbor)\n , ariPutAddress :: !GYAddress\n , ariBetAnswer :: !Integer\n } deriving (Show, Generic, FromJSON, Swagger.ToSchema)\n-- | Return type for our API endpoints defined here.\ndata UnsignedTxResponse = UnsignedTxResponse\n { urspTxBodyHex :: !T.Text -- ^ Unsigned transaction cbor.\n , urspTxFee :: !(Maybe Integer) -- ^ Tx fees.\n , urspUtxoRef :: !(Maybe GYTxOutRef) -- ^ Some operations might need to show for relevant UTxO generated.\n } deriving (Show, Generic, FromJSON, ToJSON, Swagger.ToSchema)\n-- | Construct `UnsignedTxResponse` return type for our endpoint given the transaction body & relevant index for UTxO (if such exists).\nunSignedTxWithFee :: GYTxBody -> Maybe GYTxOutRef -> UnsignedTxResponse\nunSignedTxWithFee txBody mUtxoRef = UnsignedTxResponse\n { urspTxBodyHex = T.pack $ txToHex $ unsignedTx txBody\n , urspTxFee = Just $ txBodyFee txBody\n , urspUtxoRef = mUtxoRef\n }\n-- | Type for our Servant API.\ntype BetRefApi =\n \"place\"\n :> ReqBody '[JSON] PlaceBetRefParams\n :> Post '[JSON] UnsignedTxResponse\n :<|> \"take\"\n :> ReqBody '[JSON] TakeBetRefParams\n :> Post '[JSON] UnsignedTxResponse\n :<|> \"add-ref-script\"\n :> ReqBody '[JSON] AddRefScriptParams\n :> Post '[JSON] UnsignedTxResponse\n :<|> \"add-ref-input\"\n :> ReqBody '[JSON] AddRefInputParams\n :> Post '[JSON] UnsignedTxResponse\n-- | Serving our API.\nhandleBetRefApi :: Ctx -> ServerT BetRefApi IO\nhandleBetRefApi ctx = handlePlaceBet ctx\n :<|> handleTakeBet ctx\n :<|> handleAddRefScript ctx\n :<|> handleOracleRefInput ctx\n-- | Handle for place bet operation.\nhandlePlaceBet :: Ctx -> PlaceBetRefParams -> IO UnsignedTxResponse\nhandlePlaceBet ctx PlaceBetRefParams{..} = do\n let brp = betParamsToScript pbrBetParams\n validatorAddress <- runQuery ctx (betRefAddress brp)\n txBody <- runTxI ctx pbrUsedAddrs pbrChangeAddr pbrCollateral\n $ placeBet pbrRefScript (betParamsToScript pbrBetParams) (Script.OracleAnswerDatum pbrBetGuess) pbrBetAmt (head pbrUsedAddrs) pbrPrevBetRef\n placeUtxoRef <- case find (\\utxo -> utxoAddress utxo == validatorAddress) $ utxosToList $ txBodyUTxOs txBody of\n Nothing -> fail \"Shouldn't happen: No reference for placed bet in body\"\n Just utxo -> pure $ utxoRef utxo\n pure $ unSignedTxWithFee txBody $ Just placeUtxoRef\n-- | Handle for take bets operation.\nhandleTakeBet :: Ctx -> TakeBetRefParams -> IO UnsignedTxResponse\nhandleTakeBet ctx TakeBetRefParams{..} = do\n txBody <- runTxI ctx tbrUsedAddrs tbrChangeAddr tbrCollateral\n $ takeBets tbrRefScript (betParamsToScript tbrBetParams) tbrPrevBetRef (head tbrUsedAddrs) tbrOracleRefInputRef\n pure $ unSignedTxWithFee txBody Nothing\n-- | Handle for adding reference script.\nhandleAddRefScript :: Ctx -> AddRefScriptParams -> IO UnsignedTxResponse\nhandleAddRefScript ctx AddRefScriptParams{..} = do\n let validator = betRefValidator' (betParamsToScript arsBetParams)\n txBody <- runTxI ctx arsUsedAddrs arsChangeAddr arsCollateral\n $ pure $ addRefScript' arsPutAddress validator\n let refs = Limbo.findRefScriptsInBody txBody\n outRef <- case Map.lookup (Some (validatorToScript validator)) refs of\n Nothing -> fail \"Shouldn't happen: No reference for added Script in body\"\n Just ref -> return ref\n pure $ unSignedTxWithFee txBody $ Just outRef\n-- | Handle for adding reference input.\nhandleOracleRefInput :: Ctx -> AddRefInputParams -> IO UnsignedTxResponse\nhandleOracleRefInput ctx AddRefInputParams{..} = do\n let ourDatumPlutus = Script.OracleAnswerDatum ariBetAnswer\n ourDatumGY = datumFromPlutusData ourDatumPlutus\n txBody <- runTxI ctx ariUsedAddrs ariChangeAddr ariCollateral\n $ pure $ addRefInput' ariPutAddress ourDatumPlutus\n let utxos = utxosToList $ txBodyUTxOs txBody\n ourDatumHash = hashDatum ourDatumGY\n mRefInputUtxo = find (\\utxo ->\n case utxoOutDatum utxo of\n GYOutDatumHash dh -> ourDatumHash == dh\n GYOutDatumInline d -> ourDatumGY == d\n GYOutDatumNone -> False\n ) utxos\n case mRefInputUtxo of\n Nothing -> fail \"Shouldn't happen: Couldn't find the desired UTxO in Tx outputs\"\n Just GYUTxO {utxoRef} -> pure $ unSignedTxWithFee txBody $ Just utxoRef","wrap-up#Wrap-Up":"Our both the endpoints file (transaction submition & transaction building) our wrapped up in our Api.hs following the usual servant boilerplate.\n-- | Type for our Servant API.\ntype Api =\n \"tx\" :> TxAPI\n :<|> \"betref\" :> BetRefApi\nappApi :: Proxy Api\nappApi = Proxy\napiSwagger :: Swagger\napiSwagger = toSwagger appApi\napiServer :: Ctx -> ServerT Api IO\napiServer ctx =\n handleTx ctx\n :<|> handleBetRefApi ctx\nNow coming back to our server-main.hs file, we can now understand the highlighted code sections which relates to obtaining the Swagger file (generated from apiSwagger function above) and running up our servant server.\nWe follow simpleCorsResourcePolicy (also allowing Content-Type request header) so that calls by our front-end (which runs on different origin) don't get blocked.\n-- | Getting path for our core configuration.\nparseArgs :: IO FilePath\nparseArgs = do\n args <- getArgs\n case args of\n coreCfg: _ -> return coreCfg\n _invalidArgument -> fail \"Error: wrong arguments, needed a path to the CoreConfig JSON configuration file\\n\"\nmain :: IO ()\nmain = do\n putStrLn \"Writing Swagger file ...\"\n BL8.writeFile \"swagger-api.json\" (encodePretty apiSwagger)\n putStrLn \"parsing Config ...\"\n coreCfgPath <- parseArgs\n coreCfg <- coreConfigIO coreCfgPath -- Parsing our core configuration.\n putStrLn \"Loading Providers ...\"\n withCfgProviders coreCfg \"api-server\" $ \\providers -> do\n let port = 8081\n ctx = Ctx coreCfg providers\n putStrLn $ \"Starting server at \\n \" <> \"http://localhost:\" <> show port\n run port $ app ctx\napp :: Ctx -> Application\napp ctx = cors (const $ Just simpleCorsResourcePolicy { corsRequestHeaders = [HttpTypes.hContentType] }) $ serve appApi $ hoistServer appApi (Handler . ExceptT . try) $ apiServer ctx\nNext we'll see how to call these endpoints in our front-end!"}},"/getting-started/how-to-build":{"title":"How to build?","data":{"":"We currently support GHC version 9.2.8 and compilation is tested with cabal version 3.10.2.0.Besides basic Haskell tooling (GHC and cabal), since we depend upon libraries used in cardano-node, one would need to have additional dependencies as described in this guide related to building node from source. When referring to that guide, for our purposes, section on \"Installing the Haskell environment\" and sections following (& including) \"Downloading the source code for cardano-node\" are irrelevant.Additionally one would need libpq-dev or postgresql installed in their environment otherwise an error suggesting missing pg_config can occur.We build Atlas in our Github CI using environment described here which one can also refer if they encounter a build failure.To verify if environment is configured properly, one can clone Atlas repository from here and run cabal build all to see if build is successful.","building-with-nix#Building with Nix":"Alternatively, we provide a nix shell with all dependencies baked in. Please refer to this guide on how to configure nix and later one can enter development shell via nix develop."}},"/getting-started/integration-tests":{"title":"Integration Tests","data":{"":"We already saw how we can conveniently write tests for our smart contract using our wrapper upon Plutus simple model. But these tests were running against a mock ledger, i.e., we really were just simulating it by having some mock data-structures (say set of UTxOs) which were getting updated on submission of successful transaction. We could however write tests to test against the real node and have it slightly more convenient to program against by spinning up our own private network (privnet for short). Here is the table which outlines the differences between the two approaches:\nTests using PSM Wrapper\tTests using Private Network\tRuns against mock ledger\tRuns against real node\tEach unit test gets fresh set of wallets (having original balance)\tEach subsequent unit test continues upon the effects caused by previous ones\tFast, purer (no IO) & convenient\tSlow as each slot is configured to be 0.1 second\t\nThus these tests are suitable for integration testing.","spinning-up-private-network#Spinning up private network":"To access our private network in Atlas, we'll be using \"Local node with Kupo\" provider and so, cardano-node & Kupo version is expected to be 8.1.2 & 2.7.2 respectively.\nOur private network is adapted from WoofPool's cardano-private-testnet-setup repository.To spin up it up:\nClone this repository. Make sure to not clone it in some deep nested path as then the path length towards the generated socket file (node.sock) may exceed 108 characters.\nEnter it & checkout geniusyield branch.\nEnter the following in terminal: ./scripts/automate.sh (you would need to have cardano-node & cardano-cli available in your PATH).\nOnce it says, \"Congrats! Your network is ready for use!\" we are ready to move forward and setup Kupo.Assuming TESTNET environment variable points to the directory of clone private testnet repository, we can start Kupo with following command:\nkupo \\\n --node-socket $TESTNET/private-testnet/node-spo1/node.sock \\\n --node-config $TESTNET/private-testnet/configuration.yaml \\\n --since origin \\\n --match \"*\" \\\n --prune-utxo \\\n --in-memory\nWe are now complete with our setup. To run tests, execute KUPO_URL=http://localhost:1442 GENIUSYIELD_PRIVNET_DIR=$TESTNET/private-testnet cabal run betref-privnet-tests -- -j1 inside our example project folder.The -j1 is needed so that the tests run sequentially.\nRemember to stop (CTRL-C, and killall cardano-node) the private testnet, or it will eventually eat all of your disk space.\nThe way we have it setup for our test boilerplate is that we have nine users where users second to nine start with the following balances:\n5 UTxOs each containing thousand ada\n1 million each of gold & iron tokens\nFirst user is called \"funder\" as it has far more ada (couple of 100 thousands) and the number of gold & iron tokens is 2 millions.We'll also see how to create a new user soon, if required.\nUnless you kill & restart the private network, running your privnet tests again, would have them run in the modified network state.","understanding-our-first-test#Understanding our first test":"The tests are written in this file and are being called here.\nHere is the code (& explanation follows after it):\n testCaseSteps \"Balance checks & taking pot by closest guesser should pass\" $ \\info -> withSetup setup info $ \\ctx -> do\n -- First step: Construct the parameters and obtain validator from it.\n --\n -- Let's define a new User to represent Oracle (not necessary though)\n oracleUser <- newTempUserCtx ctx (ctxUserF ctx) (valueFromLovelace 20_000_000) def\n (currentSlot, slotConfig) <- getSlotAndConfig ctx\n let betUntilSlotDelta = 100\n betRevealSlotDelta = 200\n betUntilTime = slotToBeginTimePure slotConfig (unsafeAdvanceSlot currentSlot betUntilSlotDelta)\n betRevealTime = slotToBeginTimePure slotConfig (unsafeAdvanceSlot currentSlot betRevealSlotDelta)\n brp = BetRefParams (pubKeyHashToPlutus $ userPkh oracleUser) (timeToPlutus betUntilTime) (timeToPlutus betRevealTime) (valueToPlutus $ valueFromLovelace 10_000_000)\n validator = betRefValidator' brp\n validatorAddress <- ctxRunC ctx (ctxUserF ctx) $ betRefAddress brp\n -- Second step: Putting reference script for validator.\n refScript <- addRefScriptCtx ctx (ctxUserF ctx) (validatorToScript validator)\n -- Third step: Put some bets.\n --\n -- 1st bet.\n txBodyLock <- ctxRunI ctx (ctxUser3 ctx) $ placeBet refScript brp (OracleAnswerDatum 1) (valueFromLovelace 10_000_000) (userAddr (ctxUser3 ctx)) Nothing\n lockedORef <- findOutput validatorAddress txBodyLock\n void $ submitTx ctx (ctxUser3 ctx) txBodyLock\n -- Balance of `(ctxUser2 ctx)` before placing the bet\n balance <- ctxQueryBalance ctx (ctxUser2 ctx)\n --\n -- 2nd bet.\n txBodyLockUser2 <- ctxRunI ctx (ctxUser2 ctx) $ placeBet refScript brp (OracleAnswerDatum 2) (valueFromLovelace 20_000_000) (userAddr (ctxUser2 ctx)) (Just lockedORef)\n lockedORef <- findOutput validatorAddress txBodyLockUser2\n void $ submitTx ctx (ctxUser2 ctx) txBodyLockUser2\n --\n -- 3rd bet.\n txBodyLock <- ctxRunI ctx (ctxUser3 ctx) $ placeBet refScript brp (OracleAnswerDatum 3) (valueFromLovelace 35_000_000) (userAddr (ctxUser3 ctx)) (Just lockedORef)\n lockedORef <- findOutput validatorAddress txBodyLock\n void $ submitTx ctx (ctxUser3 ctx) txBodyLock\n -- Fourth step, get the bets pot.\n --\n -- Let's first wait for the required amount\n ctxWaitUntilSlot ctx (unsafeAdvanceSlot currentSlot betRevealSlotDelta) -- here this `currentSlot` is what we obtained sometime ago, the actual current slot has certainly increased a lot by now.\n --\n -- Let's then add for the reference input\n refInputORef <- addRefInputCtx ctx (ctxUserF ctx) True (userAddr oracleUser) (datumFromPlutusData (OracleAnswerDatum 2))\n --\n -- Unlock operation\n txBodyUnlock <- ctxRunI ctx (ctxUser2 ctx) $ takeBets refScript brp lockedORef (userAddr (ctxUser2 ctx)) refInputORef\n void $ submitTx ctx (ctxUser2 ctx) txBodyUnlock\n --\n -- Balance of `(ctxUser2 ctx)` after unlocking\n let adaExpectedIncrease = valueFromLovelace 45_000_000\n assertUserFunds (txBodyFee txBodyUnlock + txBodyFee txBodyLockUser2) ctx (ctxUser2 ctx) $ balance <> adaExpectedIncrease\nThe first line testCaseSteps \"test description\" $ \\info -> withSetup setup info $ \\ctx -> do can be seen as a boilerplate for all of your tests.ctx denotes the so called context (of type Ctx) and contains information about our users, additional tokens, etc. It is defined in GeniusYield.Test.Privnet.Ctx module and it is essential to go over that module if you intend to write these tests.Variable info is used to log messages and you can use it in your test's do block like info $ printf \"Hello from %s\" \"Atlas\"We next see the use of newTempUserCtx utility function. As mentioned before, we already have nine users in our context, where they have the type User:\ndata User = User\n { userPaymentSKey :: !GYPaymentSigningKey\n , userStakeSKey :: !(Maybe GYStakeSigningKey)\n , userAddr :: !GYAddress\n }\nBut at rare times, we might need to create a new user. Such a user would not be part of the context and thus would be local to the test creating it.We can do that with the help of newTempUserCtx function. It accepts the context parameter, the user which will fund this new user, the value to be given to this new user and a value of type CreateUserConfig.Next we see the use of getSlotAndConfig function. Earlier when we wrote for PSM tests, we could work in absolute slots as we were always running each test from the beginning of ledger but this is not the case here. Thus, we would need to work with relative slots, i.e., we find the current slot and then add offset with respect to it. Function getSlotAndConfig has the following definition:\ngetSlotAndConfig :: Ctx -> IO (GYSlot, GYSlotConfig)\ngetSlotAndConfig ctx = do\n slot <- ctxCurrentSlot ctx\n sc <- ctxSlotConfig ctx\n return (slot, sc)\nNext we compute for our contract parameters and since we already obtained the slot config, we can use slotToBeginTimePure instead of slotToBeginTime.We next see the use of ctxRunC. To understand it, we need to first look at signature of ctxRunF.\nctxRunF :: forall t v. Traversable t => Ctx -> User -> GYTxMonadNode (t (GYTxSkeleton v)) -> IO (t GYTxBody)\nWe see that it has a type variable t which should have an instance of Traversable. The other two functions, namely ctxRunC & ctxRunI call this ctxRunF function with suitable instantiation of type variable t.Here is the table which explains about these three (ctxRunF, ctxRunC & ctxRunI) related functions:\nFunction\tWhen to use?\tWhat does it do?\tctxRunI\tWhen you want to build for single GYTxSkeleton\tIt wraps our skeleton under Identity, that is what suffix I stands for\tctxRunF\tWhen you have say multiple skeletons, like [GYTxSkeleton], or Maybe GYTxSkeleton\t-\tctxRunC\tWhen you don't want to build skeletons. This is in particular useful for operations like utxosAtAddress\tThe type constructor Const is defined as newtype Const a b = Const { getConst :: a } and therefore type parameter b is phantom and thus this function helps us ignore for GYTxSkeleton\t\nWe next add for reference script using helper utility function addRefScriptCtx.We then start placing our bets, once we have the transaction body, we use findOutput function which gives us the reference to the UTxO (the first one it finds) that is being locked at the script address.After placing our bets, we use ctxWaitUntilSlot to wait till the unlock slot.Note that we queried the balance of unlocker so that we can compare with it later.We next add for our reference input using addRefInputCtx helper utility function.Next we perform the unlock operation (calling our takeBets operation).Lastly, we verify that the unlocker was able to take all the bets by comparing the balance using assertUserFunds method. Here is it's definition:\n-- | Asserts if the user funds change as expected. This function subtracts fees from the given expected value.\nassertUserFunds :: Integer -> Ctx -> User -> GYValue -> IO ()\nassertUserFunds fees ctx u expectedValue = do\n currentValue <- ctxQueryBalance ctx u\n let expectedValue' = expectedValue `valueMinus` valueFromLovelace fees\n assertBool (unwords [\"The value didn't change as expected\",\n \"\\nExpected: \", show expectedValue',\n \"\\nCurrent: \", show currentValue])\n (currentValue == expectedValue')","writing-a-failing-test#Writing a failing test":"Now let's see another test where we slightly modify the last step (all the rest is same) and this time we instead try to take funds by not the closest guesser.\n -- Fourth step, get the bets pot.\n --\n -- Let's first wait for the required amount\n ctxWaitUntilSlot ctx (unsafeAdvanceSlot currentSlot betRevealSlotDelta) -- here this `currentSlot` is what we obtained sometime ago, the actual current slot has certainly increased a lot by now.\n --\n -- Let's then add for the reference input\n refInputORef <- addRefInputCtx ctx (ctxUserF ctx) True (userAddr oracleUser) (datumFromPlutusData (OracleAnswerDatum 2))\n --\n -- Unlock operation\n -- But this time by wrong guesser\n assertThrown isTxBodyErrorAutoBalance $ ctxRunI ctx (ctxUser3 ctx) $ takeBets refScript brp lockedORef (userAddr (ctxUser3 ctx)) refInputORef\nNotice that we try catching the error using assertThrown function. Here isTxBodyErrorAutoBalance is defined as (both this & assertThrown have their definitions in GeniusYield.Test.Privnet.Asserts module):\nisTxBodyErrorAutoBalance :: BuildTxException -> Bool\nisTxBodyErrorAutoBalance (BuildTxBodyErrorAutoBalance _) = True\nisTxBodyErrorAutoBalance _ = False\nThus our assertThrown function checks for two things:\nWhether our action indeed raises an exception.\nIf an exception is raised, does it satisfy our predicate? For instance, here our predicate was isTxBodyErrorAutoBalance.\nYou can also catch for IO error like:\n errored <- catchIOError (submitTx ctx (ctxUserF ctx) txBody >> pure False) (\\_ -> pure True)\n unless errored $ assertFailure \"Expecting an IOError exception\"\nWith this we conclude upon writing integration tests.For convenience, you can write a bash script which combines setup, running tests & closing the privnet all into one simple script.Even though this user is local to the test which created it, it would still persist in our private network.Technically, it's not wrapper that is happening place here but rather we coerce with Identity newtype.Therefore this function is intended to be used when we create only a single output for an external address.https://unix.stackexchange.com/q/367008."}},"/getting-started/operations":{"title":"Operations over Contract","data":{"":"Having understood the contract. Now is the time we actually start using our framework to build the transactions for it.The main principle to understand here is that - we only need to give the essentials, i.e. we only specify what we want and it is the job of the framework to do the rest.For instance, we may tell that we want to consume a specific input belonging to the script's address and generate a specific output. Given that, it becomes framework's job to do the rest, say:\nSelect available UTxO's in user's wallet and generate suitable change output to balance the transaction, considering fees.\nMake sure all generated UTxO's satisfy minimum ada requirement.\nHandle collateral.\netc, etc.\nThus, we only specify at high-level what we want. This would become clear as we actually start writing operations for our contract.Entire code for these operations is available here.\nWhen working with Atlas inside your project, since Atlas isn't on Hackage, you'll need to specify it as a remote package inside your cabal.project. Moreover, since Atlas itself relies on dependencies which are outside Hackage, those would need to be specified too. To streamline this, it's best to use the cabal.project mentioned in atlas-examples repository where you would just need to modify packages: stanza depending upon your project.","operation-1-generating-address-for-our-smart-contract#Operation 1: Generating address for our Smart Contract":"","generating-validator-for-our-smart-contract#Generating Validator for our Smart Contract":"Following the usual drill, we generate the Validator given contract parameters (following is written in file Compiled.hs):\n-- | Generates validator given params.\nbetRefValidator :: BetRefParams -> PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ())\nbetRefValidator betRefParams =\n $$(PlutusTx.compile [|| mkBetRefValidator||]) `PlutusTx.unsafeApplyCode` PlutusTx.liftCode plcVersion100 betRefParams\nNote that since spending validator takes in a datum, redeemer and a script context and thus it's type signature, PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) takes three PlutusTx.BuiltinData. We encapsulate it with GYValidator inside framework.Likewise minting policies and stake validators take in only redeemer and script context, thus having type PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) which is represented in Atlas as GYMintingPolicy and GYStakeValidator respectively.GYValidator, GYMintingPolicy and GYStakeValidator are nothing but newtype wrapper around GYScript where GYScript holds information of raw serialized Plutus script, version of Plutus ledger language and script's hash.Thus encapsulating GYScript under say GYValidator gives us additional context regarding script's purpose.\nCheckout GeniusYield.Types.Script module for definitions of these types and corresponding helper utilities.\nThe mentioned GeniusYield.Types.Script module contains a lot of helper utilities such as validatorFromPlutus which takes in Plutus's PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) type to give out GYValidator. Though there has been slight abuse in mentioning type here as what is actually given out is GYValidator v where type variable v is of kind PlutusVersion which is defined in GeniusYield.Types.PlutusVersion module and is used to tag plutus ledger version of our validator script.If we look at the type signature of validatorFromPlutus, we see: validatorFromPlutus :: forall v. SingPlutusVersionI v => PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) -> GYValidator v where for the time being we can ignore the description of the typeclass SingPlutusVersionI besides noting the fact that only types (currently 'PlutusV1 & 'PlutusV2) of kind PlutusVersion have an instance for it. So here, our function validatorFromPlutus works for all type variable v which have an instance of SingPlutusVersionI but there is no way to learn what this v is based solely on the input PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) and therefore, caller must specify it, either by providing type signature (of callee or caller due to type inference) or by using visible type application. Our first operation does make use of it but before looking at it, we need to understand about GYTxQueryMonad.","interlude---gytxquerymonad#Interlude - GYTxQueryMonad":"When we want to obtain the address of the script from its hash, besides the hash, we also need to know the network we are currently operating at. Is it some testnet or mainnet?Similarly, transaction building involves querying the ledger for various information like say querying UTxO's present at one's address, similarly it might need help of some chain indexer to query datum in case output contains only the datum's hash.All of this is captured by typeclass GYTxQueryMonad documented here. It is strongly advised to see methods made available by it.So, if we are working inside a monad which happens to also provide an instance for it, we would happily be able to query such an information.","generating-address#Generating address":"In this operation, we only need to obtain network details with the help of this monad. Here is the code to obtain address (notice that we have provided multiple versions of the same code here):\nType of scriptAddress used below is scriptAddress :: forall (m :: * -> *) (v :: PlutusVersion). GYTxQueryMonad m => GYValidator v -> m GYAddress. Thus with respect to type application, the first parameter is for monad and second one is PlutusVersion kinded.Internally this function queries for network details.\n-- A. Type is given by `scriptAddress`.\n-- | Validator in question, obtained after giving required parameters.\nbetRefValidator' :: SingPlutusVersionI v => BetRefParams -> GYValidator v\nbetRefValidator' brp = validatorFromPlutus $ betRefValidator brp\n-- | Address of the validator, given params.\nbetRefAddress :: (HasCallStack, GYTxQueryMonad m) => BetRefParams -> m GYAddress\nbetRefAddress brp = scriptAddress @_ @'PlutusV2 $ betRefValidator' brp\n-- B. Type is given by `validatorFromPlutus` using type application.\n-- | Validator in question, obtained after giving required parameters.\nbetRefValidator' brp = validatorFromPlutus @'PlutusV2 $ betRefValidator brp\n-- | Address of the validator, given params.\nbetRefAddress :: (HasCallStack, GYTxQueryMonad m) => BetRefParams -> m GYAddress\nbetRefAddress brp = scriptAddress $ betRefValidator' brp\n-- C. Type is specified using signature.\n-- | Validator in question, obtained after giving required parameters.\nbetRefValidator' :: BetRefParams -> GYValidator 'PlutusV2\nbetRefValidator' brp = validatorFromPlutus $ betRefValidator brp\n-- | Address of the validator, given params.\nbetRefAddress :: (HasCallStack, GYTxQueryMonad m) => BetRefParams -> m GYAddress\nbetRefAddress brp = scriptAddress $ betRefValidator' brp\nWell what is this monad m being used here? Well any! As long as it has an instance for GYTxQueryMonad. When we will start writing tests, then we'll use all of these operations and most likely how to use them would become clear then.","operation-2-adding-input-to-refer-later-reference-input#Operation 2: Adding Input to refer later (Reference Input)":"","interlude---gytxskeleton#Interlude - GYTxSkeleton":"As mentioned before, we just mention at high level what we want in a transaction. This is captured by GYTxSkeleton datatype and its description is mentioned below.\nFields\tRepresented by\tAdditional details\tInputs\tgytxIns\tIt is a list of inputs where for each input, we have its UTxO reference (the \"TxIn\" as the cardano ledger specification calls it) and a witness. In case this UTxO doesn't belong to a script, we just need spending key witness, otherwise we need the associated script, its datum and input redeemer where the associated script could be provided as part of this transaction body or could be obtained from reference input. See GeniusYield.Types.TxIn.\tOutputs\tgytxOuts\tList of outputs produced by this transaction where for each output we can mention whether the datum is to be inlined or not and whether this output stores any script. See GeniusYield.Types.TxOut.\tReference Inputs\tgytxRefIns\tSet of reference to UTxOs corresponding to reference inputs.\tMints\tgytxMint\tMap of minting policy to pair of redeemer and another map for token name to mint amount for that token.\tWithdrawals\tgytxWdrls\tIt is a list of withdrawals. Each withdrawal is specified by the concerned stake address with it's associated available rewards and witness. Witness could either be a key witness or a script witness.\tSignatories\tgytxSigs\tSet of Public Key Hash of Signatories.\tCertificates\tgytxCerts\tList of transaction certificates.\tValid after\tgytxInvalidBefore\tJust the corresponding node slot.\tValid before\tgytxInvalidAfter\tSame as above.\tMetadata\tgytxMetadata\tTransaction metadata.\t\nWhen constructing the transaction, we just need to specify what we want in this skeleton.This skeleton naturally has a monoid instance where two skeletons are combined by running mappend over each of their fields. We have utility functions defined in the same (GeniusYield.TxBuilder.Class) module like:\nmustHaveOutput :: GYTxOut v -> GYTxSkeleton v\nmustHaveOutput o = emptyGYTxSkeleton {gytxOuts = [o]}\nmustHaveInput :: GYTxIn v -> GYTxSkeleton v\nmustHaveInput i = emptyGYTxSkeleton {gytxIns = [i]}\nmustHaveRefInput :: VersionIsGreaterOrEqual v PlutusV2 => GYTxOutRef -> GYTxSkeleton v\nmustHaveRefInput i = emptyGYTxSkeleton { gytxRefIns = GYTxSkeletonRefIns (Set.singleton i) }\nmustMint :: GYMintingPolicy u -> GYRedeemer -> GYTokenName -> Integer -> GYTxSkeleton v\nmustMint p r tn n = emptyGYTxSkeleton {gytxMint = Map.singleton (Some p) (Map.singleton tn n, r)}\nmustBeSignedBy :: GYPubKeyHash -> GYTxSkeleton v\nmustBeSignedBy pkh = emptyGYTxSkeleton {gytxSigs = Set.singleton pkh}\nisInvalidBefore :: GYSlot -> GYTxSkeleton v\nisInvalidBefore s = emptyGYTxSkeleton {gytxInvalidBefore = Just s}\nisInvalidAfter :: GYSlot -> GYTxSkeleton v\nisInvalidAfter s = emptyGYTxSkeleton {gytxInvalidAfter = Just s}\nmustHaveTxMetadata :: Maybe GYTxMetadata -> GYTxSkeleton v\nmustHaveTxMetadata m = emptyGYTxSkeleton {gytxMetadata = m}\nmustHaveWithdrawal :: GYTxWdrl v -> GYTxSkeleton v\nmustHaveWithdrawal w = mempty {gytxWdrls = [w]}\nmustHaveCertificate :: GYTxCert v -> GYTxSkeleton v\nmustHaveCertificate c = mempty {gytxCerts = [c]}\nThus we can specify that our transaction must have this output (using mustHaveOutput) and that output and must have this input (using mustHaveInput) and so on... and combine them all into a single skeleton using mappend.","skeleton-for-adding-reference-input#Skeleton for adding reference input":"Here we want to create an output at a given address (Oracle's address) with the given datum. This UTxO is to be later used as a reference input by script where the script would refer to its datum. Here we have decided to keep this datum inline.\n-- | Add UTxO to be used as reference input at a given address with given datum.\naddRefInput :: GYAddress -> OracleAnswerDatum -> GYTxSkeleton 'PlutusV2\naddRefInput addr dat =\n mustHaveOutput $ GYTxOut addr mempty (Just (datumFromPlutusData dat, GYTxOutUseInlineDatum)) Nothing\n -- Note that the value can be empty as tx building logic would add the needed minimum UTxO ada.\nNote that we have mentioned the value as empty for this UTxO and this is one of the beauties of our framework that it will itself manage adding lovelaces to satisfy minimum ada requirement.","q-can-you-create-a-skeleton-for-adding-reference-script#Q: Can you create a skeleton for adding reference script?":"Toggle Answer \nGiven the output address addr :: GYAddress{:haskell} and the Plutus V2 validator script :: GYValidator 'PlutusV2{:haskell}, we can write mustHaveOutput $ GYTxOut addr mempty (Just (datumFromPlutusData (), GYTxOutDontUseInlineDatum)) (Just $ validatorToScript script){:haskell}","operation-3-placing-a-bet#Operation 3: Placing a bet":"","placing-the-first-bet#Placing the first bet":"In case this is a first bet (a program handling the bets can decide whether the bet being placed by the user is first or not by querying the UTxOs at the script address), then we just need to produce an output at the script address with the bet value and our guess.\n-- | Operation to place bet.\nplaceBet :: (HasCallStack, GYTxMonad m)\n => GYTxOutRef -- ^ Reference Script.\n -> BetRefParams -- ^ Validator Params.\n -> OracleAnswerDatum -- ^ Guess.\n -> GYValue -- ^ Bet amount to place.\n -> GYAddress -- ^ Own address.\n -> Maybe GYTxOutRef -- ^ Reference to previous bets UTxO (if any).\n -> m (GYTxSkeleton PlutusV2)\nplaceBet refScript brp guess bet ownAddr mPreviousBetsUtxoRef = do\n pkh <- addressToPubKeyHash' ownAddr\n betAddr <- betRefAddress brp\n case mPreviousBetsUtxoRef of\n -- This is the first bet.\n Nothing -> do\n return $ mustHaveOutput $ GYTxOut\n { gyTxOutAddress = betAddr\n , gyTxOutValue = bet\n , gyTxOutDatum = Just (datumFromPlutusData $ BetRefDatum [(pubKeyHashToPlutus pkh, guess)] (valueToPlutus bet), GYTxOutDontUseInlineDatum)\n , gyTxOutRefS = Nothing\n }\nAt this point, it should be clear what is happening in the above code block. This function is somewhat overloaded and is handling both the cases whether the bet is first or not and it determines this using the presence of reference to a UTxO (representing previous bets) at validator script. In case there isn't one, i.e., Nothing for our Maybe value, we are placing the first bet. Notice that we mention that our datum shouldn't be inlined to output using GYTxOutDontUseInlineDatum.","placing-subsequent-bets#Placing subsequent bets":"Here we would be exercising script's logic for the first time. We would be consuming the UTxO present at script address. We have defined a function, viz. input which would take in the following parameters:\nBetRefParams: to generate the validator script or else we can read the script from the UTxO pertaining to reference script.\nReference to reference script UTxO.\nReference of script input to consume.\nThe datum present at this input. Recall that our datum was not inlined for this particular output, we therefore would need lookup the datum using lookupDatum to pass the actual datum to this function.\nRedeemer action.\nThus, we have its definition as:\n-- | Utility function to consume script UTxO.\ninput :: BetRefParams -> GYTxOutRef -> GYTxOutRef -> BetRefDatum -> BetRefAction -> GYTxSkeleton 'PlutusV2\ninput brp refScript inputRef dat red =\n mustHaveInput GYTxIn\n { gyTxInTxOutRef = inputRef\n , gyTxInWitness = GYTxInWitnessScript\n (GYInReference refScript $ validatorToScript $ betRefValidator' brp)\n (datumFromPlutusData dat)\n (redeemerFromPlutusData red)\n }\nIn case we didn't want to use reference script, we would write gyTxInWitness as:\ngyTxInWitness = GYTxInWitnessScript\n (GYInScript (validatorToScript $ betRefValidator' brp))\n (datumFromPlutusData dat)\n (redeemerFromPlutusData red)\nFollowing is the complete code for handling this case. Few comments to facilitate its understanding:\nWe first query the UTxO corresponding to previous bets at script address and we then query for its datum using utxoDatum' which tries its best to retrieve the datum and raises an exception in case it fails. This is its signature: utxoDatum' :: (GYTxQueryMonad m, Plutus.FromData a) => GYUTxO -> m (GYAddress, GYValue, a).\nNote: utxoAtTxOutRef' is a wrapper around utxoAtTxOutRef which raises an exception in case the result was Nothing.\nWe then see the use of gyLogDebug' which as you would expect is for logging purposes. The first argument that it takes correspond to namespace as used by Katip. This is where integration of off-chain and on-chain code really begins to shine ✨, having the Show instance defined for some of our on-chain types allows us to log them.\ntimeFromPlutus is as you'll expect - gives us the framework's representation of time from that of plutus. And enclosingSlotFromTime' uses ledger's information to determine the corresponding slot for the given time. We need this as cardano's node work in slots. We mention that our transaction is to be invalid after this slot using isInvalidAfter.\nWe mention that our transaction must have our public key hash as signatories when plutus smart contract asks for it using mustBeSignedBy.\nLastly, this transaction must generate an output to the script's address with the updated datum and added value.\nvalueToPlutus gives the corresponding value type used by plutus from what we have in our framework (viz., GYValue).\nAll these skeletons are combined together using mappend defined for GYTxSkeleton.\n -- Need to append to previous.\n Just previousBetsUtxoRef -> do\n previousUtxo <- utxoAtTxOutRef' previousBetsUtxoRef\n (_addr, previousValue, dat@(BetRefDatum previousGuesses _previousBet)) <- utxoDatum' previousUtxo\n gyLogDebug' \"\" $ printf \"previous guesses %s\" (show previousGuesses)\n betUntilSlot <- enclosingSlotFromTime' (timeFromPlutus $ brpBetUntil brp)\n gyLogDebug' \"\" $ printf \"bet until slot %s\" (show betUntilSlot)\n return $\n input brp refScript previousBetsUtxoRef dat (Bet guess)\n <> mustHaveOutput GYTxOut\n { gyTxOutAddress = betAddr\n , gyTxOutValue = bet <> previousValue\n , gyTxOutDatum = Just (datumFromPlutusData $ BetRefDatum ((pubKeyHashToPlutus pkh, guess) : previousGuesses) (valueToPlutus bet), GYTxOutDontUseInlineDatum)\n , gyTxOutRefS = Nothing\n }\n <> isInvalidAfter betUntilSlot\n <> mustBeSignedBy pkh","operation-4-taking-the-bet-pot#Operation 4: Taking the bet pot":"At this point, reading following code snippet should make sense as it is similar to what we have done before. Here note that we are using mustHaveRefInput to tell that the transaction must have the following UTxO reference as a reference input.\nObserve that we don't need to specify that the value we successfully consume from the script's UTxO must reach us because transaction balancer would add the change output to us.\n-- | Operation to take UTxO corresponding to previous bets.\ntakeBets :: (HasCallStack, GYTxMonad m)\n => GYTxOutRef -- ^ Reference Script.\n -> BetRefParams -- ^ Validator params.\n -> GYTxOutRef -- ^ Script UTxO to consume.\n -> GYAddress -- ^ Own address.\n -> GYTxOutRef -- ^ Oracle reference input.\n -> m (GYTxSkeleton PlutusV2)\ntakeBets refScript brp previousBetsUtxoRef ownAddr oracleRefInput = do\n pkh <- addressToPubKeyHash' ownAddr\n previousUtxo <- utxoAtTxOutRef' previousBetsUtxoRef\n (_addr, _previousValue, dat) <- utxoDatum' previousUtxo\n betRevealSlot <- enclosingSlotFromTime' (timeFromPlutus $ brpBetReveal brp)\n return $\n input brp refScript previousBetsUtxoRef dat Take\n <> isInvalidBefore betRevealSlot\n <> mustHaveRefInput oracleRefInput\n <> mustBeSignedBy pkh","additional-useful-features#Additional Useful Features":"","utxosdatums#utxosDatums":"Sometimes we want to see all valid UTxOs at our script address. In Cardano, anyone can form UTxO at any address and such a UTxO need not have valid datum as required by our script. utxosDatums can be used wither out invalid ones. See it's usage in Vesting example.","mustmint#mustMint":"We weren't minting any tokens in our example here and thus didn't make use of mustMint skeleton function. It's sample usage is given in this example. Which also illustrates how one can mint NFT and shows usage of someUTxO function which essentially gives some random UTxO belonging to wallet.","withdrawals-stake-validator--stake-certificates#Withdrawals, Stake Validator & Stake Certificates":"We haven't made use of withdrawals, stake certificates and stake validators in our example. A sample illustration is provided in this privnet test.This is making use of \"singletons\" and one can read about it from the \"Dependent Types\" chapter (the last one) in Thinking with Types book."}},"/getting-started/smart-contract-intro":{"title":"Smart Contract","data":{"":"Let's now start by writing a smart contract that we will use to convey framework's important features.\nThis contract is for illustrative purposes only. We do not recommend using it in a production environment.\nHere we'll be writing our smart contract in Haskell but do note that we are not limited to it. You for instance could write your smart contract in any language of your choice and read the compiled CBOR using scriptFromCBOR function defined here (Operations over Contract chapter explains about types such as GYScript, PlutusVersion which are used in this function). Similarly, there is readScript defined in the same file to read from the compiled text envelope file.","contract-description#Contract Description":"Setting here is that we have a sport match happening and a group of friends want to bet on the number of goals scored by their favorite team in it.Winner is the one whose guess is closest (and in case of tie - the one who takes it fastest!).The smart contract code is available here. This example was inspired by MLabs.\nSince the underlying version of plutus library we are using defaults to version 1.1.0 of plutus core, we need to explicitly set target-version to 1.0.0, and that is why there is ghc-options: -fplugin-opt PlutusTx.Plugin:target-version=1.0.0 in our cabal file.","contract-parameters#Contract Parameters":"brpOraclePkh :: PubKeyHash: We'll be using a reference input, and its datum will give us the actual result (the number of goals). Since the reference input UTxO must belong to Oracle, we check it using Oracle's payment public key hash.\nbrpBetUntil :: POSIXTime: Time until which bets can be placed.\nbrpBetReveal :: POSIXTime: Time that the Oracle will reveal the match results.\nbrpBetStep :: Value: Minimum value that bets must increase by.\nThus, the parameters of our contract are given by:\n-- | Our contract is parameterized with this.\ndata BetRefParams = BetRefParams\n { brpOraclePkh :: PubKeyHash -- ^ Oracle's payment public key hash. This is needed to assert that UTxO being looked at indeed belongs to the Oracle.\n , brpBetUntil :: POSIXTime -- ^ Time until which bets can be placed.\n , brpBetReveal :: POSIXTime -- ^ Time at which Oracle will reveal the correct match result.\n , brpBetStep :: Value -- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount.\n }\nPlutusTx.makeLift ''BetRefParams","reference-input-datum#Reference Input Datum":"The Oracle tells us the number of goals scored by the concerned team:\n-- | Goals made my the concerned team.\ntype TeamGoals = Integer\n-- | Match result given by the Oracle.\nnewtype OracleAnswerDatum = OracleAnswerDatum TeamGoals deriving newtype (Eq, Show)\nPlutusTx.unstableMakeIsData ''OracleAnswerDatum","contract-datum#Contract Datum":"It consists of two fields:\nList containing each person's guess along with their payment public key hash. Key hash is used to tie guess with the guesser. Every time a new guess is made, we prepend it to this list.\nThis key hash is obtained from transaction signatories - we insist on key hash being present in signatories as otherwise anyone may override bet of someone else.\nAmount denoting the previously placed bet. Note that the total value in the UTxO belonging to contract is the culmination of all the previously placed bets and thus it isn't in general equal to last placed bet. We use this to assert that the newly placed bet is more than the previous one by brpBetStep amount.\n-- | List of guesses by users along with the maximum bet placed yet. A new guess gets /prepended/ to this list. Note that since we are always meant to increment previously placed bet with `brpBetStep`, the newly placed bet would necessarily be maximum (it would be foolish to initialize `brpBetStep` with some negative amounts).\ndata BetRefDatum = BetRefDatum\n { brdBets :: [(PubKeyHash, OracleAnswerDatum)]\n , brdPreviousBet :: Value\n }\nPlutusTx.unstableMakeIsData ''BetRefDatum","contract-redeemer#Contract Redeemer":"There are two actions available to user:\nTo place a bet - in which case they give their guess.\nTo take the bets in the pot after the result is out.\nThis is therefore codified as:\n-- | Redeemer representing choices available to the user.\ndata BetRefAction = Bet !OracleAnswerDatum -- ^ User makes a guess.\n | Take -- ^ User takes the pot.\nPlutusTx.unstableMakeIsData ''BetRefAction","contract-logic#Contract Logic":"","placing-a-bet#Placing a bet":"Initial bet gets placed as it is (in Cardano, spending validator script is executed only when spending an UTxO belonging to it but not for creating at it).For subsequent bets, we require three conditions:\nThe bet must be before (inclusive) the brpBetUntil time.\nThere must be exactly one continuing output at the script address whose datum shall have the current guess prepended to it along with the current bet amount.\nThe current bet must be more than the previous bet by at least brpBetStep amount.\nThis is coded as:\n{-# INLINABLE mkBetRefValidator' #-}\n-- | Core smart contract logic. Read its description from Atlas guide.\nmkBetRefValidator' :: BetRefParams -> BetRefDatum -> BetRefAction -> ScriptContext -> Bool\nmkBetRefValidator' (BetRefParams oraclePkh betUntil betReveal betStep) (BetRefDatum previousGuesses previousBet) brAction ctx =\n case brAction of\n Bet guess ->\n let\n sOut = case getContinuingOutputs ctx of\n [sOut'] -> sOut'\n _anyOtherMatch -> traceError \"Expected only one continuing output.\"\n outValue = txOutValue sOut\n sIn = maybe (traceError \"Could not find own input\") txInInfoResolved (findOwnInput ctx)\n inValue = txOutValue sIn\n (guessesOut, betOut) = case outputToDatum sOut of\n Nothing -> traceError \"Could not resolve for script output datum\"\n Just (BetRefDatum guessesOut' betOut') -> (guessesOut', betOut')\n in\n traceIfFalse\n \"Must be before `BetUntil` time\"\n (to betUntil `contains` validRange) &&\n traceIfFalse\n \"Guesses update is wrong\"\n ((signerPkh, guess) : previousGuesses == guessesOut) &&\n traceIfFalse\n \"The current bet must be more than the previous bet by atleast `brpBetStep` amount\"\n (outValue `geq` (inValue <> previousBet <> betStep)) &&\n traceIfFalse\n \"Out bet is wrong\"\n (betOut == outValue - inValue)\nWhere we have the following common helpers for both the redemeer actions:\n where\n info :: TxInfo\n info = scriptContextTxInfo ctx\n validRange :: POSIXTimeRange\n validRange = txInfoValidRange info\n signerPkh :: PubKeyHash\n signerPkh = case txInfoSignatories info of\n [signerPkh'] -> signerPkh'\n [] -> traceError \"No signatory\"\n _anyOtherMatch -> traceError \"Expected only one signatory\"\n outputToDatum :: FromData b => TxOut -> Maybe b\n outputToDatum o = case txOutDatum o of\n NoOutputDatum -> Nothing\n OutputDatum d -> processDatum d\n OutputDatumHash dh -> processDatum =<< findDatum dh info\n where processDatum = fromBuiltinData . getDatum","taking-the-bet-pot#Taking the bet pot":"In this case we require the following four conditions:\nThis operation must occur after (inclusive) brpBetReveal time.\nThe script must get fully spend, i.e., there shouldn't be any continuing outputs to this script address.\nThe reference input whose datum is used to see actual answer should belong to concerned Oracle.\nGuess should be closest among all.\nThis is therefore coded as:\n Take ->\n let\n Just guess = find ((== signerPkh) . fst) previousGuesses -- Note that `find` returns the first match. Since we were always prepending, this is valid.\n oracleIn = case filter (isNothing . txOutReferenceScript) (txInInfoResolved <$> txInfoReferenceInputs info) of\n [oracleIn'] -> oracleIn'\n [] -> traceError \"No reference input provided\"\n _anyOtherMatch -> traceError \"Expected only one reference input\"\n oracleAnswer = case outputToDatum oracleIn of\n Nothing -> traceError \"Could not resolve for datum\"\n (Just (OracleAnswerDatum oracleAnswer')) -> oracleAnswer'\n guessDiff = getGuessDiff $ snd guess\n getGuessDiff (OracleAnswerDatum g) = abs (oracleAnswer - g)\n oracleInPkh = case toPubKeyHash (txOutAddress oracleIn) of\n Nothing -> traceError \"Not PKH for oracle address\"\n Just pkh -> pkh\n in\n traceIfFalse\n \"Must be after `RevealTime`\"\n (from betReveal `contains` validRange) &&\n traceIfFalse\n \"Must fully spend Script\"\n (null (getContinuingOutputs ctx)) &&\n traceIfFalse\n \"Reference input must be from Oracle address (wrt Payment part)\"\n (oracleInPkh == oraclePkh) &&\n traceIfFalse\n \"Guess is not closest\"\n (all (\\pg -> getGuessDiff (snd pg) >= guessDiff) previousGuesses)\nAnd lo behold! This is our contract.For instance, here we assert that UTxO being used as reference input must belong to Oracle's address but do note that anyone can create an UTxO at Oracle's address."}},"/getting-started/unit-tests":{"title":"Unit Tests","data":{"":"Writing smart contracts & writing tests go hand in hand. Tests are also an excellent way to conveniently check working of our smart contract instead of building transactions using cardano-cli and submitting them to local node.Now that we have written our smart contract and defined the required operations over it, let's see whether its working as expected.Our test suite is a wrapper around Plutus simple model which is created by MLabs.\nMLabs is working on an evolution of PSM, namely CLB which is intended to work exclusively with Atlas. Thus, we have deprecated support of PSM and would soon document overhaul of this test suite. If you would like to avoid using PSM and wait till CLB is ready, you can skip to next section, namely, Integration Tests.Currently our PSM wrapper does not support operations related to staking, namely, stake key registration, delegation, de-registration and rewards withdrawal.","why-not-just-use-plutus-simple-model-instead-of-the-wrapper#Why not just use \"Plutus simple model\" instead of the wrapper?":"Reusability: Well firstly to maintain compatibility with our toolchain. For instance, our operations were making use of GYTxQueryMonad monad and thus to be able to reuse those same operations we would need to define an instance for it.\nAdditional checks: But secondly and more importantly, plutus simple model lacks some basic checks, for instance:\nWhether a UTxO satisfies minimum ada requirement.\nTransaction fees requirement.\nTransaction signatures requirement, etc.\nWe already handle these cases using our transaction building machinery and thus tests written here reflect the actual environment more.\nFor this guide there should be no need to go over the plutus simple model documentation but this doesn't mean that one shouldn't. It's very lucid and takes few minutes to cover and can be accessed by cloning their repository, entering the docs folder and running mdbook serve --open.","unit-tests-for-placing-a-bet-operation#Unit tests for placing a bet operation":"Entire code file for tests pertaining to this operation is available here. Note that we are using tasty to write our tests and a file calling these individual unit tests is here.\nOur objective here would be to write tests for each of our operation, hence the name \"unit tests\". Though one may write other sort of tests as well, including property based ones.","defining-run-for-placing-a-bet-operation#Defining Run for placing a bet operation":"Before any jibber-jabber, let's see the code so that we know it isn't as complex as it might seem:\nplaceBetRun :: GYTxOutRef -> BetRefParams -> OracleAnswerDatum -> GYValue -> Maybe GYTxOutRef -> GYTxMonadRun GYTxId\nplaceBetRun refScript brp guess bet mPreviousBetsUtxoRef = do\n addr <- ownAddress\n skeleton <- placeBet refScript brp guess bet addr mPreviousBetsUtxoRef\n sendSkeleton skeleton\nWhy do we call it \"run\"? Well if you have gone over the documentation of plutus simple model, you'll know that they have this \"Run\" monad where actually most of the test code gets executed and we have wrapper around this type, which we call GYTxMonadRun. But as an end developer, there is no need to understand about it.Also our GYTxMonadRun has an instance of GYTxQueryMonad.\nThe idea here is that any tests we do related to performing the bet operation would need to call the placeBet function which we have defined before. Therefore we have defined a run to call this function. Our placeBetRun function takes all those parameters which are required by placeBet function, except the address as that we are able to get using ownAddress function. ownAddress function is defined in GeniusYield.TxBuilder.Run module where actually most of the code related to our wrapper lives and it gives the address of the wallet running this run as we'll shortly see.Lastly sendSkeleton can be understood as submitting the transaction. It will update the mock ledger state and return the transaction id for the submitted transaction. Note that it does raise an exception in case it fails to submit the transaction.","understanding-testrun#Understanding testRun":"Before we see a trace calling the run we just defined, notice that in our testGroup, we have the first test written as:\ntestRun \"Balance checks after placing first bet\" $ firstBetTrace (OracleAnswerDatum 3) (valueFromLovelace 20_000_000) 0_182_793\nNow what is this testRun?This function takes a string to represent the name of the test and a continuation function (of type Wallets -> Run a) and then internally generates wallets to give to our continuation function.The type Wallets is defined as:\ndata Wallets = Wallets\n { w1 :: !Wallet\n , w2 :: !Wallet\n , w3 :: !Wallet\n , w4 :: !Wallet\n , w5 :: !Wallet\n , w6 :: !Wallet\n , w7 :: !Wallet\n , w8 :: !Wallet\n , w9 :: !Wallet\n } deriving (Show, Eq, Ord)\nwhere Wallet is:\ndata Wallet = Wallet\n { walletPaymentSigningKey :: !GYPaymentSigningKey\n , walletNetworkId :: !GYNetworkId\n , walletName :: !String\n }\n deriving (Show, Eq, Ord)\nThus our testRun function, generates these 9 wallets where each wallet is having the following three assets:\nMillion ada.\nMillion fakeGold.\nMillion fakeIron.\nwhere fakeGold and fakeIron are our two non-native assets.Each call to testRun (as you can see - we have multiple tests, all beginning with testRun) runs the given test with a fresh (new) blockchain ledger state having given the above balances to those 9 wallets.In our case, \"Balance checks after placing first bet\" is the name of the test and firstBetTrace (OracleAnswerDatum 3) (valueFromLovelace 20_000_000) 0_182_793 is our continuation function.","defining-a-trace-to-call-placebetrun#Defining a trace to call placeBetRun":"Now let's see the definition firstBetTrace we briefly encountered above:\n-- | Trace for placing the first bet.\nfirstBetTrace :: OracleAnswerDatum -- ^ Guess\n -> GYValue -- ^ Bet\n -> Wallets -> Run () -- Our continuation function\nfirstBetTrace dat bet ws@Wallets{..} = do\n -- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script\n (brp, refScript) <- computeParamsAndAddRefScript 40 100 (valueFromLovelace 200_000_000) ws\n void $ runWallet w1 $ do -- following operations are ran by first wallet, `w1`\n -- Second step: Perform the actual run.\n withWalletBalancesCheckSimple [w1 := valueNegate bet] $ do\n placeBetRun refScript brp dat bet Nothing\nHere the last argument is of type Wallets as we noted.Note that this function starts by calling computeParamsAndAddRefScript, therefore let's see about it:\n-- | Function to compute the parameters for the contract and add the corresponding refernce script.\ncomputeParamsAndAddRefScript\n :: Integer -- ^ Bet Until slot\n -> Integer -- ^ Bet Reveal slot\n -> GYValue -- ^ Bet step value\n -> Wallets -> Run (BetRefParams, GYTxOutRef) -- Our continuation\ncomputeParamsAndAddRefScript betUntil' betReveal' betStep Wallets{..} = do\n let betUntil = slotFromApi (fromInteger betUntil')\n betReveal = slotFromApi (fromInteger betReveal')\n fmap fromJust $ runWallet w1 $ do\n betUntilTime <- slotToBeginTime betUntil\n betRevealTime <- slotToBeginTime betReveal\n let brp = BetRefParams (pubKeyHashToPlutus $ walletPubKeyHash w8) (timeToPlutus betUntilTime) (timeToPlutus betRevealTime) (valueToPlutus betStep) -- let oracle be wallet `w8`.\n mORef <- addRefScript (walletAddress w9) (betRefValidator' brp)\n case mORef of\n Nothing -> fail \"Couldn't find index of the Reference Script in outputs\"\n Just refScript -> return (brp, refScript)\nOur first step is to construct the parameter (BetRefParams) for our parameterized contract. Recall its type is:\ndata BetRefParams = BetRefParams\n {\n brpOraclePkh :: PubKeyHash -- ^ Oracle's payment public key hash. This is needed to assert that UTxO being looked at indeed belongs to the Oracle.\n , brpBetUntil :: POSIXTime -- ^ Time until which bets can be placed.\n , brpBetReveal :: POSIXTime -- ^ Time at which Oracle will reveal the correct match result.\n , brpBetStep :: Value -- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount.\n }\nFor brpBetUntil, we choose slot 40 but since plutus works in posix time, we need to enter a monad having an instance of GYTxQueryMonad to get posix time from slot and therefore that calculation happens inside runWallet w1. Similarly for brpBetReveal we chose slot 100.\nrunWallet is a utility function which enables us to give the environment. Hm.. what environment you ask? Well in general when constructing the transaction from skeleton we need some context, like who is actually submitting this transaction? As we'll need their address to give them the change output. runWallet takes as first argument, the wallet to generate context from and then the actual run to run against this context.\nNow coming back to our parameters, for brpOraclePkh parameter, we chose that for wallet 8. And we take our step amount to be 200 ada.Though it is not required for this operation (where we place the first bet) but since our placeBet function is overloaded to accept the subsequent bet case too - we need to give reference to the UTxO containing reference script. For that we have a helper function called addRefScript which adds the given script at a given address (we chose that for wallet 9) and returns the reference to it (in Maybe).Now we are almost done to call our run with just one more line to understand.withWalletBalancesCheckSimple takes a list of tuple where the first element of the tuple is the wallet and second element denotes the difference in the wallet's value which we expect after the execution of the operation defined inside its do block excluding ada required for transaction fees and to satisfy minimum ada requirements of the generated output. Here we want the balance of wallet 1 (which is the one actually calling this operation) to decrease by the bet amount and also the fees.\nHow do we know the fees?\nWell by running the test without it and then noting the transaction fees from the log messages.\nAnd this covers our first test 🥳.","multiple-bets-trace#Multiple bets trace":"Now let's write a slightly more involved trace. This time we'll make our trace parameteric over the required contract parameters.Here is the signature of our trace:\n-- | Trace which allows for multiple bets.\nmultipleBetsTraceWrapper\n :: Integer -- ^ slot for betUntil\n -> Integer -- ^ slot for betReveal\n -> GYValue -- ^ bet step\n -> [(Wallets -> Wallet, OracleAnswerDatum, GYValue)] -- ^ List denoting the bets\n -> Wallets -> Run () -- Our continuation function\nmultipleBetsTraceWrapper betUntil' betReveal' betStep walletBets ws = do\n -- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script\n (brp, refScript) <- computeParamsAndAddRefScript betUntil' betReveal' betStep ws\n -- Second step: Perform the actual bet operations\n multipleBetsTraceCore brp refScript walletBets ws\nThe first three parameters correspond to the parameters of contract.The fourth parameter denotes the different bets.We may for instance call this function like so:\ntestRun \"Balance checks with multiple bets\" $ multipleBetsTraceWrapper 400 1000 (valueFromLovelace 10_000_000) \n [ (w1, OracleAnswerDatum 1, valueFromLovelace 10_000_000)\n , (w2, OracleAnswerDatum 2, valueFromLovelace 20_000_000)\n , (w3, OracleAnswerDatum 3, valueFromLovelace 30_000_000)\n , (w2, OracleAnswerDatum 4, valueFromLovelace 50_000_000)\n , (w4, OracleAnswerDatum 5, valueFromLovelace 65_000_000 <> fakeGold 1000)\n ]\nNext we want to add our reference script and compute the actual contract parameters (converting slot to posix) - which is again handled like before.We would then like to perform the actual bet operations. But this time we won't concern ourselves much with actual fees but rather take a threshold of 1 ada. Our approach here is to compare the balances before performaing any operation and after performing all the operations and then see that each wallet has lost the bet amount they placed considering threshold fees.Note: We use balance function to get the balance for the given wallet.\n-- | Trace which allows for multiple bets.\nmultipleBetsTraceCore\n :: BetRefParams\n -> GYTxOutRef -- ^ Reference script\n -> [(Wallets -> Wallet, OracleAnswerDatum, GYValue)] -- ^ List denoting the bets\n -> Wallets -> Run () -- Our continuation function\nmultipleBetsTraceCore brp refScript walletBets ws@Wallets{..} = do\n let\n -- | Perform the actual bet operation by the corresponding wallet.\n performBetOperations [] _ = return ()\n performBetOperations ((getWallet, dat, bet) : remWalletBets) isFirst = do\n if isFirst then do\n void $ runWallet (getWallet ws) $ do\n void $ placeBetRun refScript brp dat bet Nothing\n performBetOperations remWalletBets False\n else do\n -- need to get previous bet utxo\n void $ runWallet (getWallet ws) $ do\n betRefAddr <- betRefAddress brp\n [_scriptUtxo@GYUTxO {utxoRef}] <- utxosToList <$> utxosAtAddress betRefAddr\n void $ placeBetRun refScript brp dat bet (Just utxoRef)\n performBetOperations remWalletBets False\n -- | To sum the bet amount for the corresponding wallet.\n sumWalletBets _wallet [] acc = acc\n sumWalletBets wallet ((getWallet, _dat, bet) : remWalletBets) acc = sumWalletBets wallet remWalletBets (if getWallet ws == wallet then acc <> valueNegate bet else acc)\n -- | Idea here is that for each wallet, we want to know how much has been bet. If we encounter a new wallet, i.e., wallet for whose we haven't yet computed value lost, we call `sumWalletBets` on it.\n getBalanceDiff [] _set acc = acc\n getBalanceDiff wlBets@((getWallet, _dat, _bet) : remWalletBets) set acc =\n let wallet = getWallet ws\n wallet'sName = walletName wallet\n in\n if Set.member wallet'sName set then getBalanceDiff remWalletBets set acc\n else\n getBalanceDiff remWalletBets (Set.insert wallet'sName set) ((wallet := sumWalletBets wallet wlBets mempty) : acc)\n balanceDiffWithoutFees = getBalanceDiff walletBets Set.empty []\n balanceBeforeAllTheseOps <- fmap fromJust $ runWallet w1 $ traverse (\\(wallet, _value) -> balance wallet) balanceDiffWithoutFees\n performBetOperations walletBets True\n balanceAfterAllTheseOps <- fmap fromJust $ runWallet w1 $ traverse (\\(wallet, _value) -> balance wallet) balanceDiffWithoutFees\n void $ runWallet w1 $ verify (zip3 balanceDiffWithoutFees balanceBeforeAllTheseOps balanceAfterAllTheseOps)\n where\n -- | Function to verify that the wallet indeed lost by /roughly/ the bet amount. We say /roughly/ as fees is assumed to be within (0, 1 ada].\n verify [] = return ()\n verify (((wallet, diff), vBefore, vAfter) : xs) =\n let vAfterWithoutFees = vBefore <> diff\n (expectedAdaWithoutFees, expectedOtherAssets) = valueSplitAda vAfterWithoutFees\n (actualAda, actualOtherAssets) = valueSplitAda vAfter\n -- threshold = valueFromLovelace 1_000_000 -- 1 ada\n threshold = 1_000_000 -- 1 ada\n in if expectedOtherAssets == actualOtherAssets && actualAda < expectedAdaWithoutFees && expectedAdaWithoutFees - threshold <= actualAda then verify xs\n -- valueGreater vAfterWithoutFees vAfter && valueGreaterOrEqual vAfter (valueMinus vAfterWithoutFees threshold) then verify xs\n else fail (\"For wallet \" <> walletName wallet <> \" expected value (without fees) \" <> show vAfterWithoutFees <> \" but actual is \" <> show vAfter)\nAn eagle eye might notice two comments inside the verify function.Firstly, note that valueSplitAda splits our GYValue into lovelaces and that which remains besides it. Since fees don't affect non-ada tokens (not yet), we compare with respect to threshold using ada tokens.We could also compare GYValue's directly using valueGreater (there is also valueGreaterOrEqual) as done in comments but the current one is slightly more optimal as we need not compare on non-ada tokens again.","but-sometimes-we-want-a-test-to-fail#But sometimes we want a test to fail!":"What happens if the newly placed bet is not more than atleast brpBetStep amount? What happens if the transaction skeleton was somewhat wrong, say we didn't put mustBeSignedBy? What if someone tries to place a bet after brpBetUntil? What if...Well for all such cases, we can assert that a given trace must fail using mustFail like:\ntestRun \"Not adding atleast bet step amount should fail\" $ mustFail . multipleBetsTrace 400 1000 (valueFromLovelace 10_000_000) \n [ (w1, OracleAnswerDatum 1, valueFromLovelace 10_000_000)\n , (w2, OracleAnswerDatum 2, valueFromLovelace 20_000_000)\n , (w3, OracleAnswerDatum 3, valueFromLovelace 30_000_000)\n , (w2, OracleAnswerDatum 4, valueFromLovelace 50_000_000)\n , (w4, OracleAnswerDatum 5, valueFromLovelace 55_000_000 <> fakeGold 1000)]\nHere wallet w4 didn't increase the bet by 10 ada and thus must fail.\nSometimes we want to assert specific failure among other possible failures. As mustFail above doesn't distinguish among them, one can simply use catchError like in this test.","unit-tests-for-taking-the-bet-pot#Unit tests for taking the bet pot":"Entire code file for tests pertaining to this operation is available here.\nOn similar lines as before, let's first define our run for takeBets operation:\n-- | Run to call the `takeBets` operation.\ntakeBetsRun :: GYTxOutRef -> BetRefParams -> GYTxOutRef -> GYTxOutRef -> GYTxMonadRun GYTxId\ntakeBetsRun refScript brp toConsume refInput = do\n addr <- ownAddress\n skeleton <- takeBets refScript brp toConsume addr refInput\n sendSkeleton skeleton\nNext, we'll define our trace to call this run:\n-- | Trace for taking bet pot.\ntakeBetsTrace :: Integer -- ^ slot for betUntil\n -> Integer -- ^ slot for betReveal\n -> GYValue -- ^ bet step\n -> [(Wallets -> Wallet, OracleAnswerDatum, GYValue)] -- ^ List denoting the bets\n -> Integer -- ^ Actual answer\n -> (Wallets -> Wallet) -- ^ Taker\n -> Bool -- ^ To check balance\n -> Wallets -> Run () -- Our continuation function\ntakeBetsTrace betUntil' betReveal' betStep walletBets answer getTaker toCheckBalance ws@Wallets{..} = do\n (brp, refScript) <- computeParamsAndAddRefScript betUntil' betReveal' betStep ws\n multipleBetsTraceCore brp refScript walletBets ws\n -- Now lets take the bet\n mMRef <- runWallet w1 $ addRefInput True (walletAddress w8) (datumFromPlutusData $ OracleAnswerDatum answer)\n let taker = getTaker ws\n case mMRef of\n Just (Just refInput) -> do\n void $ runWallet taker $ do\n betRefAddr <- betRefAddress brp\n [_scriptUtxo@GYUTxO {utxoRef, utxoValue}] <- utxosToList <$> utxosAtAddress betRefAddr Nothing\n waitUntilSlot $ slotFromApi (fromInteger betReveal')\n (if toCheckBalance then withWalletBalancesCheckSimple [taker := utxoValue] $ do\n takeBetsRun refScript brp utxoRef refInput else takeBetsRun refScript brp utxoRef refInput)\n _anyOtherMatch -> fail \"Couldn't place reference input successfully\"\nHere we first did the common step of computing the required script parameters and adding the reference script.Then we used addRefInput whose purpose here would become clear by seeing its haddock documentation below:\n-- | Adds an input (whose datum we'll refer later) and returns the reference to it.\naddRefInput:: Bool -- ^ Whether to inline this datum?\n -> GYAddress -- ^ Where to place this output?\n -> GYDatum -- ^ Our datum.\n -> GYTxMonadRun (Maybe GYTxOutRef)\nNext we simply wait until time for bet revealation and claim our pot!Now that we have our trace for taking bet pot, we can try testing for other conditions - examples for some are written in the TakeBetPot.hs file.We use a custom fork of Plutus simple model.To convey the message better, we have a defined (:=) pattern synonym:\npattern (:=) :: x -> y -> (x, y)\npattern (:=) x y = (x, y)\nSince we require the signature being present in the skeleton, we can't place bet on anyone else's behalf anyways.If you would like exact fine grained control over balance change, use withWalletBalancesCheck instead."}},"/":{"title":"Index","data":{}},"/introduction":{"title":"Introduction","data":{"":"Atlas is an all-in-one, Haskell-native application backend for writing off-chain code for on-chain Plutus smart contracts. Atlas has been designed by Genius Yield, in collaboration with MLabs, Well-Typed and Plank.","features#Features":"","easily-build-transactions#Easily build transactions":"Use an intuitive API to abstract away the complexity around building transactions, balancing UTxOs, and interfacing with Plutus smart contracts.","leverage-first-class-haskell#Leverage first-class Haskell":"Avoid code duplication between on-chain and off-chain code, interoperate with advanced functionalities offered by IOG's Cardano/Plutus libraries, and easily convert between Atlas and Cardano API/Plutus Ledger API types.","utilize-modular-data-providers#Utilize modular data providers":"Query ledger state information from remote provider such as Maestro, Blockfrost or from your own node with the help of Kupo. You can also build and contribute your own data provider!","test-extensively#Test extensively":"Use Atlas' test harness to write realistic unit tests that correspond to on-chain behavior, and execute integration tests against cardano node in a private network.","stay-up-to-date#Stay up to date":"Benefit from Cardano's latest innovations such as Reference Inputs, Inline Datums and Reference Scripts. Conway we are looking at you 👀.","where-to-next#Where to next?":"Work through an end-to-end example here: Getting Started.\nThis guide tracks the latest commit of Atlas. We bring changes into Atlas, only when corresponding updates have been made into the documentation as well."}},"/more-tutorials":{"title":"More Tutorials","data":{"vesting#Vesting":"See the introductory walkthrough of Atlas given by Dr. Lars using his with favourite example, Vesting, here. 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}"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:'"severity"'}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-punctuation)"},children:":"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Debug"'}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:'"verbosity"'}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-punctuation)"},children:":"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:'"blockfrostKey"'}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-punctuation)"},children:":"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-string-expression)"},children:'""'}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" },"})]})})})})]}),"\n",(0,o.jsx)(e.p,{children:"Here is the explanation for each of the JSON keys above:"}),"\n",(0,o.jsxs)(e.ul,{children:["\n",(0,o.jsxs)(e.li,{children:[(0,o.jsx)(e.strong,{children:(0,o.jsx)(e.code,{children:"coreProvider"})}),": This field is the differentiating factor between different providers.","\n",(0,o.jsxs)(e.ul,{children:["\n",(0,o.jsxs)(e.li,{children:["For Maestro, ",(0,o.jsx)(e.code,{children:"maestroToken"})," holds the api key and ",(0,o.jsx)(e.code,{children:"turboSubmit"})," field dictates whether the transactions are to be submitted via their ",(0,o.jsx)(e.a,{href:"https://docs.gomaestro.org/Cardano/Transaction-Manager/tx-manager-turbo-submit",children:"turbo submit"})," endpoint."]}),"\n",(0,o.jsxs)(e.li,{children:["For Local Node with Kupo provider, ",(0,o.jsx)(e.code,{children:"socketPath"})," is the path towards node socket (usually named ",(0,o.jsx)(e.code,{children:"node.socket"}),") file and ",(0,o.jsx)(e.code,{children:"kupoUrl"})," is the url where endpoints are made available by Kupo, it is usually ",(0,o.jsx)(e.code,{children:"http://localhost:1442"}),"."]}),"\n",(0,o.jsxs)(e.li,{children:["For Blockfrost, ",(0,o.jsx)(e.code,{children:"blockfrostKey"})," holds the required api key."]}),"\n"]}),"\n"]}),"\n",(0,o.jsxs)(e.li,{children:[(0,o.jsx)(e.strong,{children:(0,o.jsx)(e.code,{children:"networkId"})}),": Specifies your network and must be one of ",(0,o.jsx)(e.code,{children:"mainnet"}),", ",(0,o.jsx)(e.code,{children:"preprod"}),", ",(0,o.jsx)(e.code,{children:"preview"}),", ",(0,o.jsx)(e.code,{children:"testnet"})," (for legacy testnet) & ",(0,o.jsx)(e.code,{children:"privnet"})," (for local private network)."]}),"\n",(0,o.jsxs)(e.li,{children:[(0,o.jsx)(e.strong,{children:(0,o.jsx)(e.code,{children:"logging"})}),": It's a list of ",(0,o.jsx)(e.a,{href:"https://hackage.haskell.org/package/katip-0.8.7.3/docs/Katip.html#t:Scribe",children:"scribes"})," to register. Its parameters (like ",(0,o.jsx)(e.code,{children:"severity"}),", ",(0,o.jsx)(e.code,{children:"verbosity"}),") and its general usage can be understood by going over their official haddock documentation ",(0,o.jsx)(e.a,{href:"https://hackage.haskell.org/package/katip-0.8.7.2/docs/Katip.html",children:"here"}),". Katip is also explained in ",(0,o.jsx)(e.a,{href:"https://link.springer.com/book/10.1007/978-1-4842-3739-7",children:"this"})," book on web development in Haskell. Please have a look at haddock for ",(0,o.jsx)(e.code,{children:"FromJSON"})," and ",(0,o.jsx)(e.code,{children:"ToJSON"})," instances of ",(0,o.jsx)(e.a,{href:"https://haddock.atlas-app.io/GeniusYield-Types-Logging.html#t:GYLogScribeType",children:(0,o.jsx)(e.code,{children:"GYLogScriptType"})})," to see sample usage."]}),"\n"]}),"\n",(0,o.jsx)(e.h3,{id:"parsing-given-configuration",children:"Parsing Given Configuration"}),"\n",(0,o.jsxs)(e.p,{children:["The file ",(0,o.jsx)(e.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/server/server-main.hs",children:(0,o.jsx)(e.code,{children:"server-main.hs"})})," fires up our server. It reads & parses the configuration file and using it makes our endpoints (which we will define shortly) available. Here is its entire code."]}),"\n",(0,o.jsx)(e.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(e.code,{"data-line-numbers":"","data-language":"haskell","data-theme":"default","data-line-numbers-max-digits":"2",children:[(0,o.jsx)(e.span,{className:"line highlighted",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Getting path for our core configuration."})}),"\n",(0,o.jsxs)(e.span,{className:"line highlighted",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-function)"},children:"parseArgs"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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fail "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Error: wrong arguments, needed a path to the CoreConfig JSON configuration file\\n"'})]}),"\n",(0,o.jsx)(e.span,{className:"line",children:" "}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-function)"},children:"main"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-constant)"},children:"()"})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:"main 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ctx"})]})]})}),"\n",(0,o.jsxs)(e.p,{children:["Focussing on the highlighted lines, you can see that it first reads the path to the configuration file (you would for instance run this file like so ",(0,o.jsx)(e.code,{children:"cabal run betref-server -- config.json"}),") in line ",(0,o.jsx)(e.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(e.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:"coreCfgPath "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" parseArgs"})]})})}),", then it parses this file ",(0,o.jsx)(e.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(e.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:"coreCfg "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" coreConfigIO coreCfgPath"})]})})}),"."]}),"\n",(0,o.jsxs)(e.p,{children:["We then see the use of an interesting function ",(0,o.jsx)(e.code,{children:"withCfgProviders"}),". It's type is ",(0,o.jsx)(e.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(e.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-function)"},children:"withCfgProviders"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYCoreConfig"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYLogNamespace"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYProviders"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" a) "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" a"})]})})}),", thus, this function first takes our parsed configuration file, then a namespace, finally followed by a continuation ",(0,o.jsx)(e.code,{children:"GYProviders -> IO a"}),". Idea here is that this function will setup a ",(0,o.jsx)(e.code,{children:"GYProviders"})," from the parsed configuration file and send it to this continuation to obtain its result."]}),"\n",(0,o.jsx)(e.h2,{id:"defining-endpoints",children:"Defining Endpoints"}),"\n",(0,o.jsx)(e.h3,{id:"shared-context",children:"Shared Context"}),"\n",(0,o.jsx)(a.UW,{type:"warning",emoji:"\uD83D\uDCC3",children:(0,o.jsxs)(e.p,{children:["Entire code for it is available ",(0,o.jsx)(e.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/server-lib/BetRef/Api/Context.hs",children:"here"})]})}),"\n",(0,o.jsxs)(e.p,{children:["Our endpoints would need an information for our provider, thus we have created the type for it, called ",(0,o.jsx)(e.code,{children:"Ctx"}),". It's usage is made clear by function defined next, ",(0,o.jsx)(e.code,{children:"runQuery"})," which in essence correspond to ",(0,o.jsx)(e.code,{children:"ctxRunC"})," we saw in section on ",(0,o.jsx)(e.a,{href:"./integration-tests",children:"Integration Tests"}),". Reasoning for ",(0,o.jsx)(e.code,{children:"runTxI"})," & ",(0,o.jsx)(e.code,{children:"runTxF"})," follows similarly."]}),"\n",(0,o.jsxs)(e.p,{children:["Note about our handling of collateral: Browser wallets usually have the option to set for collateral, in such a case wallets would create an UTxO specifically to be used as collateral and such an UTxO will be reserved, i.e., wallet won't be spending it. ",(0,o.jsx)(e.a,{href:"https://cips.cardano.org/cips/cip40/",children:"CIP 40"})," changed the properties related to collateral and therefore we can safely take even that UTxO as collateral which has large amounts of ada and it could also contain multiple assets. Therefore if there is no collateral set by browser wallet, framework is capable of choosing suitable UTxO as collateral (and also sets for return collateral & total collateral fields appropriately) and in that case it is also free to spend it, if required by transaction builder. But if however there is a 5-ada collateral set by wallet, then framework would use it as collateral and would also reserve it, i.e., it won't pick to spend it unless explicitly mentioned by transaction skeleton. Also note that, we'll use browser wallet's ",(0,o.jsx)(e.code,{children:"getCollateral()"})," method to get for collateral. This method usually returns a list of ada-only UTxOs in wallet within a specific range (like in case of Nami, it is those with ada less than or equal to 50). We would send first element of this list (if exists) to backend and framework would check if the value contained in this UTxO is exactly 5 ada or not (like Nami's ",(0,o.jsx)(e.code,{children:"getCollateral"})," method returns only a singleton list if collateral is set in wallet), if not, framework would ignore this (i.e., would not reserve for it) and would itself pick suitable UTxO as collateral. If however you want this to be reserved (& of course used as collateral) regardless of it's value, see the comment in call to ",(0,o.jsx)(e.code,{children:"runGYTxMonadNodeF"})," in ",(0,o.jsx)(e.code,{children:"runTxF"})," function."]}),"\n",(0,o.jsx)(e.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(e.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(e.span,{className:"line",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Our Context."})}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" Ctx"})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" { ctxCoreCfg "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYCoreConfig"})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" , ctxProviders "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYProviders"})]}),"\n",(0,o.jsx)(e.span,{className:"line",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,o.jsx)(e.span,{className:"line",children:" "}),"\n",(0,o.jsx)(e.span,{className:"line",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | To run for simple queries, the one which don't requiring building for transaction skeleton."})}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-function)"},children:"runQuery"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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ctx"})]}),"\n",(0,o.jsx)(e.span,{className:"line",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" runGYTxQueryMonadNode nid providers q"})}),"\n",(0,o.jsx)(e.span,{className:"line",children:" "}),"\n",(0,o.jsx)(e.span,{className:"line",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Wraps our skeleton under `Identity` and calls `runTxF`."})}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-function)"},children:"runTxI"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" ["}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:"] "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ User's used addresses."})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ User's change address."})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRefCbor"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Browser wallet's reserved collateral (if set)."})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadNode"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" v)"})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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set)."})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadNode"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" (t ("}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" v))"})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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this missing key witness to the transaction body and would then submit it using our provider."}),"\n",(0,o.jsxs)(e.p,{children:["Input to this endpoint is a type ",(0,o.jsx)(e.code,{children:"AddWitAndSubmitParams"})," encapsulating our unsigned transaction body & missing key witness."]}),"\n",(0,o.jsxs)(e.p,{children:["Then we have our function ",(0,o.jsx)(e.code,{children:"handleAddWitAndSubmitTx"})," which adds the witness to the transaction making it complete and then it submits it. 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It calls wallet api's ",(0,o.jsx)(e.code,{children:"signTx"})," method upon this body to get this signature (key witness)."]}),"\n",(0,o.jsx)(e.li,{children:"Frontend now passes this unsigned transaction body along with the witness it received to our backend endpoint which will add this witness to the transaction body, making it complete and would then submit it."}),"\n"]}),"\n",(0,o.jsxs)(e.p,{children:["We'll use ",(0,o.jsx)(e.a,{href:"https://docs.servant.dev/en/stable/",children:"Servant"})," to create our endpoints and one may understand it by following their easy to understand tutorial ",(0,o.jsx)(e.a,{href:"https://docs.servant.dev/en/stable/tutorial/index.html",children:"here"}),"."]}),"\n",(0,o.jsx)(a.UW,{children:(0,o.jsxs)(e.p,{children:["Do note that we can also sign the transactions in server using the ",(0,o.jsx)(e.code,{children:"signTx"})," function defined in ",(0,o.jsx)(e.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/TxBody.hs",children:(0,o.jsx)(e.code,{children:"TxBody.hs"})})]})}),"\n",(0,o.jsx)(e.h2,{id:"providing-data-provider",children:"Providing Data Provider"}),"\n",(0,o.jsx)(e.h3,{id:"defining-provider-configuration",children:"Defining Provider Configuration"}),"\n",(0,o.jsx)(e.p,{children:"As noted earlier, building transaction bodies require gathering suitable information from the blockchain. For this purpose, we'll require a provider. Atlas is unopinionated and allows user to plug in provider of their choice, including a locally hosted one."}),"\n",(0,o.jsxs)(e.p,{children:["Currently Atlas supports the following providers (& it would be highly appreciated if community enriches this by contributing to ",(0,o.jsx)(e.a,{href:"https://github.com/geniusyield/atlas/tree/main",children:"Atlas"}),"):"]}),"\n",(0,o.jsxs)(e.ul,{children:["\n",(0,o.jsxs)(e.li,{children:[(0,o.jsx)(e.a,{href:"https://www.gomaestro.org/",children:"Maestro"}),"."]}),"\n",(0,o.jsx)(e.li,{children:"Locally ran node."}),"\n",(0,o.jsx)(e.li,{children:"Cardano DB Sync (but only for private network tests)."}),"\n"]}),"\n",(0,o.jsxs)(e.p,{children:["To provide information about the provider, we will create a ",(0,o.jsx)(e.code,{children:"config.json"})," file whose contents could be as follows:"]}),"\n",(0,o.jsx)(a.UW,{children:(0,o.jsxs)(e.p,{children:["We have given a sample ",(0,o.jsx)(e.code,{children:"config.json"})," file 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ctx"})]})]})}),"\n",(0,o.jsxs)(e.p,{children:["Focussing on the highlighted lines, you can see that it first reads the path to the configuration file (you would for instance run this file like so ",(0,o.jsx)(e.code,{children:"cabal run betref-server -- config.json"}),") in line ",(0,o.jsx)(e.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(e.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:"coreCfgPath "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" parseArgs"})]})})}),", then it parses this file ",(0,o.jsx)(e.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(e.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:"coreCfg "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" coreConfigIO coreCfgPath"})]})})}),"."]}),"\n",(0,o.jsxs)(e.p,{children:["We then see the use of an interesting function ",(0,o.jsx)(e.code,{children:"withCfgProviders"}),". It's type is ",(0,o.jsx)(e.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(e.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-function)"},children:"withCfgProviders"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYCoreConfig"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYLogNamespace"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYProviders"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" a) "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" a"})]})})}),", thus, this function first takes our parsed configuration file, then a namespace, finally followed by a continuation ",(0,o.jsx)(e.code,{children:"GYProviders -> IO a"}),". Idea here is that this function will setup a ",(0,o.jsx)(e.code,{children:"GYProviders"})," from the parsed configuration file and send it to this continuation to obtain its result."]}),"\n",(0,o.jsx)(e.h2,{id:"defining-endpoints",children:"Defining Endpoints"}),"\n",(0,o.jsx)(e.h3,{id:"shared-context",children:"Shared Context"}),"\n",(0,o.jsx)(a.UW,{type:"warning",emoji:"\uD83D\uDCC3",children:(0,o.jsxs)(e.p,{children:["Entire code for it is available ",(0,o.jsx)(e.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/server-lib/BetRef/Api/Context.hs",children:"here"})]})}),"\n",(0,o.jsxs)(e.p,{children:["Our endpoints would need an information for our provider, thus we have created the type for it, called ",(0,o.jsx)(e.code,{children:"Ctx"}),". It's usage is made clear by function defined next, ",(0,o.jsx)(e.code,{children:"runQuery"})," which in essence correspond to ",(0,o.jsx)(e.code,{children:"ctxRunC"})," we saw in section on ",(0,o.jsx)(e.a,{href:"./integration-tests",children:"Integration Tests"}),". Reasoning for ",(0,o.jsx)(e.code,{children:"runTxI"})," & ",(0,o.jsx)(e.code,{children:"runTxF"})," follows similarly."]}),"\n",(0,o.jsxs)(e.p,{children:["Note about our handling of collateral: Browser wallets usually have the option to set for collateral, in such a case wallets would create an UTxO specifically to be used as collateral and such an UTxO will be reserved, i.e., wallet won't be spending it. ",(0,o.jsx)(e.a,{href:"https://cips.cardano.org/cips/cip40/",children:"CIP 40"})," changed the properties related to collateral and therefore we can safely take even that UTxO as collateral which has large amounts of ada and it could also contain multiple assets. Therefore if there is no collateral set by browser wallet, framework is capable of choosing suitable UTxO as collateral (and also sets for return collateral & total collateral fields appropriately) and in that case it is also free to spend it, if required by transaction builder. But if however there is a 5-ada collateral set by wallet, then framework would use it as collateral and would also reserve it, i.e., it won't pick to spend it unless explicitly mentioned by transaction skeleton. Also note that, we'll use browser wallet's ",(0,o.jsx)(e.code,{children:"getCollateral()"})," method to get for collateral. This method usually returns a list of ada-only UTxOs in wallet within a specific range (like in case of Nami, it is those with ada less than or equal to 50). We would send first element of this list (if exists) to backend and framework would check if the value contained in this UTxO is exactly 5 ada or not (like Nami's ",(0,o.jsx)(e.code,{children:"getCollateral"})," method returns only a singleton list if collateral is set in wallet), if not, framework would ignore this (i.e., would not reserve for it) and would itself pick suitable UTxO as collateral. If however you want this to be reserved (& of course used as collateral) regardless of it's value, see the comment in call to ",(0,o.jsx)(e.code,{children:"runGYTxMonadNodeF"})," in ",(0,o.jsx)(e.code,{children:"runTxF"})," function."]}),"\n",(0,o.jsx)(e.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(e.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(e.span,{className:"line",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Our Context."})}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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ctx"})]}),"\n",(0,o.jsx)(e.span,{className:"line",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" runGYTxQueryMonadNode nid providers q"})}),"\n",(0,o.jsx)(e.span,{className:"line",children:" "}),"\n",(0,o.jsx)(e.span,{className:"line",children:(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Wraps our skeleton under `Identity` and calls `runTxF`."})}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-function)"},children:"runTxI"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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address."})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRefCbor"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Browser wallet's reserved collateral (if set)."})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ User's change address."})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRefCbor"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Browser wallet's reserved collateral (if set)."})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadNode"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" (t ("}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" v))"})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:">>="})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"\\"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:"c "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" Just (getTxOutRefHex c"}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-punctuation)"},children:","})]}),"\n",(0,o.jsxs)(e.span,{className:"line",children:[(0,o.jsx)(e.span,{style:{color:"var(--shiki-color-text)"},children:" True "}),(0,o.jsx)(e.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Make this as `False` to not do 5-ada-only check for value in this given UTxO to be used as 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this missing key witness to the transaction body and would then submit it using our provider."}),"\n",(0,o.jsxs)(e.p,{children:["Input to this endpoint is a type ",(0,o.jsx)(e.code,{children:"AddWitAndSubmitParams"})," encapsulating our unsigned transaction body & missing key witness."]}),"\n",(0,o.jsxs)(e.p,{children:["Then we have our function ",(0,o.jsx)(e.code,{children:"handleAddWitAndSubmitTx"})," which adds the witness to the transaction making it complete and then it submits it. 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\ No newline at end of file diff --git a/_next/static/chunks/pages/getting-started/integration-tests-64299d906393240a.js b/_next/static/chunks/pages/getting-started/integration-tests-64299d906393240a.js deleted file mode 100644 index 1b3ffac..0000000 --- a/_next/static/chunks/pages/getting-started/integration-tests-64299d906393240a.js +++ /dev/null @@ -1 +0,0 @@ -(self.webpackChunk_N_E=self.webpackChunk_N_E||[]).push([[41],{6975:function(e,s,t){(window.__NEXT_P=window.__NEXT_P||[]).push(["/getting-started/integration-tests",function(){return t(746)}])},746:function(e,s,t){"use strict";t.r(s),t.d(s,{__toc:function(){return c}});var n=t(5893),r=t(2673),o=t(7864),l=t(3371);t(7954);var i=t(2643),a=t(9013);let c=[{depth:2,value:"Spinning up private network",id:"spinning-up-private-network"},{depth:2,value:"Understanding our first test",id:"understanding-our-first-test"},{depth:2,value:"Writing a failing test",id:"writing-a-failing-test"}];function h(e){let s=Object.assign({h1:"h1",p:"p",em:"em",table:"table",thead:"thead",tr:"tr",th:"th",strong:"strong",tbody:"tbody",td:"td",code:"code",h2:"h2",a:"a",ol:"ol",li:"li",sup:"sup",ul:"ul",pre:"pre",span:"span",section:"section"},(0,i.a)(),e.components);return(0,n.jsxs)(n.Fragment,{children:[(0,n.jsx)(s.h1,{children:"Integration Tests"}),"\n",(0,n.jsxs)(s.p,{children:["We already saw how we can conveniently write tests for our smart contract using our wrapper upon Plutus simple model. But these tests were running against a mock ledger, i.e., we really were just simulating it by having some mock data-structures (say set of UTxOs) which were getting updated on submission of successful transaction. We could however write tests to test against the real node and have it slightly more convenient to program against by spinning up our own private network (",(0,n.jsx)(s.em,{children:"privnet"})," for short). Here is the table which outlines the differences between the two approaches:"]}),"\n",(0,n.jsxs)(s.table,{children:[(0,n.jsx)(s.thead,{children:(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.th,{children:(0,n.jsx)(s.strong,{children:"Tests using PSM Wrapper"})}),(0,n.jsx)(s.th,{children:(0,n.jsx)(s.strong,{children:"Tests using Private Network"})})]})}),(0,n.jsxs)(s.tbody,{children:[(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:"Runs against mock ledger"}),(0,n.jsx)(s.td,{children:"Runs against real node"})]}),(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:"Each unit test gets fresh set of wallets (having original balance)"}),(0,n.jsx)(s.td,{children:"Each subsequent unit test continues upon the effects caused by previous ones"})]}),(0,n.jsxs)(s.tr,{children:[(0,n.jsxs)(s.td,{children:["Fast, purer (no ",(0,n.jsx)(s.code,{children:"IO"}),") & convenient"]}),(0,n.jsx)(s.td,{children:"Slow as each slot is 0.1 second"})]})]})]}),"\n",(0,n.jsx)(s.p,{children:"Thus these tests are suitable for integration testing."}),"\n",(0,n.jsx)(s.h2,{id:"spinning-up-private-network",children:"Spinning up private network"}),"\n",(0,n.jsxs)(s.p,{children:["Our private network is adapted from WoofPool's ",(0,n.jsx)(s.a,{href:"https://github.com/woofpool/cardano-private-testnet-setup",children:(0,n.jsx)(s.code,{children:"cardano-private-testnet-setup"})})," repository."]}),"\n",(0,n.jsx)(s.p,{children:"To spin up it up:"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{children:["Clone ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/cardano-private-testnet-setup",children:"this"})," repository. Make sure to not clone it in some deep nested path as then the path length towards the generated socket file (",(0,n.jsx)(s.code,{children:"node.sock"}),") may exceed 108 characters",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-5",id:"user-content-fnref-5","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})}),"."]}),"\n",(0,n.jsxs)(s.li,{children:["Enter it & checkout ",(0,n.jsx)(s.code,{children:"geniusyield"})," branch."]}),"\n",(0,n.jsxs)(s.li,{children:["Enter the following in terminal: ",(0,n.jsx)(s.code,{children:"./scripts/automate.sh"})," (you would need to have ",(0,n.jsx)(s.code,{children:"cardano-node"})," & ",(0,n.jsx)(s.code,{children:"cardano-cli"})," available in your ",(0,n.jsx)(s.code,{children:"PATH"}),")."]}),"\n"]}),"\n",(0,n.jsxs)(s.p,{children:['Once it says, "',(0,n.jsx)(s.em,{children:"Congrats! Your network is ready for use!"}),'" you can attempt to run the tests (in another terminal).']}),"\n",(0,n.jsxs)(s.p,{children:["First, let's say the path to ",(0,n.jsx)(s.code,{children:"private-testnet-simple"})," is ",(0,n.jsx)(s.code,{children:"X"}),", then being inside your example project folder, you can execute the tests by running ",(0,n.jsx)(s.code,{children:"GENIUSYIELD_PRIVNET_DIR=$X/private-testnet cabal run betref-privnet-tests -- -j1"})]}),"\n",(0,n.jsxs)(s.p,{children:["The ",(0,n.jsx)(s.code,{children:"-j1"})," is needed so that the tests run sequentially."]}),"\n",(0,n.jsx)(a.UW,{type:"info",children:(0,n.jsxs)(s.p,{children:["Remember to stop (",(0,n.jsx)(s.code,{children:"CTRL-C"}),", and ",(0,n.jsx)(s.code,{children:"killall cardano-node"}),") the private testnet, or it will eventually eat all of your disk space."]})}),"\n",(0,n.jsx)(s.p,{children:"The way we have it setup for our test boilerplate is that we have nine users where users second to nine start with the following balances:"}),"\n",(0,n.jsxs)(s.ul,{children:["\n",(0,n.jsx)(s.li,{children:"5 UTxOs each containing thousand ada"}),"\n",(0,n.jsx)(s.li,{children:"1 million each of gold & iron tokens"}),"\n"]}),"\n",(0,n.jsxs)(s.p,{children:['First user is called "',(0,n.jsx)(s.em,{children:"funder"}),'" as it has far more ada (couple of 100 thousands) and the number of gold & iron tokens is 2 millions.']}),"\n",(0,n.jsx)(s.p,{children:"We'll also see how to create a new user soon, if required."}),"\n",(0,n.jsx)(a.UW,{type:"warning",children:(0,n.jsxs)(s.p,{children:["Unless you kill & restart the private network, running your privnet tests again, would have them run in the modified network state. So in general, if you wish to reexecute the command mentioned before, viz. ",(0,n.jsx)(s.code,{children:"ATLAS_PRIVNET_DIR=$(pwd)/private-testnet-simple/private-testnet cabal run privnet-tests -- -j1"}),", you should first restart the privnet",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"2"})}),"."]})}),"\n",(0,n.jsx)(s.h2,{id:"understanding-our-first-test",children:"Understanding our first test"}),"\n",(0,n.jsx)(a.UW,{type:"warning",emoji:"\uD83D\uDCC3",children:(0,n.jsxs)(s.p,{children:["The tests are written in ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests-privnet/BetRef/Tests/Privnet/Tests.hs",children:"this"})," file and are being called ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests-privnet/betref-privnet-tests.hs",children:"here"}),"."]})}),"\n",(0,n.jsx)(s.p,{children:"Here is the code (& explaination follows after it):"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" testCaseSteps "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Balance checks & taking pot by closest guesser should pass"'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"\\"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"info "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" withSetup setup info "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"\\"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"ctx "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- First step: Construct the parameters and obtain validator from it."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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brp"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Second step: Putting reference script for validator."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addRefScriptCtx ctx (ctxUserF ctx) (validatorToScript validator)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Third step: Put some bets."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- 1st bet."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txBodyLock "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxRunI ctx (ctxUser3 ctx) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" placeBet refScript brp (OracleAnswerDatum "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"1"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (valueFromLovelace "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"10_000_000"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (userAddr (ctxUser3 ctx)) Nothing"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" lockedORef "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" findOutput validatorAddress txBodyLock"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" void "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" submitTx ctx (ctxUser3 ctx) txBodyLock"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Balance of `(ctxUser2 ctx)` before placing the bet"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" balance "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxQueryBalance ctx (ctxUser2 ctx)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- 2nd bet."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txBodyLockUser2 "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxRunI ctx (ctxUser2 ctx) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" placeBet refScript brp (OracleAnswerDatum "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"2"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (valueFromLovelace "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"20_000_000"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (userAddr (ctxUser2 ctx)) (Just lockedORef)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" lockedORef "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" findOutput validatorAddress txBodyLockUser2"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" void "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" submitTx ctx (ctxUser2 ctx) txBodyLockUser2"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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pot."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Let's first wait for the required amount"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxWaitUntilSlot ctx (unsafeAdvanceSlot currentSlot betRevealSlotDelta) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- here this `currentSlot` is what we obtained sometime ago, the actual current slot has certainly increased a lot by now."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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",(0,n.jsx)(s.code,{children:'testCaseSteps "test description" $ \\info -> withSetup setup info $ \\ctx -> do'})," can be seen as a boilerplate for all of your tests."]}),"\n",(0,n.jsxs)(s.p,{children:[(0,n.jsx)(s.code,{children:"ctx"})," denotes the so called context (of type ",(0,n.jsx)(s.code,{children:"Ctx"}),") and contains information about our users, additional tokens, etc. It is defined in ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Test/Privnet/Ctx.hs",children:(0,n.jsx)(s.code,{children:"Ctx.hs"})})," file and it is essential to go over that file if you intend to write these tests."]}),"\n",(0,n.jsxs)(s.p,{children:["Variable ",(0,n.jsx)(s.code,{children:"info"})," is used to log messages and you can use it in your test's ",(0,n.jsx)(s.code,{children:"do"})," block like ",(0,n.jsx)(s.code,{children:'info $ printf "Hello from %s" "Atlas"'})]}),"\n",(0,n.jsxs)(s.p,{children:["We next see the use of ",(0,n.jsx)(s.code,{children:"newTempUserCtx"})," utility function. As mentioned before, we already have nine users in our context, where they have the type ",(0,n.jsx)(s.code,{children:"User"}),":"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"User"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" User"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { userSKey "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYPaymentSigningKey"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , userAddr "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYAddress"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})})]})}),"\n",(0,n.jsxs)(s.p,{children:["But at rare times, we might need to create a new user. Such a user would not be part of the context and thus would be local to the test creating it",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-2",id:"user-content-fnref-2","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"3"})}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["We can do that with the help of ",(0,n.jsx)(s.code,{children:"newTempUserCtx"})," function. It accepts the context parameter, the user which will fund this new user, the value to be given to this new user and a boolean denoting whether we want to create a 5-ada-only UTxO too for this new user."]}),"\n",(0,n.jsxs)(s.p,{children:["Next we see the use of ",(0,n.jsx)(s.code,{children:"getSlotAndConfig"})," function. Earlier when we wrote for PSM tests, we could work in absolute slots as we were always running each test from the beginning of ledger but this is not the case here. Thus, we would need to work with relative slots, i.e., we find the current slot and then add offset with respect to it. Function ",(0,n.jsx)(s.code,{children:"getSlotAndConfig"})," has the folowing definition:"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"getSlotAndConfig"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYSlot"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYSlotConfig"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"getSlotAndConfig ctx "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slot "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxCurrentSlot ctx"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sc "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxSlotConfig ctx"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return (slot"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sc)"})]})]})}),"\n",(0,n.jsxs)(s.p,{children:["Next we compute for our contract parameters and since we already obtained the slot config, we can use ",(0,n.jsx)(s.code,{children:"slotToBeginTimePure"})," instead of ",(0,n.jsx)(s.code,{children:"slotToBeginTime"}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["We next see the use of ",(0,n.jsx)(s.code,{children:"ctxRunC"}),". To understand it, we need to first look at signature of ",(0,n.jsx)(s.code,{children:"ctxRunF"}),"."]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"ctxRunF"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"forall"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" t v"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"."}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Traversable"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" t "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"User"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadNode"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (t ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" v)) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (t "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxBody"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]})})}),"\n",(0,n.jsxs)(s.p,{children:["We see that it has a type variable ",(0,n.jsx)(s.code,{children:"t"})," which should have an instance of ",(0,n.jsx)(s.code,{children:"Traversable"}),". The other two functions, namely ",(0,n.jsx)(s.code,{children:"ctxRunC"})," & ",(0,n.jsx)(s.code,{children:"ctxRunI"})," call this ",(0,n.jsx)(s.code,{children:"ctxRunF"})," function with suitable instantiation of type variable ",(0,n.jsx)(s.code,{children:"t"}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["Here is the table which explains about these three (",(0,n.jsx)(s.code,{children:"ctxRunF"}),", ",(0,n.jsx)(s.code,{children:"ctxRunC"})," & ",(0,n.jsx)(s.code,{children:"ctxRunI"}),") related functions:"]}),"\n",(0,n.jsxs)(s.table,{children:[(0,n.jsx)(s.thead,{children:(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.th,{children:"Function"}),(0,n.jsx)(s.th,{children:"When to use?"}),(0,n.jsx)(s.th,{children:"What does it do?"})]})}),(0,n.jsxs)(s.tbody,{children:[(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:(0,n.jsx)(s.code,{children:"ctxRunI"})}),(0,n.jsxs)(s.td,{children:["When you want to build for single ",(0,n.jsx)(s.code,{children:"GYTxSkeleton"})]}),(0,n.jsxs)(s.td,{children:["It wraps our skeleton under ",(0,n.jsx)(s.code,{children:"Identity"}),(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-3",id:"user-content-fnref-3","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"4"})}),", that is what suffix ",(0,n.jsx)(s.code,{children:"I"})," stands for"]})]}),(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:(0,n.jsx)(s.code,{children:"ctxRunF"})}),(0,n.jsxs)(s.td,{children:["When you have say multiple skeletons, like ",(0,n.jsx)(s.code,{children:"[GYTxSkeleton]"}),", or ",(0,n.jsx)(s.code,{children:"Maybe GYTxSkeleton"})]}),(0,n.jsx)(s.td,{children:"-"})]}),(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:(0,n.jsx)(s.code,{children:"ctxRunC"})}),(0,n.jsxs)(s.td,{children:["When you don't want to build skeletons. This is in particular useful for operations like ",(0,n.jsx)(s.code,{children:"utxosAtAddress"})]}),(0,n.jsxs)(s.td,{children:["The type constructor ",(0,n.jsx)(s.code,{children:"Const"})," is defined as ",(0,n.jsx)(s.code,{children:"newtype Const a b = Const { getConst :: a }"})," and therefore type parameter ",(0,n.jsx)(s.code,{children:"b"})," is phantom and thus this function helps us ignore for ",(0,n.jsx)(s.code,{children:"GYTxSkeleton"})]})]})]})]}),"\n",(0,n.jsxs)(s.p,{children:["We next add for reference script using helper utility function ",(0,n.jsx)(s.code,{children:"addRefScriptCtx"}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["We then start placing our bets, once we have the transaction body, we use ",(0,n.jsx)(s.code,{children:"findOutput"})," function which gives us the reference to the UTxO (the first one it finds",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-4",id:"user-content-fnref-4","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"5"})}),") that is being locked at the script address."]}),"\n",(0,n.jsxs)(s.p,{children:["After placing our bets, we use ",(0,n.jsx)(s.code,{children:"ctxWaitUntilSlot"})," to wait till the unlock slot."]}),"\n",(0,n.jsx)(s.p,{children:"Note that we queried the balance of unlocker so that we can compare with it later."}),"\n",(0,n.jsxs)(s.p,{children:["We next add for our reference input using ",(0,n.jsx)(s.code,{children:"addRefInputCtx"})," helper utility function."]}),"\n",(0,n.jsxs)(s.p,{children:["Next we perform the unlock operation (calling our ",(0,n.jsx)(s.code,{children:"takeBets"})," operation)."]}),"\n",(0,n.jsxs)(s.p,{children:["Lastly, we verify that the unlocker was able to take all the bets by comparing the balance using ",(0,n.jsx)(s.code,{children:"assertUserFunds"})," method. Here is it's definition:"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Asserts if the user funds change as expected. This function subtracts fees from the given expected value."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"assertUserFunds"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"User"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"assertUserFunds fees ctx u expectedValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" currentValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxQueryBalance ctx u"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" expectedValue' "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" expectedValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"`valueMinus`"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" valueFromLovelace fees"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" assertBool (unwords ["}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"The value didn\'t change as expected"'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"\\nExpected: "'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" show expectedValue'"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"\\nCurrent: "'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" show currentValue])"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (currentValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" expectedValue')"})]})]})}),"\n",(0,n.jsx)(s.h2,{id:"writing-a-failing-test",children:"Writing a failing test"}),"\n",(0,n.jsx)(s.p,{children:"Now let's see another test where we slightly modify the last step (all the rest is same) and this time we instead try to take funds by not the closest guesser."}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Fourth step, get the bets pot."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Let's first wait for the required amount"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxWaitUntilSlot ctx (unsafeAdvanceSlot currentSlot betRevealSlotDelta) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- here this `currentSlot` is what we obtained sometime ago, the actual current slot has certainly increased a lot by now."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Let's then add for the reference input"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refInputORef "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addRefInputCtx ctx (ctxUserF ctx) True (userAddr oracleUser) (datumFromPlutusData (OracleAnswerDatum "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"2"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"))"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Unlock operation"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- But this time by wrong guesser"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" assertThrown isTxBodyErrorAutoBalance "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxRunI ctx (ctxUser3 ctx) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" takeBets refScript brp lockedORef (userAddr (ctxUser3 ctx)) refInputORef"})]})]})}),"\n",(0,n.jsxs)(s.p,{children:["Notice that we try catching the error using ",(0,n.jsx)(s.code,{children:"assertThrown"})," function. Here ",(0,n.jsx)(s.code,{children:"isTxBodyErrorAutoBalance"})," is defined as (both this & ",(0,n.jsx)(s.code,{children:"assertThrown"})," have their definitions in ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Test/Privnet/Asserts.hs",children:(0,n.jsx)(s.code,{children:"Asserts.hs"})})," file):"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"isTxBodyErrorAutoBalance"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BuildTxException"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Bool"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"isTxBodyErrorAutoBalance (BuildTxBodyErrorAutoBalance _) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" True"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"isTxBodyErrorAutoBalance _ "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" False"})]})]})}),"\n",(0,n.jsxs)(s.p,{children:["Thus our ",(0,n.jsx)(s.code,{children:"assertThrown"})," function checks for two things:"]}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsx)(s.li,{children:"Whether our action indeed raises an exception."}),"\n",(0,n.jsxs)(s.li,{children:["If an exception is raised, does it saitsfy our predicate? For instance, here our predicate was ",(0,n.jsx)(s.code,{children:"isTxBodyErrorAutoBalance"}),"."]}),"\n"]}),"\n",(0,n.jsxs)(a.UW,{children:[(0,n.jsxs)(s.p,{children:["You can also catch for ",(0,n.jsx)(s.code,{children:"IO"})," error like:"]}),(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" errored "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" catchIOError (submitTx ctx (ctxUserF ctx) txBody "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:">>"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" pure False) ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"\\"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"_ "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" pure True)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" unless errored "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" assertFailure "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Expecting an IOError exception"'})]})]})})]}),"\n",(0,n.jsx)(s.p,{children:"With this we conclude upon writing integration tests."}),"\n","\n",(0,n.jsxs)(s.section,{"data-footnotes":!0,className:"footnotes",children:[(0,n.jsx)(s.h2,{className:"sr-only",id:"footnote-label",children:"Footnotes"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{id:"user-content-fn-5",children:["\n",(0,n.jsxs)(s.p,{children:[(0,n.jsx)(s.a,{href:"https://unix.stackexchange.com/q/367008",children:"https://unix.stackexchange.com/q/367008"})," ",(0,n.jsx)(s.a,{href:"#user-content-fnref-5","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,n.jsxs)(s.li,{id:"user-content-fn-1",children:["\n",(0,n.jsxs)(s.p,{children:["For convenience, you can write a bash script which combines setup, running tests & closing the privnet all into one simple script. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-1","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,n.jsxs)(s.li,{id:"user-content-fn-2",children:["\n",(0,n.jsxs)(s.p,{children:["Even though this user is local to the test which created it, it would still persist in our private network. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-2","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,n.jsxs)(s.li,{id:"user-content-fn-3",children:["\n",(0,n.jsxs)(s.p,{children:["Technically, it's not wrapper that is happening place here but rather we coerce with ",(0,n.jsx)(s.code,{children:"Identity"})," newtype. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-3","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,n.jsxs)(s.li,{id:"user-content-fn-4",children:["\n",(0,n.jsxs)(s.p,{children:["Therefore this function is intended to be used when we create only a single output for an external address. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-4","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n"]}),"\n"]})]})}let d={MDXContent:function(){let e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{},{wrapper:s}=Object.assign({},(0,i.a)(),e.components);return s?(0,n.jsx)(s,{...e,children:(0,n.jsx)(h,{...e})}):h(e)},pageOpts:{filePath:"src/pages/getting-started/integration-tests.mdx",route:"/getting-started/integration-tests",timestamp:1715352576e3,pageMap:[{kind:"Meta",data:{index:{title:"Atlas",display:"hidden",theme:{layout:"raw"}},documentation:{title:"Documentation",type:"page",href:"/introduction"},introduction:"Introduction","getting-started":"Getting Started","more-tutorials":"More Tutorials",haddock:{title:"API Reference (Haddock) ⬈",href:"https://haddock.atlas-app.io/",newWindow:!0}}},{kind:"Folder",name:"getting-started",route:"/getting-started",children:[{kind:"Meta",data:{"how-to-build":"How to build Atlas?","smart-contract-intro":"Smart Contract",operations:"Operations over Contract","unit-tests":"Unit Tests","integration-tests":"Integration Tests",endpoints:"Creating Endpoints","browser-integration":"Browser Integration"}},{kind:"MdxPage",name:"browser-integration",route:"/getting-started/browser-integration"},{kind:"MdxPage",name:"endpoints",route:"/getting-started/endpoints"},{kind:"MdxPage",name:"how-to-build",route:"/getting-started/how-to-build"},{kind:"MdxPage",name:"integration-tests",route:"/getting-started/integration-tests"},{kind:"MdxPage",name:"operations",route:"/getting-started/operations"},{kind:"MdxPage",name:"smart-contract-intro",route:"/getting-started/smart-contract-intro"},{kind:"MdxPage",name:"unit-tests",route:"/getting-started/unit-tests"}]},{kind:"MdxPage",name:"getting-started",route:"/getting-started"},{kind:"MdxPage",name:"index",route:"/"},{kind:"MdxPage",name:"introduction",route:"/introduction"},{kind:"MdxPage",name:"more-tutorials",route:"/more-tutorials"}],flexsearch:{codeblocks:!0},title:"Integration Tests",headings:c},pageNextRoute:"/getting-started/integration-tests",nextraLayout:o.ZP,themeConfig:l.Z};s.default=(0,r.j)(d)},3371:function(e,s,t){"use strict";t.d(s,{Z:function(){return h}});var n=t(5893);t(7294);var r=t(5675),o=t.n(r),l={src:"/_next/static/media/atlas-logo-light-mode.6077cdd3.svg",height:320,width:937,blurWidth:0,blurHeight:0},i={src:"/_next/static/media/atlas-logo-dark-mode.62b4f6dd.svg",height:320,width:945,blurWidth:0,blurHeight:0},a=t(2010),c=t(1163),h={logo:(0,n.jsx)(()=>{let{resolvedTheme:e}=(0,a.F)();return(0,n.jsx)(o(),{src:"light"===e?l:i,alt:"Atlas Logo",height:"42"})},{}),project:{link:"https://github.com/geniusyield/atlas"},docsRepositoryBase:"https://github.com/geniusyield/atlas-docs/tree/main",useNextSeoProps(){let{asPath:e}=(0,c.useRouter)(),s="All-in-one solution for writing off-chain code for Plutus contracts";return{titleTemplate:"/"===e?"ATLAS Plutus Application Backend | by Genius Yield":"Atlas | %s",description:s,canonical:"https://atlas-app.io",openGraph:{url:"https://atlas-app.io",description:s,images:[{url:"/open-graph.png",width:1200,height:630,alt:"Atlas - Application backend for Plutus smart contracts on Cardano",type:"image/png"}]},siteName:"Atlas",twitter:{handle:"@GeniusyieldO",site:"https://www.geniusyield.co",cardType:"summary_large_image"}}},head:(0,n.jsxs)(n.Fragment,{children:[(0,n.jsx)("link",{rel:"apple-touch-icon",sizes:"180x180",href:"/favicon/apple-touch-icon.png"}),(0,n.jsx)("link",{rel:"icon",type:"image/png",sizes:"32x32",href:"/favicon/favicon-32x32.png"}),(0,n.jsx)("link",{rel:"icon",type:"image/png",sizes:"16x16",href:"/favicon/favicon-16x16.png"}),(0,n.jsx)("link",{rel:"manifest",href:"/favicon/site.webmanifest"}),(0,n.jsx)("link",{rel:"mask-icon",href:"/favicon/safari-pinned-tab.svg",color:"#5bbad5"}),(0,n.jsx)("link",{rel:"shortcut icon",href:"/favicon/favicon.ico"}),(0,n.jsx)("meta",{name:"msapplication-TileColor",content:"#da532c"}),(0,n.jsx)("meta",{name:"msapplication-config",content:"/favicon/browserconfig.xml"}),(0,n.jsx)("meta",{name:"theme-color",content:"#ffffff"})]}),footer:{component:(0,n.jsx)(n.Fragment,{})},nextThemes:{defaultTheme:"dark"},darkMode:!1,sidebar:{toggleButton:!0}}},5789:function(){}},function(e){e.O(0,[484,888,774,179],function(){return e(e.s=6975)}),_N_E=e.O()}]); \ No newline at end of file diff --git a/_next/static/chunks/pages/getting-started/integration-tests-fac8bfcbaf2515dd.js b/_next/static/chunks/pages/getting-started/integration-tests-fac8bfcbaf2515dd.js new file mode 100644 index 0000000..e9df1d8 --- /dev/null +++ b/_next/static/chunks/pages/getting-started/integration-tests-fac8bfcbaf2515dd.js @@ -0,0 +1 @@ +(self.webpackChunk_N_E=self.webpackChunk_N_E||[]).push([[41],{6975:function(e,s,t){(window.__NEXT_P=window.__NEXT_P||[]).push(["/getting-started/integration-tests",function(){return t(746)}])},746:function(e,s,t){"use strict";t.r(s),t.d(s,{__toc:function(){return c}});var n=t(5893),r=t(2673),o=t(7864),l=t(3371);t(7954);var i=t(2643),a=t(9013);let c=[{depth:2,value:"Spinning up private network",id:"spinning-up-private-network"},{depth:2,value:"Understanding our first test",id:"understanding-our-first-test"},{depth:2,value:"Writing a failing test",id:"writing-a-failing-test"}];function h(e){let s=Object.assign({h1:"h1",p:"p",em:"em",table:"table",thead:"thead",tr:"tr",th:"th",strong:"strong",tbody:"tbody",td:"td",code:"code",h2:"h2",a:"a",ol:"ol",li:"li",sup:"sup",pre:"pre",span:"span",ul:"ul",section:"section"},(0,i.a)(),e.components);return(0,n.jsxs)(n.Fragment,{children:[(0,n.jsx)(s.h1,{children:"Integration Tests"}),"\n",(0,n.jsxs)(s.p,{children:["We already saw how we can conveniently write tests for our smart contract using our wrapper upon Plutus simple model. But these tests were running against a mock ledger, i.e., we really were just simulating it by having some mock data-structures (say set of UTxOs) which were getting updated on submission of successful transaction. We could however write tests to test against the real node and have it slightly more convenient to program against by spinning up our own private network (",(0,n.jsx)(s.em,{children:"privnet"})," for short). Here is the table which outlines the differences between the two approaches:"]}),"\n",(0,n.jsxs)(s.table,{children:[(0,n.jsx)(s.thead,{children:(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.th,{children:(0,n.jsx)(s.strong,{children:"Tests using PSM Wrapper"})}),(0,n.jsx)(s.th,{children:(0,n.jsx)(s.strong,{children:"Tests using Private Network"})})]})}),(0,n.jsxs)(s.tbody,{children:[(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:"Runs against mock ledger"}),(0,n.jsx)(s.td,{children:"Runs against real node"})]}),(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:"Each unit test gets fresh set of wallets (having original balance)"}),(0,n.jsx)(s.td,{children:"Each subsequent unit test continues upon the effects caused by previous ones"})]}),(0,n.jsxs)(s.tr,{children:[(0,n.jsxs)(s.td,{children:["Fast, purer (no ",(0,n.jsx)(s.code,{children:"IO"}),") & convenient"]}),(0,n.jsx)(s.td,{children:"Slow as each slot is configured to be 0.1 second"})]})]})]}),"\n",(0,n.jsx)(s.p,{children:"Thus these tests are suitable for integration testing."}),"\n",(0,n.jsx)(s.h2,{id:"spinning-up-private-network",children:"Spinning up private network"}),"\n",(0,n.jsx)(a.UW,{children:(0,n.jsxs)(s.p,{children:['To access our private network in Atlas, we\'ll be using "Local node with Kupo" provider and so, ',(0,n.jsx)(s.code,{children:"cardano-node"})," & Kupo version is expected to be 8.1.2 & 2.7.2 respectively."]})}),"\n",(0,n.jsxs)(s.p,{children:["Our private network is adapted from WoofPool's ",(0,n.jsx)(s.a,{href:"https://github.com/woofpool/cardano-private-testnet-setup",children:(0,n.jsx)(s.code,{children:"cardano-private-testnet-setup"})})," repository."]}),"\n",(0,n.jsx)(s.p,{children:"To spin up it up:"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{children:["Clone ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/cardano-private-testnet-setup",children:"this"})," repository. Make sure to not clone it in some deep nested path as then the path length towards the generated socket file (",(0,n.jsx)(s.code,{children:"node.sock"}),") may exceed 108 characters",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-5",id:"user-content-fnref-5","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})}),"."]}),"\n",(0,n.jsxs)(s.li,{children:["Enter it & checkout ",(0,n.jsx)(s.code,{children:"geniusyield"})," branch."]}),"\n",(0,n.jsxs)(s.li,{children:["Enter the following in terminal: ",(0,n.jsx)(s.code,{children:"./scripts/automate.sh"})," (you would need to have ",(0,n.jsx)(s.code,{children:"cardano-node"})," & ",(0,n.jsx)(s.code,{children:"cardano-cli"})," available in your ",(0,n.jsx)(s.code,{children:"PATH"}),")."]}),"\n"]}),"\n",(0,n.jsxs)(s.p,{children:['Once it says, "',(0,n.jsx)(s.em,{children:"Congrats! Your network is ready for use!"}),'" we are ready to move forward and setup Kupo.']}),"\n",(0,n.jsxs)(s.p,{children:["Assuming ",(0,n.jsx)(s.code,{children:"TESTNET"})," environment variable points to the directory of clone private testnet repository, we can start Kupo with following command:"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"text","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"text","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"kupo \\"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" --node-socket $TESTNET/private-testnet/node-spo1/node.sock \\"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" --node-config $TESTNET/private-testnet/configuration.yaml \\"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" --since origin \\"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:' --match "*" \\'})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" --prune-utxo \\"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" --in-memory"})})]})}),"\n",(0,n.jsxs)(s.p,{children:["We are now complete with our setup. To run tests, execute ",(0,n.jsx)(s.code,{children:"KUPO_URL=http://localhost:1442 GENIUSYIELD_PRIVNET_DIR=$TESTNET/private-testnet cabal run betref-privnet-tests -- -j1"})," inside our example project folder."]}),"\n",(0,n.jsxs)(s.p,{children:["The ",(0,n.jsx)(s.code,{children:"-j1"})," is needed so that the tests run sequentially."]}),"\n",(0,n.jsx)(a.UW,{type:"info",children:(0,n.jsxs)(s.p,{children:["Remember to stop (",(0,n.jsx)(s.code,{children:"CTRL-C"}),", and ",(0,n.jsx)(s.code,{children:"killall cardano-node"}),") the private testnet, or it will eventually eat all of your disk space."]})}),"\n",(0,n.jsx)(s.p,{children:"The way we have it setup for our test boilerplate is that we have nine users where users second to nine start with the following balances:"}),"\n",(0,n.jsxs)(s.ul,{children:["\n",(0,n.jsx)(s.li,{children:"5 UTxOs each containing thousand ada"}),"\n",(0,n.jsx)(s.li,{children:"1 million each of gold & iron tokens"}),"\n"]}),"\n",(0,n.jsxs)(s.p,{children:['First user is called "',(0,n.jsx)(s.em,{children:"funder"}),'" as it has far more ada (couple of 100 thousands) and the number of gold & iron tokens is 2 millions.']}),"\n",(0,n.jsx)(s.p,{children:"We'll also see how to create a new user soon, if required."}),"\n",(0,n.jsx)(a.UW,{type:"warning",children:(0,n.jsxs)(s.p,{children:["Unless you kill & restart the private network, running your privnet tests again, would have them run in the modified network state",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"2"})}),"."]})}),"\n",(0,n.jsx)(s.h2,{id:"understanding-our-first-test",children:"Understanding our first test"}),"\n",(0,n.jsx)(a.UW,{type:"warning",emoji:"\uD83D\uDCC3",children:(0,n.jsxs)(s.p,{children:["The tests are written in ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests-privnet/BetRef/Tests/Privnet/Tests.hs",children:"this"})," file and are being called ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests-privnet/betref-privnet-tests.hs",children:"here"}),"."]})}),"\n",(0,n.jsx)(s.p,{children:"Here is the code (& explanation follows after it):"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" testCaseSteps "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Balance checks & taking pot by closest guesser should pass"'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"\\"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"info "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" withSetup setup info "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"\\"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"ctx "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- First step: Construct the parameters and obtain validator from it."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Let's define a new User to represent Oracle (not necessary though)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" oracleUser "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" newTempUserCtx ctx (ctxUserF ctx) (valueFromLovelace "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"20_000_000"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") def"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (currentSlot"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotConfig) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" getSlotAndConfig ctx"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betUntilSlotDelta "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"100"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRevealSlotDelta "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"200"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betUntilTime "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotToBeginTimePure slotConfig (unsafeAdvanceSlot currentSlot betUntilSlotDelta)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRevealTime "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotToBeginTimePure slotConfig (unsafeAdvanceSlot currentSlot betRevealSlotDelta)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brp "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefParams (pubKeyHashToPlutus "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" userPkh oracleUser) (timeToPlutus betUntilTime) (timeToPlutus betRevealTime) (valueToPlutus "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" valueFromLovelace "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"10_000_000"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validator 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validator."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addRefScriptCtx ctx (ctxUserF ctx) (validatorToScript validator)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Third step: Put some bets."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- 1st bet."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txBodyLock "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxRunI ctx (ctxUser3 ctx) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" placeBet refScript brp (OracleAnswerDatum "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"1"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (valueFromLovelace "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"10_000_000"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (userAddr (ctxUser3 ctx)) Nothing"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" lockedORef "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" findOutput validatorAddress txBodyLock"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" void "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" submitTx ctx (ctxUser3 ctx) txBodyLock"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Balance of `(ctxUser2 ctx)` before placing the bet"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" balance "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxQueryBalance ctx (ctxUser2 ctx)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- 2nd bet."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txBodyLockUser2 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"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" findOutput validatorAddress txBodyLockUser2"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" void "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" submitTx ctx (ctxUser2 ctx) txBodyLockUser2"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- 3rd bet."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txBodyLock "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxRunI ctx (ctxUser3 ctx) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" placeBet refScript brp (OracleAnswerDatum "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"3"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (valueFromLovelace "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"35_000_000"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (userAddr (ctxUser3 ctx)) (Just lockedORef)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" lockedORef "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" findOutput validatorAddress txBodyLock"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" void "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" submitTx ctx (ctxUser3 ctx) txBodyLock"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Fourth step, get the bets pot."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Let's first wait for the required amount"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxWaitUntilSlot ctx (unsafeAdvanceSlot currentSlot betRevealSlotDelta) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- here this `currentSlot` is what we obtained sometime ago, the actual current slot has certainly increased a lot by now."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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",(0,n.jsx)(s.code,{children:'testCaseSteps "test description" $ \\info -> withSetup setup info $ \\ctx -> do'})," can be seen as a boilerplate for all of your tests."]}),"\n",(0,n.jsxs)(s.p,{children:[(0,n.jsx)(s.code,{children:"ctx"})," denotes the so called context (of type ",(0,n.jsx)(s.code,{children:"Ctx"}),") and contains information about our users, additional tokens, etc. It is defined in ",(0,n.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Test-Privnet-Ctx.html",children:(0,n.jsx)(s.code,{children:"GeniusYield.Test.Privnet.Ctx"})})," module and it is essential to go over that module if you intend to write these tests."]}),"\n",(0,n.jsxs)(s.p,{children:["Variable ",(0,n.jsx)(s.code,{children:"info"})," is used to log messages and you can use it in your test's ",(0,n.jsx)(s.code,{children:"do"})," block like ",(0,n.jsx)(s.code,{children:'info $ printf "Hello from %s" "Atlas"'})]}),"\n",(0,n.jsxs)(s.p,{children:["We next see the use of ",(0,n.jsx)(s.code,{children:"newTempUserCtx"})," utility function. As mentioned before, we already have nine users in our context, where they have the type ",(0,n.jsx)(s.code,{children:"User"}),":"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"User"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" User"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { userPaymentSKey "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYPaymentSigningKey"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , userStakeSKey "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYStakeSigningKey"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , userAddr "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYAddress"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})})]})}),"\n",(0,n.jsxs)(s.p,{children:["But at rare times, we might need to create a new user. Such a user would not be part of the context and thus would be local to the test creating it",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-2",id:"user-content-fnref-2","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"3"})}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["We can do that with the help of ",(0,n.jsx)(s.code,{children:"newTempUserCtx"})," function. It accepts the context parameter, the user which will fund this new user, the value to be given to this new user and a value of type ",(0,n.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Test-Privnet-Ctx.html#t:CreateUserConfig",children:(0,n.jsx)(s.code,{children:"CreateUserConfig"})}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["Next we see the use of ",(0,n.jsx)(s.code,{children:"getSlotAndConfig"})," function. Earlier when we wrote for PSM tests, we could work in absolute slots as we were always running each test from the beginning of ledger but this is not the case here. Thus, we would need to work with relative slots, i.e., we find the current slot and then add offset with respect to it. Function ",(0,n.jsx)(s.code,{children:"getSlotAndConfig"})," has the following definition:"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"getSlotAndConfig"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYSlot"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYSlotConfig"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"getSlotAndConfig ctx "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slot "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxCurrentSlot ctx"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sc "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxSlotConfig ctx"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return (slot"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sc)"})]})]})}),"\n",(0,n.jsxs)(s.p,{children:["Next we compute for our contract parameters and since we already obtained the slot config, we can use ",(0,n.jsx)(s.code,{children:"slotToBeginTimePure"})," instead of ",(0,n.jsx)(s.code,{children:"slotToBeginTime"}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["We next see the use of ",(0,n.jsx)(s.code,{children:"ctxRunC"}),". To understand it, we need to first look at signature of ",(0,n.jsx)(s.code,{children:"ctxRunF"}),"."]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"ctxRunF"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"forall"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" t v"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"."}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Traversable"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" t "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"User"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadNode"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (t ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" v)) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (t "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxBody"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]})})}),"\n",(0,n.jsxs)(s.p,{children:["We see that it has a type variable ",(0,n.jsx)(s.code,{children:"t"})," which should have an instance of ",(0,n.jsx)(s.code,{children:"Traversable"}),". The other two functions, namely ",(0,n.jsx)(s.code,{children:"ctxRunC"})," & ",(0,n.jsx)(s.code,{children:"ctxRunI"})," call this ",(0,n.jsx)(s.code,{children:"ctxRunF"})," function with suitable instantiation of type variable ",(0,n.jsx)(s.code,{children:"t"}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["Here is the table which explains about these three (",(0,n.jsx)(s.code,{children:"ctxRunF"}),", ",(0,n.jsx)(s.code,{children:"ctxRunC"})," & ",(0,n.jsx)(s.code,{children:"ctxRunI"}),") related functions:"]}),"\n",(0,n.jsxs)(s.table,{children:[(0,n.jsx)(s.thead,{children:(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.th,{children:"Function"}),(0,n.jsx)(s.th,{children:"When to use?"}),(0,n.jsx)(s.th,{children:"What does it do?"})]})}),(0,n.jsxs)(s.tbody,{children:[(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:(0,n.jsx)(s.code,{children:"ctxRunI"})}),(0,n.jsxs)(s.td,{children:["When you want to build for single ",(0,n.jsx)(s.code,{children:"GYTxSkeleton"})]}),(0,n.jsxs)(s.td,{children:["It wraps our skeleton under ",(0,n.jsx)(s.code,{children:"Identity"}),(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-3",id:"user-content-fnref-3","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"4"})}),", that is what suffix ",(0,n.jsx)(s.code,{children:"I"})," stands for"]})]}),(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:(0,n.jsx)(s.code,{children:"ctxRunF"})}),(0,n.jsxs)(s.td,{children:["When you have say multiple skeletons, like ",(0,n.jsx)(s.code,{children:"[GYTxSkeleton]"}),", or ",(0,n.jsx)(s.code,{children:"Maybe GYTxSkeleton"})]}),(0,n.jsx)(s.td,{children:"-"})]}),(0,n.jsxs)(s.tr,{children:[(0,n.jsx)(s.td,{children:(0,n.jsx)(s.code,{children:"ctxRunC"})}),(0,n.jsxs)(s.td,{children:["When you don't want to build skeletons. This is in particular useful for operations like ",(0,n.jsx)(s.code,{children:"utxosAtAddress"})]}),(0,n.jsxs)(s.td,{children:["The type constructor ",(0,n.jsx)(s.code,{children:"Const"})," is defined as ",(0,n.jsx)(s.code,{children:"newtype Const a b = Const { getConst :: a }"})," and therefore type parameter ",(0,n.jsx)(s.code,{children:"b"})," is phantom and thus this function helps us ignore for ",(0,n.jsx)(s.code,{children:"GYTxSkeleton"})]})]})]})]}),"\n",(0,n.jsxs)(s.p,{children:["We next add for reference script using helper utility function ",(0,n.jsx)(s.code,{children:"addRefScriptCtx"}),"."]}),"\n",(0,n.jsxs)(s.p,{children:["We then start placing our bets, once we have the transaction body, we use ",(0,n.jsx)(s.code,{children:"findOutput"})," function which gives us the reference to the UTxO (the first one it finds",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-4",id:"user-content-fnref-4","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"5"})}),") that is being locked at the script address."]}),"\n",(0,n.jsxs)(s.p,{children:["After placing our bets, we use ",(0,n.jsx)(s.code,{children:"ctxWaitUntilSlot"})," to wait till the unlock slot."]}),"\n",(0,n.jsx)(s.p,{children:"Note that we queried the balance of unlocker so that we can compare with it later."}),"\n",(0,n.jsxs)(s.p,{children:["We next add for our reference input using ",(0,n.jsx)(s.code,{children:"addRefInputCtx"})," helper utility function."]}),"\n",(0,n.jsxs)(s.p,{children:["Next we perform the unlock operation (calling our ",(0,n.jsx)(s.code,{children:"takeBets"})," operation)."]}),"\n",(0,n.jsxs)(s.p,{children:["Lastly, we verify that the unlocker was able to take all the bets by comparing the balance using ",(0,n.jsx)(s.code,{children:"assertUserFunds"})," method. Here is it's definition:"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Asserts if the user funds change as expected. This function subtracts fees from the given expected value."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"assertUserFunds"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ctx"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"User"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"IO"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"assertUserFunds fees ctx u expectedValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" currentValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxQueryBalance ctx u"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" expectedValue' "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" expectedValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"`valueMinus`"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" valueFromLovelace fees"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" assertBool (unwords ["}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"The value didn\'t change as expected"'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"\\nExpected: "'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" show expectedValue'"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"\\nCurrent: "'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" show currentValue])"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (currentValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" expectedValue')"})]})]})}),"\n",(0,n.jsx)(s.h2,{id:"writing-a-failing-test",children:"Writing a failing test"}),"\n",(0,n.jsx)(s.p,{children:"Now let's see another test where we slightly modify the last step (all the rest is same) and this time we instead try to take funds by not the closest guesser."}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Fourth step, get the bets pot."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Let's first wait for the required amount"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxWaitUntilSlot ctx (unsafeAdvanceSlot currentSlot betRevealSlotDelta) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- here this `currentSlot` is what we obtained sometime ago, the actual current slot has certainly increased a lot by now."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Let's then add for the reference input"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refInputORef "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addRefInputCtx ctx (ctxUserF ctx) True (userAddr oracleUser) (datumFromPlutusData (OracleAnswerDatum "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"2"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"))"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"--"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Unlock operation"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- But this time by wrong guesser"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" assertThrown isTxBodyErrorAutoBalance "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ctxRunI ctx (ctxUser3 ctx) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" takeBets refScript brp lockedORef (userAddr (ctxUser3 ctx)) refInputORef"})]})]})}),"\n",(0,n.jsxs)(s.p,{children:["Notice that we try catching the error using ",(0,n.jsx)(s.code,{children:"assertThrown"})," function. Here ",(0,n.jsx)(s.code,{children:"isTxBodyErrorAutoBalance"})," is defined as (both this & ",(0,n.jsx)(s.code,{children:"assertThrown"})," have their definitions in ",(0,n.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Test-Privnet-Asserts.html",children:(0,n.jsx)(s.code,{children:"GeniusYield.Test.Privnet.Asserts"})})," module):"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"isTxBodyErrorAutoBalance"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BuildTxException"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Bool"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"isTxBodyErrorAutoBalance (BuildTxBodyErrorAutoBalance _) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" True"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"isTxBodyErrorAutoBalance _ "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" False"})]})]})}),"\n",(0,n.jsxs)(s.p,{children:["Thus our ",(0,n.jsx)(s.code,{children:"assertThrown"})," function checks for two things:"]}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsx)(s.li,{children:"Whether our action indeed raises an exception."}),"\n",(0,n.jsxs)(s.li,{children:["If an exception is raised, does it satisfy our predicate? For instance, here our predicate was ",(0,n.jsx)(s.code,{children:"isTxBodyErrorAutoBalance"}),"."]}),"\n"]}),"\n",(0,n.jsxs)(a.UW,{children:[(0,n.jsxs)(s.p,{children:["You can also catch for ",(0,n.jsx)(s.code,{children:"IO"})," error like:"]}),(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" errored "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" catchIOError (submitTx ctx (ctxUserF ctx) txBody "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:">>"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" pure False) ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"\\"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"_ "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" pure True)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" unless errored "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" assertFailure "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Expecting an IOError exception"'})]})]})})]}),"\n",(0,n.jsx)(s.p,{children:"With this we conclude upon writing integration tests."}),"\n","\n",(0,n.jsxs)(s.section,{"data-footnotes":!0,className:"footnotes",children:[(0,n.jsx)(s.h2,{className:"sr-only",id:"footnote-label",children:"Footnotes"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{id:"user-content-fn-5",children:["\n",(0,n.jsxs)(s.p,{children:[(0,n.jsx)(s.a,{href:"https://unix.stackexchange.com/q/367008",children:"https://unix.stackexchange.com/q/367008"}),". ",(0,n.jsx)(s.a,{href:"#user-content-fnref-5","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,n.jsxs)(s.li,{id:"user-content-fn-1",children:["\n",(0,n.jsxs)(s.p,{children:["For convenience, you can write a bash script which combines setup, running tests & closing the privnet all into one simple script. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-1","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,n.jsxs)(s.li,{id:"user-content-fn-2",children:["\n",(0,n.jsxs)(s.p,{children:["Even though this user is local to the test which created it, it would still persist in our private network. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-2","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,n.jsxs)(s.li,{id:"user-content-fn-3",children:["\n",(0,n.jsxs)(s.p,{children:["Technically, it's not wrapper that is happening place here but rather we coerce with ",(0,n.jsx)(s.code,{children:"Identity"})," newtype. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-3","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,n.jsxs)(s.li,{id:"user-content-fn-4",children:["\n",(0,n.jsxs)(s.p,{children:["Therefore this function is intended to be used when we create only a single output for an external address. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-4","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n"]}),"\n"]})]})}let d={MDXContent:function(){let e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{},{wrapper:s}=Object.assign({},(0,i.a)(),e.components);return s?(0,n.jsx)(s,{...e,children:(0,n.jsx)(h,{...e})}):h(e)},pageOpts:{filePath:"src/pages/getting-started/integration-tests.mdx",route:"/getting-started/integration-tests",timestamp:1715357015e3,pageMap:[{kind:"Meta",data:{index:{title:"Atlas",display:"hidden",theme:{layout:"raw"}},documentation:{title:"Documentation",type:"page",href:"/introduction"},introduction:"Introduction","getting-started":"Getting Started","more-tutorials":"More Tutorials",haddock:{title:"API Reference (Haddock) ⬈",href:"https://haddock.atlas-app.io/",newWindow:!0}}},{kind:"Folder",name:"getting-started",route:"/getting-started",children:[{kind:"Meta",data:{"how-to-build":"How to build?","smart-contract-intro":"Smart Contract",operations:"Operations over Contract","unit-tests":"Unit Tests","integration-tests":"Integration Tests",endpoints:"Creating Endpoints","browser-integration":"Browser Integration"}},{kind:"MdxPage",name:"browser-integration",route:"/getting-started/browser-integration"},{kind:"MdxPage",name:"endpoints",route:"/getting-started/endpoints"},{kind:"MdxPage",name:"how-to-build",route:"/getting-started/how-to-build"},{kind:"MdxPage",name:"integration-tests",route:"/getting-started/integration-tests"},{kind:"MdxPage",name:"operations",route:"/getting-started/operations"},{kind:"MdxPage",name:"smart-contract-intro",route:"/getting-started/smart-contract-intro"},{kind:"MdxPage",name:"unit-tests",route:"/getting-started/unit-tests"}]},{kind:"MdxPage",name:"getting-started",route:"/getting-started"},{kind:"MdxPage",name:"index",route:"/"},{kind:"MdxPage",name:"introduction",route:"/introduction"},{kind:"MdxPage",name:"more-tutorials",route:"/more-tutorials"}],flexsearch:{codeblocks:!0},title:"Integration Tests",headings:c},pageNextRoute:"/getting-started/integration-tests",nextraLayout:o.ZP,themeConfig:l.Z};s.default=(0,r.j)(d)},3371:function(e,s,t){"use strict";t.d(s,{Z:function(){return h}});var n=t(5893);t(7294);var r=t(5675),o=t.n(r),l={src:"/_next/static/media/atlas-logo-light-mode.6077cdd3.svg",height:320,width:937,blurWidth:0,blurHeight:0},i={src:"/_next/static/media/atlas-logo-dark-mode.62b4f6dd.svg",height:320,width:945,blurWidth:0,blurHeight:0},a=t(2010),c=t(1163),h={logo:(0,n.jsx)(()=>{let{resolvedTheme:e}=(0,a.F)();return(0,n.jsx)(o(),{src:"light"===e?l:i,alt:"Atlas Logo",height:"42"})},{}),project:{link:"https://github.com/geniusyield/atlas"},docsRepositoryBase:"https://github.com/geniusyield/atlas-docs/tree/main",useNextSeoProps(){let{asPath:e}=(0,c.useRouter)(),s="All-in-one solution for writing off-chain code for Plutus contracts";return{titleTemplate:"/"===e?"ATLAS Plutus Application Backend | by Genius Yield":"Atlas | %s",description:s,canonical:"https://atlas-app.io",openGraph:{url:"https://atlas-app.io",description:s,images:[{url:"/open-graph.png",width:1200,height:630,alt:"Atlas - Application backend for Plutus smart contracts on Cardano",type:"image/png"}]},siteName:"Atlas",twitter:{handle:"@GeniusyieldO",site:"https://www.geniusyield.co",cardType:"summary_large_image"}}},head:(0,n.jsxs)(n.Fragment,{children:[(0,n.jsx)("link",{rel:"apple-touch-icon",sizes:"180x180",href:"/favicon/apple-touch-icon.png"}),(0,n.jsx)("link",{rel:"icon",type:"image/png",sizes:"32x32",href:"/favicon/favicon-32x32.png"}),(0,n.jsx)("link",{rel:"icon",type:"image/png",sizes:"16x16",href:"/favicon/favicon-16x16.png"}),(0,n.jsx)("link",{rel:"manifest",href:"/favicon/site.webmanifest"}),(0,n.jsx)("link",{rel:"mask-icon",href:"/favicon/safari-pinned-tab.svg",color:"#5bbad5"}),(0,n.jsx)("link",{rel:"shortcut icon",href:"/favicon/favicon.ico"}),(0,n.jsx)("meta",{name:"msapplication-TileColor",content:"#da532c"}),(0,n.jsx)("meta",{name:"msapplication-config",content:"/favicon/browserconfig.xml"}),(0,n.jsx)("meta",{name:"theme-color",content:"#ffffff"})]}),footer:{component:(0,n.jsx)(n.Fragment,{})},nextThemes:{defaultTheme:"dark"},darkMode:!1,sidebar:{toggleButton:!0}}},5789:function(){}},function(e){e.O(0,[484,888,774,179],function(){return e(e.s=6975)}),_N_E=e.O()}]); 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Now is the time we actually start using our framework to build the transactions for it."}),"\n",(0,t.jsxs)(s.p,{children:["The main principle to understand here is that - we only need to give the essentials, i.e. we only specify what we ",(0,t.jsx)(s.em,{children:"want"})," and it is the job of the framework to do the rest."]}),"\n",(0,t.jsx)(s.p,{children:"For instance, we may tell that we want to consume a specific input belonging to the script's address and generate a specific output. Given that, it becomes framework's job to do the rest, say:"}),"\n",(0,t.jsxs)(s.ul,{children:["\n",(0,t.jsx)(s.li,{children:"Select available UTxO's in user's wallet and generate suitable change output to balance the transaction, considering fees."}),"\n",(0,t.jsx)(s.li,{children:"Make sure all generated UTxO's satisfy minimum ada requirement."}),"\n",(0,t.jsx)(s.li,{children:"Handle collateral."}),"\n",(0,t.jsx)(s.li,{children:"etc, etc."}),"\n"]}),"\n",(0,t.jsx)(s.p,{children:"Thus, we only specify at high-level what we want. This would become clear as we actually start writing operations for our contract."}),"\n",(0,t.jsxs)(s.p,{children:["Entire code for these operations is available ",(0,t.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/server-lib/BetRef/Api/Operations.hs",children:"here"}),"."]}),"\n",(0,t.jsx)(a.UW,{type:"info",children:(0,t.jsxs)(s.p,{children:["When working with Atlas inside your project, since Atlas isn't on Hackage, you'll need to ",(0,t.jsx)(s.a,{href:"https://cabal.readthedocs.io/en/stable/cabal-project.html#specifying-packages-from-remote-version-control-locations",children:"specify"})," it as a remote package inside your ",(0,t.jsx)(s.code,{children:"cabal.project"}),". Moreover, since Atlas itself relies on dependencies which are outside Hackage, those would need to be specified too. To streamline this, it's best to use the ",(0,t.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/blob/main/cabal.project",children:(0,t.jsx)(s.code,{children:"cabal.project"})})," mentioned in ",(0,t.jsx)(s.code,{children:"atlas-examples"})," repository where you would just need to modify ",(0,t.jsx)(s.code,{children:"packages:"})," stanza depending upon your project."]})}),"\n",(0,t.jsxs)(s.h2,{id:"operation-1-generating-address-for-our-smart-contract",children:["Operation ",(0,t.jsx)(s.em,{children:"1"}),": Generating address for our Smart Contract"]}),"\n",(0,t.jsx)(s.h3,{id:"generating-validator-for-our-smart-contract",children:"Generating Validator for our Smart Contract"}),"\n",(0,t.jsxs)(s.p,{children:["Following the usual drill, we generate the Validator given contract parameters (following is written in file ",(0,t.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/onchain/BetRef/OnChain/BetRef/Compiled.hs",children:(0,t.jsx)(s.code,{children:"Compiled.hs"})}),"):"]}),"\n",(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"Compiled.hs",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Generates validator given params."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefValidator"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" PlutusTx."}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"CompiledCode"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (PlutusTx."}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BuiltinData"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" PlutusTx."}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BuiltinData"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" PlutusTx."}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BuiltinData"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefValidator betRefParams "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"(PlutusTx.compile "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"[||"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mkBetRefValidator"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"||]"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"`PlutusTx.unsafeApplyCode`"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" PlutusTx.liftCode plcVersion100 betRefParams"})]})]})}),"\n",(0,t.jsxs)(s.p,{children:["Note that since spending validator takes in a datum, redeemer and a script context and thus it's type signature, ",(0,t.jsx)(s.code,{children:"PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ())"})," takes three ",(0,t.jsx)(s.code,{children:"PlutusTx.BuiltinData"}),". We encapsulate it with ",(0,t.jsx)(s.code,{children:"GYValidator"})," inside framework."]}),"\n",(0,t.jsxs)(s.p,{children:["Likewise minting policies and stake validators take in only redeemer and script context, thus having type ",(0,t.jsx)(s.code,{children:"PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ())"})," which is represented in Atlas as ",(0,t.jsx)(s.code,{children:"GYMintingPolicy"})," and ",(0,t.jsx)(s.code,{children:"GYStakeValidator"})," respectively."]}),"\n",(0,t.jsxs)(s.p,{children:[(0,t.jsx)(s.code,{children:"GYValidator"}),", ",(0,t.jsx)(s.code,{children:"GYMintingPolicy"})," and ",(0,t.jsx)(s.code,{children:"GYStakeValidator"})," are nothing but ",(0,t.jsx)(s.code,{children:"newtype"})," wrapper around ",(0,t.jsx)(s.code,{children:"GYScript"})," where ",(0,t.jsx)(s.code,{children:"GYScript"})," holds information of raw serialized Plutus script, ",(0,t.jsx)(s.a,{href:"https://plutus.readthedocs.io/en/latest/explanations/language-versions.html#what-are-plutus-language-versions",children:"version of Plutus ledger language"})," and script's hash."]}),"\n",(0,t.jsxs)(s.p,{children:["Thus encapsulating ",(0,t.jsx)(s.code,{children:"GYScript"})," under say ",(0,t.jsx)(s.code,{children:"GYValidator"})," gives us additional context regarding script's purpose."]}),"\n",(0,t.jsx)(a.UW,{type:"info",children:(0,t.jsxs)(s.p,{children:["Checkout ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Types-Script.html",children:(0,t.jsx)(s.code,{children:"GeniusYield.Types.Script"})})," module for definitions of these types and corresponding helper utilities."]})}),"\n",(0,t.jsxs)(s.p,{children:["The mentioned ",(0,t.jsx)(s.code,{children:"GeniusYield.Types.Script"})," module contains a lot of helper utilities such as ",(0,t.jsx)(s.code,{children:"validatorFromPlutus"})," which takes in Plutus's ",(0,t.jsx)(s.code,{children:"PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ())"})," type to give out ",(0,t.jsx)(s.code,{children:"GYValidator"}),". Though there has been slight abuse in mentioning type here as what is actually given out is ",(0,t.jsx)(s.code,{children:"GYValidator v"})," where type variable ",(0,t.jsx)(s.code,{children:"v"})," is of ",(0,t.jsx)(s.em,{children:"kind"})," ",(0,t.jsx)(s.code,{children:"PlutusVersion"})," which is defined in ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Types-PlutusVersion.html",children:(0,t.jsx)(s.code,{children:"GeniusYield.Types.PlutusVersion"})})," module and is used to tag plutus ledger version of our validator script",(0,t.jsx)(s.sup,{children:(0,t.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})}),"."]}),"\n",(0,t.jsxs)(s.p,{children:["If we look at the type signature of ",(0,t.jsx)(s.code,{children:"validatorFromPlutus"}),", we see: ",(0,t.jsx)(s.code,{children:"validatorFromPlutus :: forall v. SingPlutusVersionI v => PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) -> GYValidator v"})," where for the time being we can ignore the description of the typeclass ",(0,t.jsx)(s.code,{children:"SingPlutusVersionI"}),(0,t.jsx)(s.sup,{children:(0,t.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1-2","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})})," besides noting the fact that only types (currently ",(0,t.jsx)(s.code,{children:"'PlutusV1"})," & ",(0,t.jsx)(s.code,{children:"'PlutusV2"}),") of kind ",(0,t.jsx)(s.code,{children:"PlutusVersion"})," have an instance for it. So here, our function ",(0,t.jsx)(s.code,{children:"validatorFromPlutus"})," works for all type variable ",(0,t.jsx)(s.code,{children:"v"})," which have an instance of ",(0,t.jsx)(s.code,{children:"SingPlutusVersionI"})," but there is no way to learn what this ",(0,t.jsx)(s.code,{children:"v"})," is based solely on the input ",(0,t.jsx)(s.code,{children:"PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ())"})," and therefore, caller must specify it, either by providing type signature (of callee or caller due to type inference) or by using ",(0,t.jsx)(s.a,{href:"https://ghc.gitlab.haskell.org/ghc/doc/users_guide/exts/type_applications.html",children:"visible type application"}),". Our first operation does make use of it but before looking at it, we need to understand about ",(0,t.jsx)(s.code,{children:"GYTxQueryMonad"}),"."]}),"\n",(0,t.jsxs)(s.h3,{id:"interlude---gytxquerymonad",children:["Interlude - ",(0,t.jsx)(s.code,{children:"GYTxQueryMonad"})]}),"\n",(0,t.jsx)(s.p,{children:"When we want to obtain the address of the script from its hash, besides the hash, we also need to know the network we are currently operating at. Is it some testnet or mainnet?"}),"\n",(0,t.jsx)(s.p,{children:"Similarly, transaction building involves querying the ledger for various information like say querying UTxO's present at one's address, similarly it might need help of some chain indexer to query datum in case output contains only the datum's hash."}),"\n",(0,t.jsxs)(s.p,{children:["All of this is captured by typeclass ",(0,t.jsx)(s.code,{children:"GYTxQueryMonad"})," documented ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Class.html#t:GYTxQueryMonad",children:"here"}),". It is strongly advised to see methods made available by it."]}),"\n",(0,t.jsx)(s.p,{children:"So, if we are working inside a monad which happens to also provide an instance for it, we would happily be able to query such an information."}),"\n",(0,t.jsx)(s.h3,{id:"generating-address",children:"Generating address"}),"\n",(0,t.jsx)(s.p,{children:"In this operation, we only need to obtain network details with the help of this monad. Here is the code to obtain address (notice that we have provided multiple versions of the same code here):"}),"\n",(0,t.jsxs)(a.UW,{type:"info",children:[(0,t.jsxs)(s.p,{children:["Type of ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Class.html#v:scriptAddress",children:(0,t.jsx)(s.code,{children:"scriptAddress"})})," used below is ",(0,t.jsx)(s.code,{children:"scriptAddress :: forall (m :: * -> *) (v :: PlutusVersion). GYTxQueryMonad m => GYValidator v -> m GYAddress"}),". Thus with respect to type application, the first parameter is for monad and second one is ",(0,t.jsx)(s.code,{children:"PlutusVersion"})," kinded."]}),(0,t.jsx)(s.p,{children:"Internally this function queries for network details."})]}),"\n",(0,t.jsxs)(a.mQ,{items:["A","B","C"],children:[(0,t.jsx)(a.OK,{children:(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- A. Type is given by `scriptAddress`."})}),"\n",(0,t.jsx)(s.span,{className:"line",children:" "}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Validator in question, obtained after giving required parameters."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefValidator'"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"SingPlutusVersionI"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" v "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValidator"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" v"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefValidator' brp "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorFromPlutus "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator brp"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:" "}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Address of the validator, given params."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefAddress"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxQueryMonad"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m) "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefAddress brp "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" scriptAddress "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"_ "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@'PlutusV2"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp"})]})]})})}),(0,t.jsx)(a.OK,{children:(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- B. Type is given by `validatorFromPlutus` using type application."})}),"\n",(0,t.jsx)(s.span,{className:"line",children:" "}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Validator in question, obtained after giving required parameters."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefValidator' brp "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorFromPlutus "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@'PlutusV2"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator brp"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:" "}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Address of the validator, given params."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefAddress"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxQueryMonad"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m) "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefAddress brp "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" scriptAddress "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp"})]})]})})}),(0,t.jsx)(a.OK,{children:(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- C. Type is specified using signature."})}),"\n",(0,t.jsx)(s.span,{className:"line",children:" "}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Validator in question, obtained after giving required parameters."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefValidator'"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValidator"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"'PlutusV2"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefValidator' brp "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorFromPlutus "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator brp"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:" "}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Address of the validator, given params."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefAddress"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxQueryMonad"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m) "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefAddress brp "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" scriptAddress "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp"})]})]})})})]}),"\n",(0,t.jsxs)(s.p,{children:["Well what is this monad ",(0,t.jsx)(s.code,{children:"m"})," being used here? Well any! As long as it has an instance for ",(0,t.jsx)(s.code,{children:"GYTxQueryMonad"}),". When we will start writing tests, then we'll use all of these operations and most likely how to use them would become clear then."]}),"\n",(0,t.jsxs)(s.h2,{id:"operation-2-adding-input-to-refer-later-reference-input",children:["Operation ",(0,t.jsx)(s.em,{children:"2"}),": Adding Input to refer later (Reference Input)"]}),"\n",(0,t.jsxs)(s.h3,{id:"interlude---gytxskeleton",children:["Interlude - ",(0,t.jsx)(s.code,{children:"GYTxSkeleton"})]}),"\n",(0,t.jsxs)(s.p,{children:["As mentioned before, we just mention at high level what we want in a transaction. This is captured by ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Class.html#t:GYTxSkeleton",children:(0,t.jsx)(s.code,{children:"GYTxSkeleton"})})," datatype and its description is mentioned below."]}),"\n",(0,t.jsxs)(s.table,{children:[(0,t.jsx)(s.thead,{children:(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.th,{children:"Fields"}),(0,t.jsx)(s.th,{children:"Represented by"}),(0,t.jsx)(s.th,{children:"Additional details"})]})}),(0,t.jsxs)(s.tbody,{children:[(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Inputs"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxIns"})}),(0,t.jsxs)(s.td,{children:['It is a list of inputs where for each input, we have its UTxO reference (the "TxIn" as the ',(0,t.jsx)(s.a,{href:"https://github.com/input-output-hk/cardano-ledger/releases/latest/download/byron-ledger.pdf",children:"cardano ledger specification"})," calls it) and a witness. In case this UTxO doesn't belong to a script, we just need spending key witness, otherwise we need the associated script, its datum and input redeemer where the associated script could be provided as part of this transaction body or could be obtained from reference input. See ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Types-TxIn.html",children:(0,t.jsx)(s.code,{children:"GeniusYield.Types.TxIn"})}),"."]})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Outputs"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxOuts"})}),(0,t.jsxs)(s.td,{children:["List of outputs produced by this transaction where for each output we can mention whether the datum is to be inlined or not and whether this output stores any script. See ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Types-TxOut.html",children:(0,t.jsx)(s.code,{children:"GeniusYield.Types.TxOut"})}),"."]})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Reference Inputs"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxRefIns"})}),(0,t.jsx)(s.td,{children:"Set of reference to UTxOs corresponding to reference inputs."})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Mints"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxMint"})}),(0,t.jsx)(s.td,{children:"Map of minting policy to pair of redeemer and another map for token name to mint amount for that token."})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Withdrawals"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxWdrls"})}),(0,t.jsx)(s.td,{children:"It is a list of withdrawals. Each withdrawal is specified by the concerned stake address with it's associated available rewards and witness. Witness could either be a key witness or a script witness."})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Signatories"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxSigs"})}),(0,t.jsx)(s.td,{children:"Set of Public Key Hash of Signatories."})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Certificates"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxCerts"})}),(0,t.jsx)(s.td,{children:"List of transaction certificates."})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Valid after"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxInvalidBefore"})}),(0,t.jsx)(s.td,{children:"Just the corresponding node slot."})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Valid before"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxInvalidAfter"})}),(0,t.jsx)(s.td,{children:"Same as above."})]}),(0,t.jsxs)(s.tr,{children:[(0,t.jsx)(s.td,{children:"Metadata"}),(0,t.jsx)(s.td,{children:(0,t.jsx)(s.code,{children:"gytxMetadata"})}),(0,t.jsx)(s.td,{children:"Transaction metadata."})]})]})]}),"\n",(0,t.jsx)(s.p,{children:"When constructing the transaction, we just need to specify what we want in this skeleton."}),"\n",(0,t.jsxs)(s.p,{children:["This skeleton naturally has a monoid instance where two skeletons are combined by running ",(0,t.jsx)(s.code,{children:"mappend"})," over each of their fields. We have utility functions defined in the same (",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Class.html",children:(0,t.jsx)(s.code,{children:"GeniusYield.TxBuilder.Class"})}),") module like:"]}),"\n",(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"mustHaveOutput"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOut"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" v 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and this is one of the beauties of our framework that it will itself manage adding lovelaces to satisfy minimum ada requirement."}),"\n",(0,t.jsx)(s.h3,{id:"q-can-you-create-a-skeleton-for-adding-reference-script",children:"Q: Can you create a skeleton for adding reference script?"}),"\n",(0,t.jsx)(s.details,{children:(0,t.jsxs)(s.p,{children:[(0,t.jsx)(s.summary,{children:" Toggle Answer "}),"\nGiven the output address ",(0,t.jsx)(s.span,{"data-rehype-pretty-code-fragment":"",children:(0,t.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"addr"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"})]})})})," and the Plutus V2 validator ",(0,t.jsx)(s.span,{"data-rehype-pretty-code-fragment":"",children:(0,t.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"script"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValidator"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"'PlutusV2"})]})})}),", we can write ",(0,t.jsx)(s.span,{"data-rehype-pretty-code-fragment":"",children:(0,t.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"mustHaveOutput "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOut addr mempty (Just (datumFromPlutusData "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOutDontUseInlineDatum)) (Just "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorToScript script)"})]})})})]})}),"\n",(0,t.jsxs)(s.h2,{id:"operation-3-placing-a-bet",children:["Operation ",(0,t.jsx)(s.em,{children:"3"}),": Placing a bet"]}),"\n",(0,t.jsx)(s.h3,{id:"placing-the-first-bet",children:"Placing the first bet"}),"\n",(0,t.jsx)(s.p,{children:"In case this is a first bet (a program handling the bets can decide whether the bet being placed by the user is first or not by querying the UTxOs at the script address), then we just need to produce an output at the script address with the bet value and our guess."}),"\n",(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Operation to place bet."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"placeBet"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonad"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m)"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Reference Script."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Validator Params."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Guess."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet amount to place."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Own address."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Reference to previous bets UTxO (if any)."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m ("}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PlutusV2"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"placeBet refScript brp guess bet ownAddr mPreviousBetsUtxoRef "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" pkh "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addressToPubKeyHash' ownAddr"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betAddr "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefAddress brp"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mPreviousBetsUtxoRef "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- This is the first bet."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustHaveOutput "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOut"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { gyTxOutAddress "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betAddr"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutValue "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" bet"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutDatum "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just (datumFromPlutusData "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefDatum [(pubKeyHashToPlutus pkh"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" guess)] (valueToPlutus bet)"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOutDontUseInlineDatum)"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutRefS "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})})]})}),"\n",(0,t.jsxs)(s.p,{children:["At this point, it should be clear what is happening in the above code block. This function is somewhat overloaded and is handling both the cases whether the bet is first or not and it determines this using the presence of reference to a UTxO (representing previous bets) at validator script. In case there isn't one, i.e., ",(0,t.jsx)(s.code,{children:"Nothing"})," for our ",(0,t.jsx)(s.code,{children:"Maybe"})," value, we are placing the first bet. Notice that we mention that our datum shouldn't be inlined to output using ",(0,t.jsx)(s.code,{children:"GYTxOutDontUseInlineDatum"}),"."]}),"\n",(0,t.jsx)(s.h3,{id:"placing-subsequent-bets",children:"Placing subsequent bets"}),"\n",(0,t.jsxs)(s.p,{children:["Here we would be exercising script's logic for the first time. We would be consuming the UTxO present at script address. We have defined a function, viz. ",(0,t.jsx)(s.code,{children:"input"})," which would take in the following parameters:"]}),"\n",(0,t.jsxs)(s.ul,{children:["\n",(0,t.jsxs)(s.li,{children:[(0,t.jsx)(s.code,{children:"BetRefParams"}),": to generate the validator script or else we can read the script from the UTxO pertaining to reference script."]}),"\n",(0,t.jsx)(s.li,{children:"Reference to reference script UTxO."}),"\n",(0,t.jsx)(s.li,{children:"Reference of script input to consume."}),"\n",(0,t.jsxs)(s.li,{children:["The datum present at this input. Recall that our datum was not inlined for this particular output, we therefore would need lookup the datum using ",(0,t.jsx)(s.code,{children:"lookupDatum"})," to pass the actual datum to this function."]}),"\n",(0,t.jsx)(s.li,{children:"Redeemer action."}),"\n"]}),"\n",(0,t.jsx)(s.p,{children:"Thus, we have its definition as:"}),"\n",(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Utility function to consume script UTxO."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"input"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefDatum"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefAction"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"'PlutusV2"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"input brp refScript inputRef dat red "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustHaveInput GYTxIn"})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { gyTxInTxOutRef "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" inputRef"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxInWitness "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxInWitnessScript"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (GYInReference refScript "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorToScript "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp)"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (datumFromPlutusData dat)"})}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (redeemerFromPlutusData red)"})}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})})]})}),"\n",(0,t.jsxs)(a.UW,{type:"info",children:[(0,t.jsxs)(s.p,{children:["In case we didn't want to use reference script, we would write ",(0,t.jsx)(s.code,{children:"gyTxInWitness"})," as:"]}),(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"gyTxInWitness "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxInWitnessScript"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (GYInScript (validatorToScript "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp))"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (datumFromPlutusData dat)"})}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (redeemerFromPlutusData red)"})})]})})]}),"\n",(0,t.jsx)(s.p,{children:"Following is the complete code for handling this case. Few comments to facilitate its understanding:"}),"\n",(0,t.jsxs)(s.ul,{children:["\n",(0,t.jsxs)(s.li,{children:["\n",(0,t.jsxs)(s.p,{children:["We first query the UTxO corresponding to previous bets at script address and we then query for its datum using ",(0,t.jsx)(s.code,{children:"utxoDatum'"})," which tries its best to retrieve the datum and raises an exception in case it fails. This is its signature: ",(0,t.jsx)(s.code,{children:"utxoDatum' :: (GYTxQueryMonad m, Plutus.FromData a) => GYUTxO -> m (GYAddress, GYValue, a)"}),"."]}),"\n",(0,t.jsxs)(s.ul,{children:["\n",(0,t.jsxs)(s.li,{children:[(0,t.jsx)(s.em,{children:"Note"}),": ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Class.html#v:utxoAtTxOutRef-39-",children:(0,t.jsx)(s.code,{children:"utxoAtTxOutRef'"})})," is a wrapper around ",(0,t.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Class.html#v:utxoAtTxOutRef",children:(0,t.jsx)(s.code,{children:"utxoAtTxOutRef"})})," which raises an exception in case the result was ",(0,t.jsx)(s.code,{children:"Nothing"}),"."]}),"\n"]}),"\n"]}),"\n",(0,t.jsxs)(s.li,{children:["\n",(0,t.jsxs)(s.p,{children:["We then see the use of ",(0,t.jsx)(s.code,{children:"gyLogDebug'"})," which as you would expect is for logging purposes. The first argument that it takes correspond to namespace as used by ",(0,t.jsx)(s.a,{href:"https://hackage.haskell.org/package/katip-0.8.7.2/docs/Katip-Core.html#t:Namespace",children:(0,t.jsx)(s.code,{children:"Katip"})}),". This is where integration of off-chain and on-chain code really begins to shine ✨, having the ",(0,t.jsx)(s.code,{children:"Show"})," instance defined for some of our on-chain types allows us to log them."]}),"\n"]}),"\n",(0,t.jsxs)(s.li,{children:["\n",(0,t.jsxs)(s.p,{children:[(0,t.jsx)(s.code,{children:"timeFromPlutus"})," is as you'll expect - gives us the framework's representation of time from that of plutus. And ",(0,t.jsx)(s.code,{children:"enclosingSlotFromTime'"})," uses ledger's information to determine the corresponding slot for the given time. We need this as cardano's node work in slots. We mention that our transaction is to be invalid after this slot using ",(0,t.jsx)(s.code,{children:"isInvalidAfter"}),"."]}),"\n"]}),"\n",(0,t.jsxs)(s.li,{children:["\n",(0,t.jsxs)(s.p,{children:["We mention that our transaction must have our public key hash as signatories when plutus smart contract asks for it using ",(0,t.jsx)(s.code,{children:"mustBeSignedBy"}),"."]}),"\n"]}),"\n",(0,t.jsxs)(s.li,{children:["\n",(0,t.jsx)(s.p,{children:"Lastly, this transaction must generate an output to the script's address with the updated datum and added value."}),"\n",(0,t.jsxs)(s.ul,{children:["\n",(0,t.jsxs)(s.li,{children:[(0,t.jsx)(s.code,{children:"valueToPlutus"})," gives the corresponding value type used by plutus from what we have in our framework (viz., ",(0,t.jsx)(s.code,{children:"GYValue"}),")."]}),"\n"]}),"\n"]}),"\n"]}),"\n",(0,t.jsxs)(s.p,{children:["All these skeletons are combined together using ",(0,t.jsx)(s.code,{children:"mappend"})," defined for ",(0,t.jsx)(s.code,{children:"GYTxSkeleton"}),"."]}),"\n",(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Need to append to previous."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just previousBetsUtxoRef "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousUtxo "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxoAtTxOutRef' previousBetsUtxoRef"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (_addr"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousValue"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" dat"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"(BetRefDatum previousGuesses _previousBet)) "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxoDatum' previousUtxo"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" gyLogDebug' "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'""'}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" printf "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"previous guesses %s"'}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (show previousGuesses)"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betUntilSlot "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" enclosingSlotFromTime' (timeFromPlutus "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brpBetUntil brp)"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" gyLogDebug' "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'""'}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" printf "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"bet until slot %s"'}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (show betUntilSlot)"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" input brp refScript previousBetsUtxoRef dat (Bet guess)"})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustHaveOutput GYTxOut"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { gyTxOutAddress "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betAddr"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutValue "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" bet "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousValue"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutDatum "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just (datumFromPlutusData "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefDatum ((pubKeyHashToPlutus pkh"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" guess) "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:":"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousGuesses) (valueToPlutus bet)"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOutDontUseInlineDatum)"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutRefS "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" isInvalidAfter betUntilSlot"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustBeSignedBy pkh"})]})]})}),"\n",(0,t.jsxs)(s.h2,{id:"operation-4-taking-the-bet-pot",children:["Operation ",(0,t.jsx)(s.em,{children:"4"}),": Taking the bet pot"]}),"\n",(0,t.jsxs)(s.p,{children:["At this point, reading following code snippet should make sense as it is similar to what we have done before. Here note that we are using ",(0,t.jsx)(s.code,{children:"mustHaveRefInput"})," to tell that the transaction must have the following UTxO reference as a reference input."]}),"\n",(0,t.jsx)(a.UW,{children:(0,t.jsx)(s.p,{children:"Observe that we don't need to specify that the value we successfully consume from the script's UTxO must reach us because transaction balancer would add the change output to us."})}),"\n",(0,t.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,t.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Operation to take UTxO corresponding to previous bets."})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"takeBets"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonad"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m)"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Reference Script."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Validator params."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Script UTxO to consume."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Own address."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Oracle reference input."})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m ("}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PlutusV2"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"takeBets refScript brp previousBetsUtxoRef ownAddr oracleRefInput "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" pkh "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addressToPubKeyHash' ownAddr"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousUtxo "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxoAtTxOutRef' previousBetsUtxoRef"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (_addr"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" _previousValue"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" dat) "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxoDatum' previousUtxo"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRevealSlot "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" enclosingSlotFromTime' (timeFromPlutus "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brpBetReveal brp)"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"})]}),"\n",(0,t.jsx)(s.span,{className:"line",children:(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" input brp refScript previousBetsUtxoRef dat Take"})}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" isInvalidBefore betRevealSlot"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustHaveRefInput oracleRefInput"})]}),"\n",(0,t.jsxs)(s.span,{className:"line",children:[(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,t.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustBeSignedBy pkh"})]})]})}),"\n",(0,t.jsx)(s.h2,{id:"additional-useful-features",children:"Additional Useful Features"}),"\n",(0,t.jsx)(s.h3,{id:"utxosdatums",children:(0,t.jsx)(s.code,{children:"utxosDatums"})}),"\n",(0,t.jsxs)(s.p,{children:["Sometimes we want to see all ",(0,t.jsx)(s.em,{children:"valid"})," UTxOs at our script address. In Cardano, anyone can form UTxO at any address and such a UTxO need not have valid datum as required by our script. ",(0,t.jsx)(s.code,{children:"utxosDatums"})," can be used wither out invalid ones. See it's usage in ",(0,t.jsx)(s.a,{href:"./../more-tutorials#vesting",children:"Vesting example"}),"."]}),"\n",(0,t.jsx)(s.h3,{id:"mustmint",children:(0,t.jsx)(s.code,{children:"mustMint"})}),"\n",(0,t.jsxs)(s.p,{children:["We weren't minting any tokens in our example here and thus didn't make use of ",(0,t.jsx)(s.code,{children:"mustMint"})," skeleton function. It's sample usage is given in ",(0,t.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/blob/main/src/GeniusYield/Api/TestTokens.hs",children:"this"})," example. Which also illustrates how one can mint NFT and shows usage of ",(0,t.jsx)(s.code,{children:"someUTxO"})," function which essentially gives some random UTxO belonging to wallet."]}),"\n",(0,t.jsx)(s.h3,{id:"withdrawals-stake-validator--stake-certificates",children:"Withdrawals, Stake Validator & Stake Certificates"}),"\n",(0,t.jsxs)(s.p,{children:["We haven't made use of withdrawals, stake certificates and stake validators in our example. A sample illustration is provided in ",(0,t.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/blob/main/tests-privnet/GeniusYield/Test/Privnet/Stake.hs",children:"this"})," privnet test."]}),"\n","\n",(0,t.jsxs)(s.section,{"data-footnotes":!0,className:"footnotes",children:[(0,t.jsx)(s.h2,{className:"sr-only",id:"footnote-label",children:"Footnotes"}),"\n",(0,t.jsxs)(s.ol,{children:["\n",(0,t.jsxs)(s.li,{id:"user-content-fn-1",children:["\n",(0,t.jsxs)(s.p,{children:["This is making use of ",(0,t.jsx)(s.em,{children:'"singletons"'}),' and one can read about it from the "Dependent Types" chapter (the last one) in ',(0,t.jsx)(s.a,{href:"https://thinkingwithtypes.com/",children:"Thinking with Types"})," book. ",(0,t.jsx)(s.a,{href:"#user-content-fnref-1","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})," ",(0,t.jsxs)(s.a,{href:"#user-content-fnref-1-2","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:["↩",(0,t.jsx)(s.sup,{children:"2"})]})]}),"\n"]}),"\n"]}),"\n"]})]})}let h={MDXContent:function(){let e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{},{wrapper:s}=Object.assign({},(0,l.a)(),e.components);return s?(0,t.jsx)(s,{...e,children:(0,t.jsx)(d,{...e})}):d(e)},pageOpts:{filePath:"src/pages/getting-started/operations.mdx",route:"/getting-started/operations",timestamp:1715357015e3,pageMap:[{kind:"Meta",data:{index:{title:"Atlas",display:"hidden",theme:{layout:"raw"}},documentation:{title:"Documentation",type:"page",href:"/introduction"},introduction:"Introduction","getting-started":"Getting Started","more-tutorials":"More Tutorials",haddock:{title:"API Reference (Haddock) ⬈",href:"https://haddock.atlas-app.io/",newWindow:!0}}},{kind:"Folder",name:"getting-started",route:"/getting-started",children:[{kind:"Meta",data:{"how-to-build":"How to build?","smart-contract-intro":"Smart Contract",operations:"Operations over Contract","unit-tests":"Unit Tests","integration-tests":"Integration Tests",endpoints:"Creating Endpoints","browser-integration":"Browser Integration"}},{kind:"MdxPage",name:"browser-integration",route:"/getting-started/browser-integration"},{kind:"MdxPage",name:"endpoints",route:"/getting-started/endpoints"},{kind:"MdxPage",name:"how-to-build",route:"/getting-started/how-to-build"},{kind:"MdxPage",name:"integration-tests",route:"/getting-started/integration-tests"},{kind:"MdxPage",name:"operations",route:"/getting-started/operations"},{kind:"MdxPage",name:"smart-contract-intro",route:"/getting-started/smart-contract-intro"},{kind:"MdxPage",name:"unit-tests",route:"/getting-started/unit-tests"}]},{kind:"MdxPage",name:"getting-started",route:"/getting-started"},{kind:"MdxPage",name:"index",route:"/"},{kind:"MdxPage",name:"introduction",route:"/introduction"},{kind:"MdxPage",name:"more-tutorials",route:"/more-tutorials"}],flexsearch:{codeblocks:!0},title:"Operations over Contract",headings:c},pageNextRoute:"/getting-started/operations",nextraLayout:n.ZP,themeConfig:o.Z};s.default=(0,i.j)(h)},3371:function(e,s,r){"use strict";r.d(s,{Z:function(){return d}});var t=r(5893);r(7294);var i=r(5675),n=r.n(i),o={src:"/_next/static/media/atlas-logo-light-mode.6077cdd3.svg",height:320,width:937,blurWidth:0,blurHeight:0},l={src:"/_next/static/media/atlas-logo-dark-mode.62b4f6dd.svg",height:320,width:945,blurWidth:0,blurHeight:0},a=r(2010),c=r(1163),d={logo:(0,t.jsx)(()=>{let{resolvedTheme:e}=(0,a.F)();return(0,t.jsx)(n(),{src:"light"===e?o:l,alt:"Atlas Logo",height:"42"})},{}),project:{link:"https://github.com/geniusyield/atlas"},docsRepositoryBase:"https://github.com/geniusyield/atlas-docs/tree/main",useNextSeoProps(){let{asPath:e}=(0,c.useRouter)(),s="All-in-one solution for writing off-chain code for Plutus contracts";return{titleTemplate:"/"===e?"ATLAS Plutus Application Backend | by Genius Yield":"Atlas | %s",description:s,canonical:"https://atlas-app.io",openGraph:{url:"https://atlas-app.io",description:s,images:[{url:"/open-graph.png",width:1200,height:630,alt:"Atlas - Application backend for Plutus smart contracts on Cardano",type:"image/png"}]},siteName:"Atlas",twitter:{handle:"@GeniusyieldO",site:"https://www.geniusyield.co",cardType:"summary_large_image"}}},head:(0,t.jsxs)(t.Fragment,{children:[(0,t.jsx)("link",{rel:"apple-touch-icon",sizes:"180x180",href:"/favicon/apple-touch-icon.png"}),(0,t.jsx)("link",{rel:"icon",type:"image/png",sizes:"32x32",href:"/favicon/favicon-32x32.png"}),(0,t.jsx)("link",{rel:"icon",type:"image/png",sizes:"16x16",href:"/favicon/favicon-16x16.png"}),(0,t.jsx)("link",{rel:"manifest",href:"/favicon/site.webmanifest"}),(0,t.jsx)("link",{rel:"mask-icon",href:"/favicon/safari-pinned-tab.svg",color:"#5bbad5"}),(0,t.jsx)("link",{rel:"shortcut icon",href:"/favicon/favicon.ico"}),(0,t.jsx)("meta",{name:"msapplication-TileColor",content:"#da532c"}),(0,t.jsx)("meta",{name:"msapplication-config",content:"/favicon/browserconfig.xml"}),(0,t.jsx)("meta",{name:"theme-color",content:"#ffffff"})]}),footer:{component:(0,t.jsx)(t.Fragment,{})},nextThemes:{defaultTheme:"dark"},darkMode:!1,sidebar:{toggleButton:!0}}},5789:function(){}},function(e){e.O(0,[484,888,774,179],function(){return e(e.s=4862)}),_N_E=e.O()}]); \ No newline at end of file diff --git a/_next/static/chunks/pages/getting-started/operations-48b4566df160d5b4.js b/_next/static/chunks/pages/getting-started/operations-48b4566df160d5b4.js deleted file mode 100644 index 109f471..0000000 --- a/_next/static/chunks/pages/getting-started/operations-48b4566df160d5b4.js +++ /dev/null @@ -1 +0,0 @@ -(self.webpackChunk_N_E=self.webpackChunk_N_E||[]).push([[518],{4862:function(e,s,r){(window.__NEXT_P=window.__NEXT_P||[]).push(["/getting-started/operations",function(){return r(9625)}])},9625:function(e,s,r){"use strict";r.r(s),r.d(s,{__toc:function(){return c}});var o=r(5893),l=r(2673),n=r(7864),i=r(3371);r(7954);var t=r(2643),a=r(9013);let c=[{depth:2,value:"Operation 1: Generating address for our Smart Contract",id:"operation-1-generating-address-for-our-smart-contract"},{depth:3,value:"Generating Validator for our Smart Contract",id:"generating-validator-for-our-smart-contract"},{depth:3,value:"Interlude - GYTxQueryMonad",id:"interlude---gytxquerymonad"},{depth:3,value:"Generating address",id:"generating-address"},{depth:2,value:"Operation 2: Adding Input to refer later (Reference Input)",id:"operation-2-adding-input-to-refer-later-reference-input"},{depth:3,value:"Interlude - GYTxSkeleton",id:"interlude---gytxskeleton"},{depth:3,value:"Skeleton for adding reference input",id:"skeleton-for-adding-reference-input"},{depth:3,value:"Q: Can you create a skeleton for adding reference script?",id:"q-can-you-create-a-skeleton-for-adding-reference-script"},{depth:2,value:"Operation 3: Placing a bet",id:"operation-3-placing-a-bet"},{depth:3,value:"Placing the first bet",id:"placing-the-first-bet"},{depth:3,value:"Placing subsequent bets",id:"placing-subsequent-bets"},{depth:2,value:"Operation 4: Taking the bet pot",id:"operation-4-taking-the-bet-pot"},{depth:2,value:"Additional Useful Functions",id:"additional-useful-functions"},{depth:3,value:"utxosDatums",id:"utxosdatums"},{depth:3,value:"mustMint",id:"mustmint"}];function h(e){let s=Object.assign({h1:"h1",p:"p",em:"em",ul:"ul",li:"li",a:"a",h2:"h2",h3:"h3",code:"code",pre:"pre",span:"span",sup:"sup",table:"table",thead:"thead",tr:"tr",th:"th",tbody:"tbody",td:"td",details:"details",summary:"summary",section:"section",ol:"ol"},(0,t.a)(),e.components);return(0,o.jsxs)(o.Fragment,{children:[(0,o.jsx)(s.h1,{children:"Operations over Contract"}),"\n",(0,o.jsx)(s.p,{children:"Having understood the contract. Now is the time we actually start using our framework to build the transactions for it."}),"\n",(0,o.jsxs)(s.p,{children:["The main principle to understand here is that - we only need to give the essentials, i.e. we only specify what we ",(0,o.jsx)(s.em,{children:"want"})," and it is the job of the framework to do the rest."]}),"\n",(0,o.jsx)(s.p,{children:"For instance, we may tell that we want to consume a specific input belonging to the script's address and generate a specific output. Given that, it becomes framework's job to do the rest, say:"}),"\n",(0,o.jsxs)(s.ul,{children:["\n",(0,o.jsx)(s.li,{children:"Select available UTxO's in user's wallet and generate suitable change output to balance the transaction, considering fees."}),"\n",(0,o.jsx)(s.li,{children:"Make sure all generated UTxO's satisfy minimum ada requirement."}),"\n",(0,o.jsx)(s.li,{children:"Handle collateral."}),"\n",(0,o.jsx)(s.li,{children:"etc, etc."}),"\n"]}),"\n",(0,o.jsx)(s.p,{children:"Thus, we only specify at high-level what we want. This would become clear as we actually start writing operations for our contract."}),"\n",(0,o.jsxs)(s.p,{children:["Entire code for these operations is available ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/server-lib/BetRef/Api/Operations.hs",children:"here"}),"."]}),"\n",(0,o.jsxs)(s.h2,{id:"operation-1-generating-address-for-our-smart-contract",children:["Operation ",(0,o.jsx)(s.em,{children:"1"}),": Generating address for our Smart Contract"]}),"\n",(0,o.jsx)(s.h3,{id:"generating-validator-for-our-smart-contract",children:"Generating Validator for our Smart Contract"}),"\n",(0,o.jsxs)(s.p,{children:["Following the usual drill, we generate the Validator given contract parameters (following is written in file ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/onchain/BetRef/OnChain/BetRef/Compiled.hs",children:(0,o.jsx)(s.code,{children:"Compiled.hs"})}),"):"]}),"\n",(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"Compiled.hs",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Generates validator given params."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefValidator"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Validator"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefValidator betRefParams "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mkValidatorScript "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"(PlutusTx.compile "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"[||"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mkBetRefValidator"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"||]"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"`PlutusTx.applyCode`"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" PlutusTx.liftCode betRefParams"})]})]})}),"\n",(0,o.jsxs)(s.p,{children:["What we have obtained is of type ",(0,o.jsx)(s.code,{children:"Validator"}),", defined in ",(0,o.jsx)(s.code,{children:"plutus-ledger-api"}),", which is nothing but a wrapper around ",(0,o.jsx)(s.code,{children:"Script"})," type defined in same."]}),"\n",(0,o.jsxs)(s.p,{children:["Likewise, we have our own types, ",(0,o.jsx)(s.code,{children:"GYValidator"})," (similarly ",(0,o.jsx)(s.code,{children:"GYMintingPolicy"})," for minting policy scripts) & ",(0,o.jsx)(s.code,{children:"GYScript"})," (defined in ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/Script.hs",children:(0,o.jsx)(s.code,{children:"Script.hs"})}),") to represent these in our framework."]}),"\n",(0,o.jsxs)(s.p,{children:["The file mentioned ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/Script.hs",children:(0,o.jsx)(s.code,{children:"Script.hs"})})," contains a lot of helper utilities such as ",(0,o.jsx)(s.code,{children:"validatorFromPlutus"})," which takes in Plutus's ",(0,o.jsx)(s.code,{children:"Validator"})," type to give out ",(0,o.jsx)(s.code,{children:"GYValidator"}),". Though there has been slight abuse in mentioning type here as what is actually given out is ",(0,o.jsx)(s.code,{children:"GYValidator v"})," where type variable ",(0,o.jsx)(s.code,{children:"v"})," is of ",(0,o.jsx)(s.em,{children:"kind"})," ",(0,o.jsx)(s.code,{children:"PlutusVersion"})," which is defined in file ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/PlutusVersion.hs",children:(0,o.jsx)(s.code,{children:"PlutusVersion.hs"})})," which you can understand as being here to denote plutus version for our validator script",(0,o.jsx)(s.sup,{children:(0,o.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})}),"."]}),"\n",(0,o.jsxs)(s.p,{children:["If we look at the type signature of ",(0,o.jsx)(s.code,{children:"validatorFromPlutus"}),", we see: ",(0,o.jsx)(s.code,{children:"validatorFromPlutus :: forall v. SingPlutusVersionI v => Plutus.Validator -> GYValidator v"})," where for the time being we can ignore the description of the typeclass ",(0,o.jsx)(s.code,{children:"SingPlutusVersionI"}),(0,o.jsx)(s.sup,{children:(0,o.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1-2","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})})," besides noting the fact that only types (currently ",(0,o.jsx)(s.code,{children:"'PlutusV1"})," & ",(0,o.jsx)(s.code,{children:"'PlutusV2"}),") of kind ",(0,o.jsx)(s.code,{children:"PlutusVersion"})," have an instance for it. So here, our function ",(0,o.jsx)(s.code,{children:"validatorFromPlutus"})," works for all type variable ",(0,o.jsx)(s.code,{children:"v"})," which have an instance of ",(0,o.jsx)(s.code,{children:"SingPlutusVersionI"})," but there is no way to learn what this ",(0,o.jsx)(s.code,{children:"v"})," is based solely on the input ",(0,o.jsx)(s.code,{children:"Plutus.Validator"})," and therefore, caller must specify it, either by providing type signature (of callee or caller due to type inference) or by using ",(0,o.jsx)(s.a,{href:"https://ghc.gitlab.haskell.org/ghc/doc/users_guide/exts/type_applications.html",children:"visible type application"}),". Our first operation does make use of it but before looking at it, we need to understand about ",(0,o.jsx)(s.code,{children:"GYTxQueryMonad"}),"."]}),"\n",(0,o.jsxs)(s.h3,{id:"interlude---gytxquerymonad",children:["Interlude - ",(0,o.jsx)(s.code,{children:"GYTxQueryMonad"})]}),"\n",(0,o.jsx)(s.p,{children:"When we want to obtain the address of the script from its hash, besides the hash, we also need to know the network we are currently operating at. Is it some testnet or mainnet?"}),"\n",(0,o.jsx)(s.p,{children:"Similarly, transaction building involves querying the ledger for various information like say querying UTxO's present at one's address, similarly it might need help of some chain indexer to query datum in case output contains only the datum's hash."}),"\n",(0,o.jsxs)(s.p,{children:["All of this is captured by typeclass ",(0,o.jsx)(s.code,{children:"GYTxQueryMonad"})," defined ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/TxBuilder/Class.hs",children:"here"})," and also shown below (kindly see all these functions defined for this typeclass)."]}),"\n",(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Class of monads for querying chain data."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"class"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"MonadError"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadException"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxQueryMonad"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"where"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" {-# "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"MINIMAL"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" networkId, lookupDatum, (utxoAtTxOutRef | utxosAtTxOutRefs), (utxosAtAddress | utxosAtAddresses), slotConfig, currentSlot, logMsg #-}"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:" "}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:" -- | Get the network id"})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"networkId"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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Here is the code to obtain address (notice that we have provided multiple versions of the same code here):"}),"\n",(0,o.jsxs)(a.UW,{type:"info",children:[(0,o.jsxs)(s.p,{children:["Type of ",(0,o.jsx)(s.code,{children:"scriptAddress"})," used below (& defined in ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/TxBuilder/Class.hs",children:(0,o.jsx)(s.code,{children:"Class.hs"})}),") is ",(0,o.jsx)(s.code,{children:"scriptAddress :: forall (m :: * -> *) (v :: PlutusVersion). GYTxQueryMonad m => GYValidator v -> m GYAddress"}),". Thus with respect to type application, the first parameter is for monad and second one is ",(0,o.jsx)(s.code,{children:"PlutusVersion"})," kinded."]}),(0,o.jsx)(s.p,{children:"Internally this function queries for network details."})]}),"\n",(0,o.jsxs)(a.mQ,{items:["A","B","C"],children:[(0,o.jsx)(a.OK,{children:(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- A. Type is given by `scriptAddress`."})}),"\n",(0,o.jsx)(s.span,{className:"line",children:" "}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Validator in question, obtained after giving required parameters."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefValidator'"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"SingPlutusVersionI"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" v "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValidator"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" v"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefValidator' brp "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorFromPlutus "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator brp"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:" "}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Address of the validator, given params."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefAddress"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxQueryMonad"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m) "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefAddress brp "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" scriptAddress "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"_ "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@'PlutusV2"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp"})]})]})})}),(0,o.jsx)(a.OK,{children:(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- B. Type is given by `validatorFromPlutus` using type application."})}),"\n",(0,o.jsx)(s.span,{className:"line",children:" "}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Validator in question, obtained after giving required parameters."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefValidator' brp "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorFromPlutus "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@'PlutusV2"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator brp"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:" "}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Address of the validator, given params."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefAddress"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxQueryMonad"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m) "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefAddress brp "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" scriptAddress "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp"})]})]})})}),(0,o.jsx)(a.OK,{children:(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- C. Type is specified using signature."})}),"\n",(0,o.jsx)(s.span,{className:"line",children:" "}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Validator in question, obtained after giving required parameters."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefValidator'"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValidator"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"'PlutusV2"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefValidator' brp "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorFromPlutus "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator brp"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:" "}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Address of the validator, given params."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"betRefAddress"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxQueryMonad"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m) "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"betRefAddress brp "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" scriptAddress "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp"})]})]})})})]}),"\n",(0,o.jsxs)(s.p,{children:["Well what is this monad ",(0,o.jsx)(s.code,{children:"m"})," being used here? Well any! As long as it has an instance for ",(0,o.jsx)(s.code,{children:"GYTxQueryMonad"}),". When we will start writing tests, then we'll use all of these operations and most likely how to use them would become clear then."]}),"\n",(0,o.jsxs)(s.h2,{id:"operation-2-adding-input-to-refer-later-reference-input",children:["Operation ",(0,o.jsx)(s.em,{children:"2"}),": Adding Input to refer later (Reference Input)"]}),"\n",(0,o.jsxs)(s.h3,{id:"interlude---gytxskeleton",children:["Interlude - ",(0,o.jsx)(s.code,{children:"GYTxSkeleton"})]}),"\n",(0,o.jsxs)(s.p,{children:["As mentioned before, we just mention at high level what we want in a transaction. This is captured by ",(0,o.jsx)(s.code,{children:"GYTxSkeleton"})," defined ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/TxBuilder/Class.hs",children:"here"})," and its description is mentioned below."]}),"\n",(0,o.jsxs)(s.table,{children:[(0,o.jsx)(s.thead,{children:(0,o.jsxs)(s.tr,{children:[(0,o.jsx)(s.th,{children:"Fields"}),(0,o.jsx)(s.th,{children:"Represented by"}),(0,o.jsx)(s.th,{children:"Additional details"})]})}),(0,o.jsxs)(s.tbody,{children:[(0,o.jsxs)(s.tr,{children:[(0,o.jsx)(s.td,{children:"Inputs"}),(0,o.jsx)(s.td,{children:(0,o.jsx)(s.code,{children:"gytxIns"})}),(0,o.jsxs)(s.td,{children:['It is a list of inputs where for each input, we have its UTxO reference (the "TxIn" as the ',(0,o.jsx)(s.a,{href:"https://github.com/input-output-hk/cardano-ledger/releases/latest/download/byron-ledger.pdf",children:"cardano ledger specification"})," calls it) and a witness. In case this UTxO doesn't belong to a script, we just need spending key witness, otherwise we need the associated script, its datum and input redeemer where the associated script could be provided as part of this transaction body or could be obtained from reference input. See ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/TxIn.hs",children:(0,o.jsx)(s.code,{children:"TxIn.hs"})}),"."]})]}),(0,o.jsxs)(s.tr,{children:[(0,o.jsx)(s.td,{children:"Outputs"}),(0,o.jsx)(s.td,{children:(0,o.jsx)(s.code,{children:"gytxOuts"})}),(0,o.jsxs)(s.td,{children:["List of outputs produced by this transaction where for each output we can mention whether the datum is to be inlined or not and whether this output stores any script. See ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/TxOut.hs",children:(0,o.jsx)(s.code,{children:"TxOut.hs"})}),"."]})]}),(0,o.jsxs)(s.tr,{children:[(0,o.jsx)(s.td,{children:"Reference Inputs"}),(0,o.jsx)(s.td,{children:(0,o.jsx)(s.code,{children:"gytxRefIns"})}),(0,o.jsxs)(s.td,{children:["Set of reference to UTxOs corresponding to reference inputs. Defined in same file, viz. ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/TxBuilder/Class.hs",children:(0,o.jsx)(s.code,{children:"Class.hs"})}),"."]})]}),(0,o.jsxs)(s.tr,{children:[(0,o.jsx)(s.td,{children:"Mints"}),(0,o.jsx)(s.td,{children:(0,o.jsx)(s.code,{children:"gytxMint"})}),(0,o.jsx)(s.td,{children:"Map of minting policy to pair of redeemer and another map for token name to mint amount for that token."})]}),(0,o.jsxs)(s.tr,{children:[(0,o.jsx)(s.td,{children:"Signatories"}),(0,o.jsx)(s.td,{children:(0,o.jsx)(s.code,{children:"gytxSigs"})}),(0,o.jsx)(s.td,{children:"Set of Public Key Hash of Signatories."})]}),(0,o.jsxs)(s.tr,{children:[(0,o.jsx)(s.td,{children:"Valid after"}),(0,o.jsx)(s.td,{children:(0,o.jsx)(s.code,{children:"gytxInvalidBefore"})}),(0,o.jsx)(s.td,{children:"Just the corresponding node slot."})]}),(0,o.jsxs)(s.tr,{children:[(0,o.jsx)(s.td,{children:"Valid before"}),(0,o.jsx)(s.td,{children:(0,o.jsx)(s.code,{children:"gytxInvalidAfter"})}),(0,o.jsx)(s.td,{children:"Same as above."})]})]})]}),"\n",(0,o.jsx)(s.p,{children:"Corresponding snippet of haskell code:"}),"\n",(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (v "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PlutusVersion"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxSkeleton"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { gytxIns "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"["}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxIn"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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Here we have decided to keep this datum inline as currently framework is not supporting reading datum for a reference input whose output contains only datum hash",(0,o.jsx)(s.sup,{children:(0,o.jsx)(s.a,{href:"#user-content-fn-2",id:"user-content-fnref-2","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"2"})}),"."]}),"\n",(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Add UTxO to be used as reference input at a given address with given datum."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"addRefInput"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"'PlutusV2"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"addRefInput addr dat "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustHaveOutput "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOut addr mempty (Just (datumFromPlutusData dat"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOutUseInlineDatum)) Nothing"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Note that the value can be empty as tx building logic would add the needed minimum UTxO ada."})]})]})}),"\n",(0,o.jsx)(s.p,{children:"Note that we have mentioned the value as empty for this UTxO and this is one of the beauties of our framework that it will itself manage adding lovelaces to satisfy minimum ada requirement."}),"\n",(0,o.jsx)(s.h3,{id:"q-can-you-create-a-skeleton-for-adding-reference-script",children:"Q: Can you create a skeleton for adding reference script?"}),"\n",(0,o.jsx)(s.details,{children:(0,o.jsxs)(s.p,{children:[(0,o.jsx)(s.summary,{children:" Toggle Answer "}),"\nGiven the output address ",(0,o.jsx)(s.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"addr"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"})]})})})," and the Plutus V2 validator ",(0,o.jsx)(s.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"script"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValidator"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"'PlutusV2"})]})})}),", we can write ",(0,o.jsx)(s.span,{"data-rehype-pretty-code-fragment":"",children:(0,o.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"mustHaveOutput "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOut addr mempty (Just (datumFromPlutusData "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOutDontUseInlineDatum)) (Just "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorToScript script)"})]})})})]})}),"\n",(0,o.jsxs)(s.h2,{id:"operation-3-placing-a-bet",children:["Operation ",(0,o.jsx)(s.em,{children:"3"}),": Placing a bet"]}),"\n",(0,o.jsx)(s.h3,{id:"placing-the-first-bet",children:"Placing the first bet"}),"\n",(0,o.jsx)(s.p,{children:"In case this is a first bet (a program handling the bets can decide whether the bet being placed by the user is first or not by querying the UTxOs at the script address), then we just need to produce an output at the script address with the bet value and our guess."}),"\n",(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Operation to place bet."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"placeBet"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonad"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m)"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Reference Script."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Validator Params."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Guess."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet amount to place."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Own address."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Reference to previous bets UTxO (if any)."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m ("}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PlutusV2"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"placeBet refScript brp guess bet ownAddr mPreviousBetsUtxoRef "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" pkh "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addressToPubKeyHash' ownAddr"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betAddr "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefAddress brp"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mPreviousBetsUtxoRef "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- This is the first bet."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustHaveOutput "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOut"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { gyTxOutAddress "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betAddr"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutValue "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" bet"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutDatum "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just (datumFromPlutusData "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefDatum [(pubKeyHashToPlutus pkh"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" guess)] (valueToPlutus bet)"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOutDontUseInlineDatum)"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutRefS "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})})]})}),"\n",(0,o.jsxs)(s.p,{children:["At this point, it should be clear what is happening in the above code block. This function is somewhat overloaded and is handling both the cases whether the bet is first or not and it determines this using the presence of reference to a UTxO (representing previous bets) at validator script. In case there isn't one, i.e., ",(0,o.jsx)(s.code,{children:"Nothing"})," for our ",(0,o.jsx)(s.code,{children:"Maybe"})," value, we are placing the first bet. Notice that we mention that our datum shouldn't be inlined to output using ",(0,o.jsx)(s.code,{children:"GYTxOutDontUseInlineDatum"}),"."]}),"\n",(0,o.jsx)(s.h3,{id:"placing-subsequent-bets",children:"Placing subsequent bets"}),"\n",(0,o.jsxs)(s.p,{children:["Here we would be exercising script's logic for the first time. We would be consuming the UTxO present at script address. We have defined a function, viz. ",(0,o.jsx)(s.code,{children:"input"})," which would take in the following parameters:"]}),"\n",(0,o.jsxs)(s.ul,{children:["\n",(0,o.jsxs)(s.li,{children:[(0,o.jsx)(s.code,{children:"BetRefParams"}),": to generate the validator script or else we can read the script from the UTxO pertaining to reference script."]}),"\n",(0,o.jsx)(s.li,{children:"Reference to reference script UTxO."}),"\n",(0,o.jsx)(s.li,{children:"Reference of script input to consume."}),"\n",(0,o.jsxs)(s.li,{children:["The datum present at this input. Recall that our datum was not inlined for this particular output, we therefore would need lookup the datum using ",(0,o.jsx)(s.code,{children:"lookupDatum"})," to pass the actual datum to this function."]}),"\n",(0,o.jsx)(s.li,{children:"Redeemer action."}),"\n"]}),"\n",(0,o.jsx)(s.p,{children:"Thus, we have its definition as:"}),"\n",(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Utility function to consume script UTxO."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"input"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefDatum"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefAction"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"'PlutusV2"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"input brp refScript inputRef dat red "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustHaveInput GYTxIn"})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { gyTxInTxOutRef "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" inputRef"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxInWitness "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxInWitnessScript"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (GYInReference refScript "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validatorToScript "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp)"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (datumFromPlutusData dat)"})}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (redeemerFromPlutusData red)"})}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})})]})}),"\n",(0,o.jsxs)(a.UW,{type:"info",children:[(0,o.jsxs)(s.p,{children:["In case we didn't want to use reference script, we would write ",(0,o.jsx)(s.code,{children:"gyTxInWitness"})," as:"]}),(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"gyTxInWitness "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxInWitnessScript"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (GYInScript (validatorToScript "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefValidator' brp))"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (datumFromPlutusData dat)"})}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (redeemerFromPlutusData red)"})})]})})]}),"\n",(0,o.jsx)(s.p,{children:"Following is the complete code for handling this case. Few comments to facilitate its understanding:"}),"\n",(0,o.jsxs)(s.ul,{children:["\n",(0,o.jsxs)(s.li,{children:["\n",(0,o.jsxs)(s.p,{children:["We first query the UTxO corresponding to previous bets at script address and we then query for its datum using ",(0,o.jsx)(s.code,{children:"utxoDatum'"})," which tries its best to retrieve the datum and raises an exception in case it fails. This is its signature: ",(0,o.jsx)(s.code,{children:"utxoDatum' :: (GYTxQueryMonad m, Plutus.FromData a) => GYUTxO -> m (GYAddress, GYValue, a)"}),"."]}),"\n",(0,o.jsxs)(s.ul,{children:["\n",(0,o.jsxs)(s.li,{children:[(0,o.jsx)(s.em,{children:"Note"}),": ",(0,o.jsx)(s.code,{children:"utxoAtTxOutRef'"})," (defined again in ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/TxBuilder/Class.hs",children:(0,o.jsx)(s.code,{children:"Class.hs"})}),") is a wrapper around ",(0,o.jsx)(s.code,{children:"utxoAtTxOutRef"})," which raises an exception in case the result was ",(0,o.jsx)(s.code,{children:"Nothing"}),"."]}),"\n"]}),"\n"]}),"\n",(0,o.jsxs)(s.li,{children:["\n",(0,o.jsxs)(s.p,{children:["We then see the use of ",(0,o.jsx)(s.code,{children:"gyLogDebug'"})," which as you would expect is for logging purposes. The first argument that it takes correspond to namespace as used by ",(0,o.jsx)(s.a,{href:"https://hackage.haskell.org/package/katip-0.8.7.2/docs/Katip-Core.html#t:Namespace",children:(0,o.jsx)(s.code,{children:"Katip"})}),". This is where integration of off-chain and on-chain code really begins to shine ✨, having the ",(0,o.jsx)(s.code,{children:"Show"})," instance defined for some of our on-chain types allows us to log them."]}),"\n"]}),"\n",(0,o.jsxs)(s.li,{children:["\n",(0,o.jsxs)(s.p,{children:[(0,o.jsx)(s.code,{children:"timeFromPlutus"})," is as you'll expect - gives us the framework's representation of time from that of plutus. And ",(0,o.jsx)(s.code,{children:"enclosingSlotFromTime'"})," uses ledger's information to determine the corresponding slot for the given time. We need this as cardano's node work in slots. We mention that our transaction is to be invalid after this slot using ",(0,o.jsx)(s.code,{children:"isInvalidAfter"}),"."]}),"\n"]}),"\n",(0,o.jsxs)(s.li,{children:["\n",(0,o.jsxs)(s.p,{children:["We mention that our transaction must have our public key hash as signatories when plutus smart contract asks for it using ",(0,o.jsx)(s.code,{children:"mustBeSignedBy"}),"."]}),"\n"]}),"\n",(0,o.jsxs)(s.li,{children:["\n",(0,o.jsx)(s.p,{children:"Lastly, this transaction must generate an output to the script's address with the updated datum and added value."}),"\n",(0,o.jsxs)(s.ul,{children:["\n",(0,o.jsxs)(s.li,{children:[(0,o.jsx)(s.code,{children:"valueToPlutus"})," gives the corresponding value type used by plutus from what we have in our framework (viz., ",(0,o.jsx)(s.code,{children:"GYValue"}),")."]}),"\n"]}),"\n"]}),"\n"]}),"\n",(0,o.jsxs)(s.p,{children:["All these skeletons are combined together using ",(0,o.jsx)(s.code,{children:"mappend"})," defined for ",(0,o.jsx)(s.code,{children:"GYTxSkeleton"}),"."]}),"\n",(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Need to append to previous."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just previousBetsUtxoRef "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousUtxo "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxoAtTxOutRef' previousBetsUtxoRef"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (_addr"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousValue"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" dat"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"(BetRefDatum previousGuesses _previousBet)) "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxoDatum' previousUtxo"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" gyLogDebug' "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'""'}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" printf "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"previous guesses %s"'}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (show previousGuesses)"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betUntilSlot "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" enclosingSlotFromTime' (timeFromPlutus "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brpBetUntil brp)"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" gyLogDebug' "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'""'}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" printf "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"bet until slot %s"'}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (show betUntilSlot)"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" input brp refScript previousBetsUtxoRef dat (Bet guess)"})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustHaveOutput GYTxOut"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { gyTxOutAddress "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betAddr"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutValue "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" bet "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousValue"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutDatum "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just (datumFromPlutusData "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefDatum ((pubKeyHashToPlutus pkh"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" guess) "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:":"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousGuesses) (valueToPlutus bet)"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" GYTxOutDontUseInlineDatum)"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , gyTxOutRefS "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing"})]}),"\n",(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" isInvalidAfter betUntilSlot"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mustBeSignedBy pkh"})]})]})}),"\n",(0,o.jsxs)(s.h2,{id:"operation-4-taking-the-bet-pot",children:["Operation ",(0,o.jsx)(s.em,{children:"4"}),": Taking the bet pot"]}),"\n",(0,o.jsxs)(s.p,{children:["At this point, reading following code snippet should make sense as it is similar to what we have done before. Here note that we are using ",(0,o.jsx)(s.code,{children:"mustHaveRefInput"})," to tell that the transaction must have the following UTxO reference as a reference input."]}),"\n",(0,o.jsx)(a.UW,{children:(0,o.jsx)(s.p,{children:"Observe that we don't need to specify that the value we successfully consume from the script's UTxO must reach us because transaction balancer would add the change output to us."})}),"\n",(0,o.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,o.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,o.jsx)(s.span,{className:"line",children:(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Operation to take UTxO corresponding to previous bets."})}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"takeBets"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"HasCallStack"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonad"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m)"})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=>"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Reference Script."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Validator params."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Script UTxO to consume."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Own address."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Oracle reference input."})]}),"\n",(0,o.jsxs)(s.span,{className:"line",children:[(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" m ("}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxSkeleton"}),(0,o.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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In Cardano, anyone can form UTxO at any address and such a UTxO need not have valid datum as required by our script. ",(0,o.jsx)(s.code,{children:"utxosDatums"})," can be used wither out invalid ones. See it's usage in ",(0,o.jsx)(s.a,{href:"./../more-tutorials#vesting",children:"Vesting example"}),"."]}),"\n",(0,o.jsx)(s.h3,{id:"mustmint",children:(0,o.jsx)(s.code,{children:"mustMint"})}),"\n",(0,o.jsxs)(s.p,{children:["We weren't minting any tokens in our example here and thus didn't make use of ",(0,o.jsx)(s.code,{children:"mustMint"})," skeleton function. It's sample usage is given in ",(0,o.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/blob/main/src/GeniusYield/Api/TestTokens.hs",children:"this"})," example. Which also illustrates how one can mint NFT and shows usage of ",(0,o.jsx)(s.code,{children:"someUTxO"})," function which essentially gives some random UTxO belonging to wallet."]}),"\n","\n",(0,o.jsxs)(s.section,{"data-footnotes":!0,className:"footnotes",children:[(0,o.jsx)(s.h2,{className:"sr-only",id:"footnote-label",children:"Footnotes"}),"\n",(0,o.jsxs)(s.ol,{children:["\n",(0,o.jsxs)(s.li,{id:"user-content-fn-1",children:["\n",(0,o.jsxs)(s.p,{children:['This is related to singletons and one can read about it from the "Dependent Types" chapter (the last one) in ',(0,o.jsx)(s.a,{href:"https://thinkingwithtypes.com/",children:"Thinking with Types"})," book. ",(0,o.jsx)(s.a,{href:"#user-content-fnref-1","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})," ",(0,o.jsxs)(s.a,{href:"#user-content-fnref-1-2","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:["↩",(0,o.jsx)(s.sup,{children:"2"})]})]}),"\n"]}),"\n",(0,o.jsxs)(s.li,{id:"user-content-fn-2",children:["\n",(0,o.jsxs)(s.p,{children:["This however is not true for normal inputs where you can specify the datum as we'll see in other operations. 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We do not recommend using it in a production environment",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})}),"."]})}),"\n",(0,n.jsx)(a.UW,{children:(0,n.jsxs)(s.p,{children:["Here we'll be writing our smart contract in Haskell but do note that we are not limited to it. You for instance could write your smart contract in any language of your choice and read the compiled CBOR using ",(0,n.jsx)(s.code,{children:"scriptFromCBOR"})," function defined ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/Script.hs",children:"here"})," (",(0,n.jsx)(s.a,{href:"./operations",children:"Operations over Contract"})," chapter explains about types such as ",(0,n.jsx)(s.code,{children:"GYScript"}),", ",(0,n.jsx)(s.code,{children:"PlutusVersion"})," which are used in this function). Similarly, there is ",(0,n.jsx)(s.code,{children:"readScript"})," defined in the ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/Script.hs",children:"same"})," file to read from the compiled ",(0,n.jsx)(s.a,{href:"https://cardano-api.cardano.intersectmbo.org/cardano-api/Cardano-Api-SerialiseTextEnvelope.html#t:TextEnvelope",children:"text envelope"})," file."]})}),"\n",(0,n.jsx)(s.h2,{id:"contract-description",children:"Contract Description"}),"\n",(0,n.jsx)(s.p,{children:"Setting here is that we have a sport match happening and a group of friends want to bet on the number of goals scored by their favorite team in it."}),"\n",(0,n.jsx)(s.p,{children:"Winner is the one whose guess is closest (and in case of tie - the one who takes it fastest!)."}),"\n",(0,n.jsxs)(s.p,{children:["The smart contract code is available ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/onchain/BetRef/OnChain/BetRef.hs",children:"here"}),". This example was inspired by ",(0,n.jsx)(s.a,{href:"https://github.com/mlabs-haskell/plutus-simple-model/blob/main/psm/test/Suites/Plutus/Model/Script/V2/Onchain/Oracle.hs",children:"MLabs"}),"."]}),"\n",(0,n.jsx)(a.UW,{type:"info",children:(0,n.jsxs)(s.p,{children:["Since the underlying version of ",(0,n.jsx)(s.code,{children:"plutus"})," library we are using defaults to version 1.1.0 of plutus core, we need to explicitly set ",(0,n.jsx)(s.a,{href:"https://plutus.readthedocs.io/en/latest/reference/writing-scripts/compiler-options.html",children:(0,n.jsx)(s.code,{children:"target-version"})})," to 1.0.0, and that is why there is ",(0,n.jsx)(s.code,{children:"ghc-options: -fplugin-opt PlutusTx.Plugin:target-version=1.0.0"})," in ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/blob/main/bet-ref/betref.cabal",children:"our cabal file"}),"."]})}),"\n",(0,n.jsx)(s.h3,{id:"contract-parameters",children:"Contract Parameters"}),"\n",(0,n.jsxs)(s.ul,{children:["\n",(0,n.jsxs)(s.li,{children:[(0,n.jsx)(s.strong,{children:(0,n.jsx)(s.code,{children:"brpOraclePkh :: PubKeyHash"})}),": We'll be using a reference input, and its datum will give us the actual result (the number of goals). Since the reference input UTxO must belong to Oracle, we check it using Oracle's payment public key hash."]}),"\n",(0,n.jsxs)(s.li,{children:[(0,n.jsx)(s.strong,{children:(0,n.jsx)(s.code,{children:"brpBetUntil :: POSIXTime"})}),": Time until which bets can be placed."]}),"\n",(0,n.jsxs)(s.li,{children:[(0,n.jsx)(s.strong,{children:(0,n.jsx)(s.code,{children:"brpBetReveal :: POSIXTime"})}),": Time that the Oracle will reveal the match results."]}),"\n",(0,n.jsxs)(s.li,{children:[(0,n.jsx)(s.strong,{children:(0,n.jsx)(s.code,{children:"brpBetStep :: Value"})}),": Minimum value that bets must increase by."]}),"\n"]}),"\n",(0,n.jsx)(s.p,{children:"Thus, the parameters of our contract are given by:"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Our contract is parameterized with this."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefParams"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { brpOraclePkh "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PubKeyHash"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Oracle's payment public key hash. This is needed to assert that UTxO being looked at indeed belongs to the Oracle."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetUntil "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"POSIXTime"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Time until which bets can be placed."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetReveal "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"POSIXTime"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Time at which Oracle will reveal the correct match result."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetStep "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Value"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount."})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"PlutusTx.makeLift ''BetRefParams"})})]})}),"\n",(0,n.jsx)(s.h3,{id:"reference-input-datum",children:"Reference Input Datum"}),"\n",(0,n.jsx)(s.p,{children:"The Oracle tells us the number of goals scored by the concerned team:"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Goals made my the concerned team."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"type"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"TeamGoals"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Match result given by the Oracle."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"newtype"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" OracleAnswerDatum "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"TeamGoals"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"deriving"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"newtype"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Eq"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:", "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Show"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"PlutusTx.unstableMakeIsData ''OracleAnswerDatum"})})]})}),"\n",(0,n.jsx)(s.h3,{id:"contract-datum",children:"Contract Datum"}),"\n",(0,n.jsx)(s.p,{children:"It consists of two fields:"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{children:["\n",(0,n.jsx)(s.p,{children:"List containing each person's guess along with their payment public key hash. Key hash is used to tie guess with the guesser. Every time a new guess is made, we prepend it to this list.\nThis key hash is obtained from transaction signatories - we insist on key hash being present in signatories as otherwise anyone may override bet of someone else."}),"\n"]}),"\n",(0,n.jsxs)(s.li,{children:["\n",(0,n.jsxs)(s.p,{children:["Amount denoting the previously placed bet. Note that the total value in the UTxO belonging to contract is the culmination of ",(0,n.jsx)(s.strong,{children:"all"})," the previously placed bets and thus it isn't in general equal to last placed bet. We use this to assert that the newly placed bet is more than the previous one by ",(0,n.jsx)(s.code,{children:"brpBetStep"})," amount."]}),"\n"]}),"\n"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | List of guesses by users along with the maximum bet placed yet. A new guess gets /prepended/ to this list. Note that since we are always meant to increment previously placed bet with `brpBetStep`, the newly placed bet would necessarily be maximum (it would be foolish to initialize `brpBetStep` with some negative amounts)."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefDatum"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { brdBets "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PubKeyHash"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")]"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brdPreviousBet "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Value"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"PlutusTx.unstableMakeIsData ''BetRefDatum"})})]})}),"\n",(0,n.jsx)(s.h3,{id:"contract-redeemer",children:"Contract Redeemer"}),"\n",(0,n.jsx)(s.p,{children:"There are two actions available to user:"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsx)(s.li,{children:"To place a bet - in which case they give their guess."}),"\n",(0,n.jsx)(s.li,{children:"To take the bets in the pot after the result is out."}),"\n"]}),"\n",(0,n.jsx)(s.p,{children:"This is therefore codified as:"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Redeemer representing choices available to the user."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefAction"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Bet "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!OracleAnswerDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ User makes a guess."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"|"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Take "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ User takes the pot."})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"PlutusTx.unstableMakeIsData ''BetRefAction"})})]})}),"\n",(0,n.jsx)(s.h2,{id:"contract-logic",children:"Contract Logic"}),"\n",(0,n.jsx)(s.h3,{id:"placing-a-bet",children:"Placing a bet"}),"\n",(0,n.jsxs)(s.p,{children:["Initial bet gets placed as it is (in Cardano, spending validator script is executed only when spending an UTxO belonging to it but not for creating ",(0,n.jsx)(s.em,{children:"at it"}),")."]}),"\n",(0,n.jsx)(s.p,{children:"For subsequent bets, we require three conditions:"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{children:["The bet must be before (inclusive) the ",(0,n.jsx)(s.code,{children:"brpBetUntil"})," time."]}),"\n",(0,n.jsx)(s.li,{children:"There must be exactly one continuing output at the script address whose datum shall have the current guess prepended to it along with the current bet amount."}),"\n",(0,n.jsxs)(s.li,{children:["The current bet must be more than the previous bet by at least ",(0,n.jsx)(s.code,{children:"brpBetStep"})," amount."]}),"\n"]}),"\n",(0,n.jsx)(s.p,{children:"This is coded as:"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"{-# "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"INLINABLE"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mkBetRefValidator' #-}"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Core smart contract logic. Read its description from Atlas guide."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"mkBetRefValidator'"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefAction"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"ScriptContext"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Bool"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"mkBetRefValidator' 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"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sOut "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" getContinuingOutputs ctx "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [sOut'] "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sOut'"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" _anyOtherMatch "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceError "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Expected only one continuing output."'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" outValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txOutValue sOut"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sIn "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" maybe (traceError "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Could not find own input"'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") txInInfoResolved (findOwnInput ctx)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" inValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txOutValue sIn"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (guessesOut"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betOut) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" outputToDatum sOut "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceError "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Could not resolve for script output datum"'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just (BetRefDatum guessesOut' betOut') 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time"'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (to betUntil "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"`contains`"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validRange) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"&&"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceIfFalse"})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Guesses update is wrong"'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"signerPkh"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PubKeyHash"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" signerPkh "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txInfoSignatories info 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\ No newline at end of file diff --git a/_next/static/chunks/pages/getting-started/smart-contract-intro-7b6c7f20e851a4ae.js b/_next/static/chunks/pages/getting-started/smart-contract-intro-7b6c7f20e851a4ae.js deleted file mode 100644 index 748a435..0000000 --- a/_next/static/chunks/pages/getting-started/smart-contract-intro-7b6c7f20e851a4ae.js +++ /dev/null @@ -1 +0,0 @@ -(self.webpackChunk_N_E=self.webpackChunk_N_E||[]).push([[696],{1130:function(e,s,r){(window.__NEXT_P=window.__NEXT_P||[]).push(["/getting-started/smart-contract-intro",function(){return r(8266)}])},8266:function(e,s,r){"use strict";r.r(s),r.d(s,{__toc:function(){return c}});var n=r(5893),l=r(2673),t=r(7864),o=r(3371);r(7954);var i=r(2643),a=r(9013);let c=[{depth:2,value:"Contract Description",id:"contract-description"},{depth:3,value:"Contract Parameters",id:"contract-parameters"},{depth:3,value:"Reference Input Datum",id:"reference-input-datum"},{depth:3,value:"Contract Datum",id:"contract-datum"},{depth:3,value:"Contract Redeemer",id:"contract-redeemer"},{depth:2,value:"Contract Logic",id:"contract-logic"},{depth:3,value:"Placing a bet",id:"placing-a-bet"},{depth:3,value:"Taking the bet pot",id:"taking-the-bet-pot"}];function h(e){let s=Object.assign({h1:"h1",p:"p",sup:"sup",a:"a",code:"code",h2:"h2",h3:"h3",ul:"ul",li:"li",strong:"strong",pre:"pre",span:"span",ol:"ol",em:"em",section:"section"},(0,i.a)(),e.components);return(0,n.jsxs)(n.Fragment,{children:[(0,n.jsx)(s.h1,{children:"Smart Contract"}),"\n",(0,n.jsx)(s.p,{children:"Let's now start by writing a smart contract that we will use to convey framework's important features."}),"\n",(0,n.jsx)(a.UW,{type:"warning",children:(0,n.jsxs)(s.p,{children:["This contract is for illustrative purposes only. We do not recommend using it in a production environment",(0,n.jsx)(s.sup,{children:(0,n.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})}),"."]})}),"\n",(0,n.jsx)(a.UW,{children:(0,n.jsxs)(s.p,{children:["Here we'll be writing our smart contract in Haskell but do note that we are not limited to it. You for instance could write your smart contract in any language of your choice and read the compiled CBOR using ",(0,n.jsx)(s.code,{children:"scriptFromCBOR"})," function defined ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/Script.hs",children:"here"})," (",(0,n.jsx)(s.a,{href:"./operations",children:"Operations over Contract"})," chapter explains about types such as ",(0,n.jsx)(s.code,{children:"GYScript"}),", ",(0,n.jsx)(s.code,{children:"PlutusVersion"})," which are used in this function). Similarly, there is ",(0,n.jsx)(s.code,{children:"readScript"})," defined in the ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Types/Script.hs",children:"same"})," file to read from the compiled ",(0,n.jsx)(s.a,{href:"https://input-output-hk.github.io/cardano-node/cardano-api/lib/Cardano-Api.html#t:HasTextEnvelope",children:"text envelope"})," file."]})}),"\n",(0,n.jsx)(s.h2,{id:"contract-description",children:"Contract Description"}),"\n",(0,n.jsx)(s.p,{children:"Setting here is that we have a sport match happening and a group of friends want to bet on the number of goals scored by their favorite team in it."}),"\n",(0,n.jsx)(s.p,{children:"Winner is the one whose guess is closest (and in case of tie - the one who takes it fastest!)."}),"\n",(0,n.jsxs)(s.p,{children:["The smart contract code is available ",(0,n.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/onchain/BetRef/OnChain/BetRef.hs",children:"here"}),". This example was inspired by ",(0,n.jsx)(s.a,{href:"https://github.com/mlabs-haskell/plutus-simple-model/blob/main/psm/test/Suites/Plutus/Model/Script/V2/Onchain/Oracle.hs",children:"MLabs"}),"."]}),"\n",(0,n.jsx)(s.h3,{id:"contract-parameters",children:"Contract Parameters"}),"\n",(0,n.jsxs)(s.ul,{children:["\n",(0,n.jsxs)(s.li,{children:[(0,n.jsx)(s.strong,{children:(0,n.jsx)(s.code,{children:"brpOraclePkh :: PubKeyHash"})}),": We'll be using a reference input, and its datum will give us the actual result (the number of goals). 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This is needed to assert that UTxO being looked at indeed belongs to the Oracle."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetUntil "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"POSIXTime"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Time until which bets can be placed."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetReveal "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"POSIXTime"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Time at which Oracle will reveal the correct match result."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetStep "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Value"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount."})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"PlutusTx.makeLift ''BetRefParams"})})]})}),"\n",(0,n.jsx)(s.h3,{id:"reference-input-datum",children:"Reference Input Datum"}),"\n",(0,n.jsx)(s.p,{children:"The Oracle tells us the number of goals scored by the concerned team:"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Goals made my the concerned team."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"type"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"TeamGoals"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Match result given by the Oracle."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"newtype"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" OracleAnswerDatum "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"TeamGoals"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"deriving"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"newtype"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Eq"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:", "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Show"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"PlutusTx.unstableMakeIsData ''OracleAnswerDatum"})})]})}),"\n",(0,n.jsx)(s.h3,{id:"contract-datum",children:"Contract Datum"}),"\n",(0,n.jsx)(s.p,{children:"It consists of two fields:"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{children:["\n",(0,n.jsx)(s.p,{children:"List containing each person's guess along with their payment public key hash. Key hash is used to tie guess with the guesser. Every time a new guess is made, we prepend it to this list.\nThis key hash is obtained from transaction signatories - we insist on key hash being present in signatories as otherwise anyone may override bet of someone else."}),"\n"]}),"\n",(0,n.jsxs)(s.li,{children:["\n",(0,n.jsxs)(s.p,{children:["Amount denoting the previously placed bet. Note that the total value in the UTxO belonging to contract is the culmination of ",(0,n.jsx)(s.strong,{children:"all"})," the previously placed bets and thus it isn't in general equal to last placed bet. We use this to assert that the newly placed bet is more than the previous one by ",(0,n.jsx)(s.code,{children:"brpBetStep"})," amount."]}),"\n"]}),"\n"]}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | List of guesses by users along with the maximum bet placed yet. A new guess gets /prepended/ to this list. Note that since we are always meant to increment previously placed bet with `brpBetStep`, the newly placed bet would necessarily be maximum (it would be foolish to initialize `brpBetStep` with some negative amounts)."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefDatum"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { brdBets "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PubKeyHash"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")]"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brdPreviousBet "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Value"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"PlutusTx.unstableMakeIsData ''BetRefDatum"})})]})}),"\n",(0,n.jsx)(s.h3,{id:"contract-redeemer",children:"Contract Redeemer"}),"\n",(0,n.jsx)(s.p,{children:"There are two actions available to user:"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsx)(s.li,{children:"To place a bet - in which case they give their guess."}),"\n",(0,n.jsx)(s.li,{children:"To take the bets in the pot after the result is out."}),"\n"]}),"\n",(0,n.jsx)(s.p,{children:"This is therefore codified as:"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Redeemer representing choices available to the user."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefAction"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Bet "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!OracleAnswerDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ User makes a guess."})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"|"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Take "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ User takes the pot."})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"PlutusTx.unstableMakeIsData ''BetRefAction"})})]})}),"\n",(0,n.jsx)(s.h2,{id:"contract-logic",children:"Contract Logic"}),"\n",(0,n.jsx)(s.h3,{id:"placing-a-bet",children:"Placing a bet"}),"\n",(0,n.jsxs)(s.p,{children:["Initial bet gets placed as it is (in Cardano, validator script is executed only when spending an UTxO belonging to it but not for creating ",(0,n.jsx)(s.em,{children:"at it"}),")."]}),"\n",(0,n.jsx)(s.p,{children:"For subsequent bets, we require three conditions:"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{children:["The bet must be before (inclusive) the ",(0,n.jsx)(s.code,{children:"brpBetUntil"})," time."]}),"\n",(0,n.jsx)(s.li,{children:"There must be exactly one continuing output at the script address whose datum shall have the current guess prepended to it along with the current bet amount."}),"\n",(0,n.jsxs)(s.li,{children:["The current bet must be more than the previous bet by at least ",(0,n.jsx)(s.code,{children:"brpBetStep"})," amount."]}),"\n"]}),"\n",(0,n.jsx)(s.p,{children:"This is coded as:"}),"\n",(0,n.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",filename:"BetRef.hs",hasCopyCode:!0,children:(0,n.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"{-# "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"INLINABLE"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mkBetRefValidator' #-}"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Core smart contract logic. Read its description from Atlas guide."})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"mkBetRefValidator'"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefDatum"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefAction"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"ScriptContext"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Bool"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"mkBetRefValidator' (BetRefParams oraclePkh betUntil betReveal betStep) (BetRefDatum previousGuesses previousBet) brAction ctx "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brAction "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:" "}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Bet guess "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sOut "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" getContinuingOutputs ctx "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [sOut'] "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sOut'"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" _anyOtherMatch "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceError "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Expected only one continuing output."'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" outValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txOutValue sOut"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sIn "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" maybe (traceError "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Could not find own input"'}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") txInInfoResolved (findOwnInput ctx)"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" inValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" txOutValue sIn"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (guessesOut"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betOut) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" outputToDatum sOut "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceError "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Could not resolve for script output datum"'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just (BetRefDatum guessesOut' betOut') "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (guessesOut'"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betOut')"})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"in"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceIfFalse"})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Must be before `BetUntil` time"'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (to betUntil "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"`contains`"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" validRange) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"&&"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceIfFalse"})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Guesses update is wrong"'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ((signerPkh"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" guess) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:":"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousGuesses "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"=="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" guessesOut) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"&&"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceIfFalse"})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"The current bet must be more than the previous bet by atleast `brpBetStep` amount"'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (outValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"`geq`"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (inValue "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" previousBet "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betStep)) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"&&"})]}),"\n",(0,n.jsx)(s.span,{className:"line",children:(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" traceIfFalse"})}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Guess is not closest"'})]}),"\n",(0,n.jsxs)(s.span,{className:"line",children:[(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (all ("}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"\\"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"pg "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" getGuessDiff (snd pg) "}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:">="}),(0,n.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" guessDiff) previousGuesses)"})]})]})}),"\n",(0,n.jsx)(s.p,{children:"And lo behold! This is our contract."}),"\n","\n",(0,n.jsxs)(s.section,{"data-footnotes":!0,className:"footnotes",children:[(0,n.jsx)(s.h2,{className:"sr-only",id:"footnote-label",children:"Footnotes"}),"\n",(0,n.jsxs)(s.ol,{children:["\n",(0,n.jsxs)(s.li,{id:"user-content-fn-1",children:["\n",(0,n.jsxs)(s.p,{children:["For instance, here we assert that UTxO being used as reference input must belong to Oracle's address but do note that anyone can create an UTxO at Oracle's address. ",(0,n.jsx)(s.a,{href:"#user-content-fnref-1","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n"]}),"\n"]})]})}let d={MDXContent:function(){let e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{},{wrapper:s}=Object.assign({},(0,i.a)(),e.components);return s?(0,n.jsx)(s,{...e,children:(0,n.jsx)(h,{...e})}):h(e)},pageOpts:{filePath:"src/pages/getting-started/smart-contract-intro.mdx",route:"/getting-started/smart-contract-intro",timestamp:1715352576e3,pageMap:[{kind:"Meta",data:{index:{title:"Atlas",display:"hidden",theme:{layout:"raw"}},documentation:{title:"Documentation",type:"page",href:"/introduction"},introduction:"Introduction","getting-started":"Getting Started","more-tutorials":"More Tutorials",haddock:{title:"API Reference (Haddock) ⬈",href:"https://haddock.atlas-app.io/",newWindow:!0}}},{kind:"Folder",name:"getting-started",route:"/getting-started",children:[{kind:"Meta",data:{"how-to-build":"How to build Atlas?","smart-contract-intro":"Smart Contract",operations:"Operations over Contract","unit-tests":"Unit Tests","integration-tests":"Integration Tests",endpoints:"Creating Endpoints","browser-integration":"Browser Integration"}},{kind:"MdxPage",name:"browser-integration",route:"/getting-started/browser-integration"},{kind:"MdxPage",name:"endpoints",route:"/getting-started/endpoints"},{kind:"MdxPage",name:"how-to-build",route:"/getting-started/how-to-build"},{kind:"MdxPage",name:"integration-tests",route:"/getting-started/integration-tests"},{kind:"MdxPage",name:"operations",route:"/getting-started/operations"},{kind:"MdxPage",name:"smart-contract-intro",route:"/getting-started/smart-contract-intro"},{kind:"MdxPage",name:"unit-tests",route:"/getting-started/unit-tests"}]},{kind:"MdxPage",name:"getting-started",route:"/getting-started"},{kind:"MdxPage",name:"index",route:"/"},{kind:"MdxPage",name:"introduction",route:"/introduction"},{kind:"MdxPage",name:"more-tutorials",route:"/more-tutorials"}],flexsearch:{codeblocks:!0},title:"Smart Contract",headings:c},pageNextRoute:"/getting-started/smart-contract-intro",nextraLayout:t.ZP,themeConfig:o.Z};s.default=(0,l.j)(d)},3371:function(e,s,r){"use strict";r.d(s,{Z:function(){return h}});var n=r(5893);r(7294);var l=r(5675),t=r.n(l),o={src:"/_next/static/media/atlas-logo-light-mode.6077cdd3.svg",height:320,width:937,blurWidth:0,blurHeight:0},i={src:"/_next/static/media/atlas-logo-dark-mode.62b4f6dd.svg",height:320,width:945,blurWidth:0,blurHeight:0},a=r(2010),c=r(1163),h={logo:(0,n.jsx)(()=>{let{resolvedTheme:e}=(0,a.F)();return(0,n.jsx)(t(),{src:"light"===e?o:i,alt:"Atlas Logo",height:"42"})},{}),project:{link:"https://github.com/geniusyield/atlas"},docsRepositoryBase:"https://github.com/geniusyield/atlas-docs/tree/main",useNextSeoProps(){let{asPath:e}=(0,c.useRouter)(),s="All-in-one solution for writing off-chain code for Plutus contracts";return{titleTemplate:"/"===e?"ATLAS Plutus Application Backend | by Genius Yield":"Atlas | %s",description:s,canonical:"https://atlas-app.io",openGraph:{url:"https://atlas-app.io",description:s,images:[{url:"/open-graph.png",width:1200,height:630,alt:"Atlas - Application backend for Plutus smart contracts on Cardano",type:"image/png"}]},siteName:"Atlas",twitter:{handle:"@GeniusyieldO",site:"https://www.geniusyield.co",cardType:"summary_large_image"}}},head:(0,n.jsxs)(n.Fragment,{children:[(0,n.jsx)("link",{rel:"apple-touch-icon",sizes:"180x180",href:"/favicon/apple-touch-icon.png"}),(0,n.jsx)("link",{rel:"icon",type:"image/png",sizes:"32x32",href:"/favicon/favicon-32x32.png"}),(0,n.jsx)("link",{rel:"icon",type:"image/png",sizes:"16x16",href:"/favicon/favicon-16x16.png"}),(0,n.jsx)("link",{rel:"manifest",href:"/favicon/site.webmanifest"}),(0,n.jsx)("link",{rel:"mask-icon",href:"/favicon/safari-pinned-tab.svg",color:"#5bbad5"}),(0,n.jsx)("link",{rel:"shortcut icon",href:"/favicon/favicon.ico"}),(0,n.jsx)("meta",{name:"msapplication-TileColor",content:"#da532c"}),(0,n.jsx)("meta",{name:"msapplication-config",content:"/favicon/browserconfig.xml"}),(0,n.jsx)("meta",{name:"theme-color",content:"#ffffff"})]}),footer:{component:(0,n.jsx)(n.Fragment,{})},nextThemes:{defaultTheme:"dark"},darkMode:!1,sidebar:{toggleButton:!0}}},5789:function(){}},function(e){e.O(0,[484,888,774,179],function(){return e(e.s=1130)}),_N_E=e.O()}]); \ No newline at end of file diff --git a/_next/static/chunks/pages/getting-started/unit-tests-00851620f008b3cc.js b/_next/static/chunks/pages/getting-started/unit-tests-00851620f008b3cc.js deleted file mode 100644 index f99e02a..0000000 --- a/_next/static/chunks/pages/getting-started/unit-tests-00851620f008b3cc.js +++ /dev/null @@ -1 +0,0 @@ -(self.webpackChunk_N_E=self.webpackChunk_N_E||[]).push([[767],{4589:function(e,s,l){(window.__NEXT_P=window.__NEXT_P||[]).push(["/getting-started/unit-tests",function(){return l(3498)}])},3498:function(e,s,l){"use strict";l.r(s),l.d(s,{__toc:function(){return c}});var r=l(5893),o=l(2673),t=l(7864),n=l(3371);l(7954);var i=l(2643),a=l(9013);let c=[{depth:2,value:'Why not just use "Plutus simple model" instead of the wrapper?',id:"why-not-just-use-plutus-simple-model-instead-of-the-wrapper"},{depth:2,value:"Unit tests for placing a bet operation",id:"unit-tests-for-placing-a-bet-operation"},{depth:3,value:"Defining Run for placing a bet operation",id:"defining-run-for-placing-a-bet-operation"},{depth:3,value:"Understanding testRun",id:"understanding-testrun"},{depth:3,value:"Defining a trace to call placeBetRun",id:"defining-a-trace-to-call-placebetrun"},{depth:3,value:"Multiple bets trace",id:"multiple-bets-trace"},{depth:3,value:"But sometimes we want a test to fail!",id:"but-sometimes-we-want-a-test-to-fail"},{depth:2,value:"Unit tests for taking the bet pot",id:"unit-tests-for-taking-the-bet-pot"}];function h(e){let s=Object.assign({h1:"h1",p:"p",code:"code",a:"a",sup:"sup",h2:"h2",ol:"ol",li:"li",strong:"strong",ul:"ul",h3:"h3",em:"em",pre:"pre",span:"span",section:"section"},(0,i.a)(),e.components);return(0,r.jsxs)(r.Fragment,{children:[(0,r.jsx)(s.h1,{children:"Unit Tests"}),"\n",(0,r.jsxs)(s.p,{children:["Writing smart contracts & writing tests go hand in hand. Tests are also an excellent way to conveniently check working of our smart contract instead of using ",(0,r.jsx)(s.code,{children:"cardano-cli"})," and local node."]}),"\n",(0,r.jsx)(s.p,{children:"Now that we have written our smart contract and defined the required operations over it, let's see whether its working as expected."}),"\n",(0,r.jsxs)(s.p,{children:["Our test suite is a wrapper around ",(0,r.jsx)(s.a,{href:"https://github.com/mlabs-haskell/plutus-simple-model",children:"Plutus simple model"}),(0,r.jsx)(s.sup,{children:(0,r.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})})," which is created by MLabs."]}),"\n",(0,r.jsx)(s.h2,{id:"why-not-just-use-plutus-simple-model-instead-of-the-wrapper",children:'Why not just use "Plutus simple model" instead of the wrapper?'}),"\n",(0,r.jsxs)(s.ol,{children:["\n",(0,r.jsxs)(s.li,{children:["\n",(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.strong,{children:"Reusability"}),": Well firstly to maintain compatibility with our toolchain. For instance, our operations were making use of ",(0,r.jsx)(s.code,{children:"GYTxQueryMonad"})," monad and thus to be able to reuse those same operations we would need to define an instance for it."]}),"\n"]}),"\n",(0,r.jsxs)(s.li,{children:["\n",(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.strong,{children:"Additional checks"}),": But secondly and more importantly, plutus simple model lacks some basic checks, for instance:"]}),"\n",(0,r.jsxs)(s.ul,{children:["\n",(0,r.jsx)(s.li,{children:"Whether a UTxO satisfies minimum ada requirement."}),"\n",(0,r.jsx)(s.li,{children:"Transaction fees requirement."}),"\n",(0,r.jsx)(s.li,{children:"Transaction signatures requirement, etc."}),"\n"]}),"\n",(0,r.jsx)(s.p,{children:"We already handle these cases using our transaction building machinery and thus tests written here reflect the actual environment more."}),"\n"]}),"\n"]}),"\n",(0,r.jsx)(a.UW,{children:(0,r.jsxs)(s.p,{children:["For this guide there should be no need to go over the plutus simple model documentation but this doesn't mean that one shouldn't. It's very lucid and takes few minutes to cover and can be accessed by cloning ",(0,r.jsx)(s.a,{href:"https://github.com/mlabs-haskell/plutus-simple-model",children:"their"})," repository, entering the ",(0,r.jsx)(s.code,{children:"docs"})," folder and running ",(0,r.jsx)(s.code,{children:"mdbook serve --open"}),"."]})}),"\n",(0,r.jsx)(s.h2,{id:"unit-tests-for-placing-a-bet-operation",children:"Unit tests for placing a bet operation"}),"\n",(0,r.jsx)(a.UW,{type:"warning",emoji:"\uD83D\uDCC3",children:(0,r.jsxs)(s.p,{children:["Entire code file for tests pertaining to this operation is available ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests/BetRef/Tests/PlaceBet.hs",children:"here"}),". Note that we are using ",(0,r.jsx)(s.a,{href:"https://hackage.haskell.org/package/tasty",children:(0,r.jsx)(s.code,{children:"tasty"})})," to write our tests and a file calling these individual unit tests is ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests/betref-tests.hs",children:"here"}),"."]})}),"\n",(0,r.jsx)(s.p,{children:'Our objective here would be to write tests for each of our operation, hence the name "unit tests". Though one may write other sort of tests as well, including property based ones.'}),"\n",(0,r.jsxs)(s.h3,{id:"defining-run-for-placing-a-bet-operation",children:["Defining ",(0,r.jsx)(s.em,{children:"Run"})," for placing a bet operation"]}),"\n",(0,r.jsx)(s.p,{children:"Before any jibber-jabber, let's see the code so that we know it isn't as complex as it might seem:"}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"placeBetRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxId"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"placeBetRun refScript brp guess bet mPreviousBetsUtxoRef "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addr "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ownAddress"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" skeleton "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" placeBet refScript brp guess bet addr mPreviousBetsUtxoRef"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sendSkeleton skeleton"})})]})}),"\n",(0,r.jsxs)(a.UW,{type:"info",children:[(0,r.jsxs)(s.p,{children:[(0,r.jsxs)(s.strong,{children:['Why do we call it "',(0,r.jsx)(s.em,{children:"run"}),'"?']})," Well if you have gone over the documentation of ",(0,r.jsx)(s.a,{href:"https://github.com/mlabs-haskell/plutus-simple-model",children:"plutus simple model"}),", you'll know that they have this \"",(0,r.jsx)(s.em,{children:"Run"}),'" monad where actually most of the test code gets executed and we have wrapper around this type, which we call ',(0,r.jsx)(s.code,{children:"GYTxMonadRun"})," (defined in ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/TxBuilder/Run.hs",children:(0,r.jsx)(s.code,{children:"Run.hs"})}),"). But as an end developer, there is no need to understand about it."]}),(0,r.jsxs)(s.p,{children:["Also our ",(0,r.jsx)(s.code,{children:"GYTxMonadRun"})," has an instance of ",(0,r.jsx)(s.code,{children:"GYTxQueryMonad"}),"."]})]}),"\n",(0,r.jsxs)(s.p,{children:["The idea here is that any tests we do related to performing the bet operation would need to call the ",(0,r.jsx)(s.code,{children:"placeBet"})," function which we have defined before. Therefore we have defined a ",(0,r.jsx)(s.em,{children:"run"})," to call this function. Our ",(0,r.jsx)(s.code,{children:"placeBetRun"})," function takes all those parameters which are required by ",(0,r.jsx)(s.code,{children:"placeBet"})," function, except the address as that we are able to get using ",(0,r.jsx)(s.code,{children:"ownAddress"})," function",(0,r.jsx)(s.sup,{children:(0,r.jsx)(s.a,{href:"#user-content-fn-2",id:"user-content-fnref-2","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"2"})}),". ",(0,r.jsx)(s.code,{children:"ownAddress"})," function is defined in file ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/TxBuilder/Run.hs",children:(0,r.jsx)(s.code,{children:"Run.hs"})})," where actually most of the code related to our wrapper lives and it gives the address of the wallet running this ",(0,r.jsx)(s.em,{children:"run"})," as we'll shortly see."]}),"\n",(0,r.jsxs)(s.p,{children:["Lastly ",(0,r.jsx)(s.code,{children:"sendSkeleton"})," can be understood as submitting the transaction. It will update the mock ledger state and return the transaction id for the submitted transaction. Note that it does raise an exception in case it fails to submit the transaction."]}),"\n",(0,r.jsxs)(s.h3,{id:"understanding-testrun",children:["Understanding ",(0,r.jsx)(s.code,{children:"testRun"})]}),"\n",(0,r.jsxs)(s.p,{children:["Before we see a trace calling the run we just defined, notice that in our ",(0,r.jsx)(s.code,{children:"testGroup"}),", we have the first test written as:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"testRun "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Balance checks after placing first bet"'}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" firstBetTrace (OracleAnswerDatum "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"3"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (valueFromLovelace "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"20_000_000"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"0_182_793"})]})})}),"\n",(0,r.jsxs)(s.p,{children:["Now what is this ",(0,r.jsx)(s.code,{children:"testRun"}),"?"]}),"\n",(0,r.jsxs)(s.p,{children:["This function (defined in ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Test/Utils.hs",children:(0,r.jsx)(s.code,{children:"Utils.hs"})}),") takes a string to represent the name of the test and a continuation function (of type ",(0,r.jsx)(s.code,{children:"Wallets -> Run a"}),") and then internally generates wallets to give to our continuation function."]}),"\n",(0,r.jsxs)(s.p,{children:["The type ",(0,r.jsx)(s.code,{children:"Wallets"})," is defined as:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Wallets"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w2 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w3 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w4 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w5 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w6 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w7 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w8 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w9 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" } "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"deriving"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Show"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:", "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Eq"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:", "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ord"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]})]})}),"\n",(0,r.jsxs)(s.p,{children:["where ",(0,r.jsx)(s.code,{children:"Wallet"})," is:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { walletPaymentSigningKey "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYPaymentSigningKey"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , walletNetworkId "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYNetworkId"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , walletName "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!String"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"deriving"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Show"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Eq"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ord"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]})]})}),"\n",(0,r.jsxs)(s.p,{children:["Thus our ",(0,r.jsx)(s.code,{children:"testRun"})," function, generates these 9 wallets where each wallet is having the following three assets:"]}),"\n",(0,r.jsxs)(s.ul,{children:["\n",(0,r.jsx)(s.li,{children:"Million ada."}),"\n",(0,r.jsxs)(s.li,{children:["Million ",(0,r.jsx)(s.code,{children:"fakeGold"}),"."]}),"\n",(0,r.jsxs)(s.li,{children:["Million ",(0,r.jsx)(s.code,{children:"fakeIron"}),"."]}),"\n"]}),"\n",(0,r.jsxs)(s.p,{children:["where ",(0,r.jsx)(s.code,{children:"fakeGold"})," and ",(0,r.jsx)(s.code,{children:"fakeIron"})," are our two non-native assets."]}),"\n",(0,r.jsxs)(s.p,{children:["Each call to ",(0,r.jsx)(s.code,{children:"testRun"})," (as you can see - we have multiple tests, all beginning with ",(0,r.jsx)(s.code,{children:"testRun"}),") runs the given test with a fresh (new) blockchain ledger state having given the above balances to those 9 wallets."]}),"\n",(0,r.jsxs)(s.p,{children:["In our case, ",(0,r.jsx)(s.code,{children:'"Balance checks after placing first bet"'})," is the name of the test and ",(0,r.jsx)(s.code,{children:"firstBetTrace (OracleAnswerDatum 3) (valueFromLovelace 20_000_000) 0_182_793"})," is our continuation function."]}),"\n",(0,r.jsxs)(s.h3,{id:"defining-a-trace-to-call-placebetrun",children:["Defining a trace to call ",(0,r.jsx)(s.code,{children:"placeBetRun"})]}),"\n",(0,r.jsxs)(s.p,{children:["Now let's see the definition ",(0,r.jsx)(s.code,{children:"firstBetTrace"})," we briefly encountered above:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Trace for placing the first bet."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"firstBetTrace"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Guess"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Expected fees"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Run"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Our continuation function"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"firstBetTrace dat bet expectedFees ws"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"Wallets{..} "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (brp"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" computeParamsAndAddRefScript "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"40"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"100"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (valueFromLovelace "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"200_000_000"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") ws"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" void "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" runWallet w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- following operations are ran by first wallet, `w1`"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Second step: Perform the actual run."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" withWalletBalancesCheck [w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:":="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" valueNegate (valueFromLovelace expectedFees "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" bet)] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" placeBetRun refScript brp dat bet Nothing"})})]})}),"\n",(0,r.jsxs)(s.p,{children:["Here the last argument is of type ",(0,r.jsx)(s.code,{children:"Wallets"})," as we noted."]}),"\n",(0,r.jsxs)(s.p,{children:["Note that this function starts by calling ",(0,r.jsx)(s.code,{children:"computeParamsAndAddRefScript"}),", therefore let's see about it:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Function to compute the parameters for the contract and add the corresponding refernce script."})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"computeParamsAndAddRefScript"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet Until slot"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet Reveal slot"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet step value"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Run"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Our continuation"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"computeParamsAndAddRefScript betUntil' betReveal' betStep Wallets{..} "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betUntil "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotFromApi (fromInteger betUntil')"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betReveal "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotFromApi (fromInteger betReveal')"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" fmap fromJust "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" runWallet w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betUntilTime "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotToBeginTime betUntil"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRevealTime "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotToBeginTime betReveal"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brp "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefParams (pubKeyHashToPlutus "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" walletPubKeyHash w8) (timeToPlutus betUntilTime) (timeToPlutus betRevealTime) (valueToPlutus betStep) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- let oracle be wallet `w8`."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mORef "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addRefScript (walletAddress w9) (betRefValidator' brp)"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mORef "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" fail "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Couldn\'t find index of the Reference Script in outputs"'})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just refScript "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return (brp"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript)"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:" "})]})}),"\n",(0,r.jsxs)(s.p,{children:["Our first step is to construct the parameter (",(0,r.jsx)(s.code,{children:"BetRefParams"}),") for our parameterized contract. Recall its type is:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefParams"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" {"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brpOraclePkh "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PubKeyHash"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Oracle's payment public key hash. This is needed to assert that UTxO being looked at indeed belongs to the Oracle."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetUntil "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"POSIXTime"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Time until which bets can be placed."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetReveal "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"POSIXTime"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Time at which Oracle will reveal the correct match result."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetStep "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Value"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount."})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})})]})}),"\n",(0,r.jsxs)(s.p,{children:["For ",(0,r.jsx)(s.code,{children:"brpBetUntil"}),", we choose slot 40 but since plutus works in posix time, we need to enter a monad having an instance of ",(0,r.jsx)(s.code,{children:"GYTxQueryMonad"})," to get posix time from slot and therefore that calculation happens inside ",(0,r.jsx)(s.code,{children:"runWallet w1"}),". Similarly for ",(0,r.jsx)(s.code,{children:"brpBetReveal"})," we chose slot 100."]}),"\n",(0,r.jsx)(a.UW,{type:"info",children:(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.code,{children:"runWallet"})," is a utility function (defined again in ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Test/Utils.hs",children:(0,r.jsx)(s.code,{children:"Utils.hs"})}),") which enables us to give the environment. Hm.. what environment you ask? Well in general when constructing the transaction from skeleton we need some context, like who is actually submitting this transaction? As we'll need their address to give them the change output. ",(0,r.jsx)(s.code,{children:"runWallet"})," takes as first argument, the wallet to generate context from and then the actual ",(0,r.jsx)(s.em,{children:"run"})," to run against this context."]})}),"\n",(0,r.jsxs)(s.p,{children:["Now coming back to our parameters, for ",(0,r.jsx)(s.code,{children:"brpOraclePkh"})," parameter, we chose that for wallet 8. And we take our step amount to be 200 ada."]}),"\n",(0,r.jsxs)(s.p,{children:["Though it is not required for this operation (where we place the first bet) but since our ",(0,r.jsx)(s.code,{children:"placeBet"})," function is overloaded to accept the subsequent bet case too - we need to give reference to the UTxO containing reference script. For that we have a helper function defined in ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Test/Utils.hs",children:(0,r.jsx)(s.code,{children:"Utils.hs"})})," called ",(0,r.jsx)(s.code,{children:"addRefScript"})," which adds the given script at a given address (we chose that for wallet 9) and returns the reference to it (in ",(0,r.jsx)(s.code,{children:"Maybe"}),")."]}),"\n",(0,r.jsxs)(s.p,{children:["Now we are almost done to call our ",(0,r.jsx)(s.em,{children:"run"})," with just one more line to understand."]}),"\n",(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.code,{children:"withWalletBalancesCheck"})," takes a list of tuple",(0,r.jsx)(s.sup,{children:(0,r.jsx)(s.a,{href:"#user-content-fn-3",id:"user-content-fnref-3","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"3"})})," where the first element of the tuple is the wallet and second element denotes the difference in the wallet's value which we expect after the execution of the operation defined inside its ",(0,r.jsx)(s.code,{children:"do"})," block. Here we want the balance of wallet 1 (which is the one actually calling this operation) to decrease by the bet amount and also the fees."]}),"\n",(0,r.jsx)(a.UW,{children:(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.strong,{children:"How do we know the fees?"}),"\nWell by running the test without it and then noting the transaction fees from the log messages."]})}),"\n",(0,r.jsx)(s.p,{children:"And this covers our first test \uD83E\uDD73."}),"\n",(0,r.jsx)(s.h3,{id:"multiple-bets-trace",children:"Multiple bets trace"}),"\n",(0,r.jsx)(s.p,{children:"Now let's write a slightly more involved trace. This time we'll make our trace parameteric over the required contract parameters."}),"\n",(0,r.jsx)(s.p,{children:"Here is the signature of our trace:"}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Trace which allows for multiple bets."})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"multipleBetsTraceWrapper"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ slot for betUntil"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ slot for betReveal"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ bet step"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ List denoting the bets"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Run"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Our continuation function"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"multipleBetsTraceWrapper betUntil' betReveal' betStep walletBets ws "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (brp"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" computeParamsAndAddRefScript betUntil' betReveal' betStep ws"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Second step: Perform the actual bet operations"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" multipleBetsTraceCore brp refScript walletBets ws"})})]})}),"\n",(0,r.jsx)(s.p,{children:"The first three parameters correspond to the parameters of contract."}),"\n",(0,r.jsx)(s.p,{children:"The fourth parameter denotes the different bets."}),"\n",(0,r.jsx)(s.p,{children:"We may for instance call this function like so:"}),"\n",(0,r.jsx)(s.pre,{"data-language":"text","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"text","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:'testRun "Balance checks with multiple bets" $ multipleBetsTraceWrapper 400 1000 (valueFromLovelace 10_000_000) '})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [ (w1, OracleAnswerDatum 1, valueFromLovelace 10_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w2, OracleAnswerDatum 2, valueFromLovelace 20_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w3, OracleAnswerDatum 3, valueFromLovelace 30_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w2, OracleAnswerDatum 4, valueFromLovelace 50_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w4, OracleAnswerDatum 5, valueFromLovelace 65_000_000 <> fakeGold 1000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ]"})})]})}),"\n",(0,r.jsx)(s.p,{children:"Next we want to add our reference script and compute the actual contract parameters (converting slot to posix) - which is again handled like before."}),"\n",(0,r.jsx)(s.p,{children:"We would then like to perform the actual bet operations. But this time we won't concern ourselves much with actual fees but rather take a threshold of 1 ada. Our approach here is to compare the balances before performaing any operation and after performing all the operations and then see that each wallet has lost the bet amount they placed considering threshold fees."}),"\n",(0,r.jsxs)(s.p,{children:["Note: We use ",(0,r.jsx)(s.code,{children:"balance"})," function to get the balance for the given wallet."]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Trace which allows for multiple bets."})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"multipleBetsTraceCore"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" balance wallet) balanceDiffWithoutFees"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" void "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" runWallet w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" verify (zip3 balanceDiffWithoutFees balanceBeforeAllTheseOps balanceAfterAllTheseOps)"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"where"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:" -- | Function to verify that the wallet indeed lost by /roughly/ the bet amount. We say /roughly/ as fees is assumed to be within (0, 1 ada]."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" verify "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"[]"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" verify (((wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" valueSplitAda vAfter"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- threshold = valueFromLovelace 1_000_000 -- 1 ada"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" threshold "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"1_000_000"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- 1 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"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"&&"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" expectedAdaWithoutFees "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" threshold "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" actualAda "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"then"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" verify xs"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- valueGreater vAfterWithoutFees vAfter && valueGreaterOrEqual vAfter (valueMinus vAfterWithoutFees threshold) then verify xs"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"else"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" fail ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"For wallet "'}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" walletName wallet "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'" expected value (without fees) "'}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" show vAfterWithoutFees "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'" but actual is "'}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" show vAfter)"})]})]})}),"\n",(0,r.jsxs)(a.UW,{children:[(0,r.jsxs)(s.p,{children:["An eagle eye might notice two comments inside the ",(0,r.jsx)(s.code,{children:"verify"})," function."]}),(0,r.jsxs)(s.p,{children:["Firstly, note that ",(0,r.jsx)(s.code,{children:"valueSplitAda"})," splits our ",(0,r.jsx)(s.code,{children:"GYValue"})," into lovelaces and that which remains besides it. Since fees don't affect non-ada tokens (not yet), we compare with respect to threshold using ada tokens."]}),(0,r.jsxs)(s.p,{children:["We could also compare ",(0,r.jsx)(s.code,{children:"GYValue"}),"'s directly using ",(0,r.jsx)(s.code,{children:"valueGreater"})," (there is also ",(0,r.jsx)(s.code,{children:"valueGreaterOrEqual"}),") as done in comments but the current one is slightly more optimal as we need not compare on non-ada tokens again."]})]}),"\n",(0,r.jsx)(s.h3,{id:"but-sometimes-we-want-a-test-to-fail",children:"But sometimes we want a test to fail!"}),"\n",(0,r.jsxs)(s.p,{children:["What happens if the newly placed bet is not more than atleast ",(0,r.jsx)(s.code,{children:"brpBetStep"})," amount? What happens if the transaction skeleton was somewhat wrong, say we didn't put ",(0,r.jsx)(s.code,{children:"mustBeSignedBy"}),"? What if someone tries to place a bet after ",(0,r.jsx)(s.code,{children:"brpBetUntil"}),"? What if..."]}),"\n",(0,r.jsxs)(s.p,{children:["Well for all such cases, we can assert that a given trace must fail using ",(0,r.jsx)(s.code,{children:"mustFail"})," like:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"text","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"text","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:'testRun "Not adding atleast bet step amount should fail" $ mustFail . multipleBetsTrace 400 1000 (valueFromLovelace 10_000_000) '})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [ (w1, OracleAnswerDatum 1, valueFromLovelace 10_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w2, OracleAnswerDatum 2, valueFromLovelace 20_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w3, OracleAnswerDatum 3, valueFromLovelace 30_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w2, OracleAnswerDatum 4, valueFromLovelace 50_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w4, OracleAnswerDatum 5, valueFromLovelace 55_000_000 <> fakeGold 1000)]"})})]})}),"\n",(0,r.jsxs)(s.p,{children:["Here wallet ",(0,r.jsx)(s.code,{children:"w4"})," didn't increase the bet by 10 ada and thus must fail."]}),"\n",(0,r.jsx)(a.UW,{children:(0,r.jsxs)(s.p,{children:["Sometimes we want to assert specific failure among other possible failures. As ",(0,r.jsx)(s.code,{children:"mustFail"})," above doesn't distinguish among them, one can simply use ",(0,r.jsx)(s.code,{children:"catchError"})," like in ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/tests/GeniusYield/Test/RefInput.hs",children:"this"})," test."]})}),"\n",(0,r.jsx)(s.h2,{id:"unit-tests-for-taking-the-bet-pot",children:"Unit tests for taking the bet pot"}),"\n",(0,r.jsx)(a.UW,{type:"warning",emoji:"\uD83D\uDCC3",children:(0,r.jsxs)(s.p,{children:["Entire code file for tests pertaining to this operation is available ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests/BetRef/Tests/TakeBetPot.hs",children:"here"}),"."]})}),"\n",(0,r.jsxs)(s.p,{children:["On similar lines as before, let's first define our ",(0,r.jsx)(s.em,{children:"run"})," for ",(0,r.jsx)(s.code,{children:"takeBets"})," operation:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Run to call the `takeBets` operation."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"takeBetsRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxId"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"takeBetsRun refScript brp toConsume refInput "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addr "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ownAddress"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" skeleton "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" takeBets refScript brp toConsume addr refInput"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sendSkeleton skeleton"})})]})}),"\n",(0,r.jsxs)(s.p,{children:["Next, we'll define our trace to call this ",(0,r.jsx)(s.em,{children:"run"}),":"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Trace for taking bet pot."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"takeBetsTrace"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ slot for betUntil"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ slot for betReveal"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ bet step"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ List denoting the bets"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Actual answer"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Taker"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Expected fees"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Run"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Our continuation function"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"takeBetsTrace betUntil' betReveal' betStep walletBets answer getTaker mExpectedFees ws"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"Wallets{..} "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (brp"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" computeParamsAndAddRefScript betUntil' betReveal' betStep ws"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" multipleBetsTraceCore brp refScript walletBets ws"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Now lets take the bet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mMRef "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" runWallet w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addRefInput True (walletAddress w8) (datumFromPlutusData "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" OracleAnswerDatum answer)"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" taker "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" getTaker ws"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mMRef 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"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefAddr "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefAddress brp"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [_scriptUtxo"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"GYUTxO {utxoRef, utxoValue}] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxosToList "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<$>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxosAtAddress betRefAddr"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" waitUntilSlot "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotFromApi (fromInteger betReveal')"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mExpectedFees "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just expectedFees "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" withWalletBalancesCheck [taker "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:":="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxoValue "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" valueNegate (valueFromLovelace expectedFees)] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" takeBetsRun refScript brp utxoRef refInput"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" takeBetsRun refScript brp utxoRef refInput"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" _anyOtherMatch "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" fail "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Couldn\'t place reference input successfully"'})]})]})}),"\n",(0,r.jsx)(s.p,{children:"Here we first did the common step of computing the required script parameters and adding the reference script."}),"\n",(0,r.jsxs)(s.p,{children:["Then we used ",(0,r.jsx)(s.code,{children:"addRefInput"})," defined in ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Test/Utils.hs",children:(0,r.jsx)(s.code,{children:"Utils.hs"})})," whose purpose here would become clear by seeing its haddock documentation below:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Adds an input (whose datum we'll refer later) and returns the reference to it."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"addRefInput"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Bool"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Whether to inline this datum?"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Where to place this output?"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Our datum."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]})]})}),"\n",(0,r.jsx)(s.p,{children:"Next we simply wait until time for bet revealation and claim our pot!"}),"\n",(0,r.jsxs)(s.p,{children:["Now that we have our trace for taking bet pot, we can try testing for other conditions - examples for some are written in the ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests/BetRef/Tests/TakeBetPot.hs",children:(0,r.jsx)(s.code,{children:"TakeBetPot.hs"})})," file."]}),"\n","\n",(0,r.jsxs)(s.section,{"data-footnotes":!0,className:"footnotes",children:[(0,r.jsx)(s.h2,{className:"sr-only",id:"footnote-label",children:"Footnotes"}),"\n",(0,r.jsxs)(s.ol,{children:["\n",(0,r.jsxs)(s.li,{id:"user-content-fn-1",children:["\n",(0,r.jsxs)(s.p,{children:["We use a ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/plutus-simple-model/tree/compat",children:"custom fork"})," of Plutus simple model. ",(0,r.jsx)(s.a,{href:"#user-content-fnref-1","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,r.jsxs)(s.li,{id:"user-content-fn-2",children:["\n",(0,r.jsxs)(s.p,{children:["To convey the message better, we have a pattern synonym defined in ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/src/GeniusYield/Test/Utils.hs",children:(0,r.jsx)(s.code,{children:"Utils.hs"})})," file:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"pattern"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (:=) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" x "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" y "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (x"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" y)"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"pattern"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:":="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") x y "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (x"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" y)"})]})]})}),"\n",(0,r.jsx)(s.a,{href:"#user-content-fnref-2","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"}),"\n"]}),"\n",(0,r.jsxs)(s.li,{id:"user-content-fn-3",children:["\n",(0,r.jsxs)(s.p,{children:["Since we require the signature being present in the skeleton, we can't place bet on anyone else's behalf anyways. ",(0,r.jsx)(s.a,{href:"#user-content-fnref-3","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n"]}),"\n"]})]})}let d={MDXContent:function(){let e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{},{wrapper:s}=Object.assign({},(0,i.a)(),e.components);return s?(0,r.jsx)(s,{...e,children:(0,r.jsx)(h,{...e})}):h(e)},pageOpts:{filePath:"src/pages/getting-started/unit-tests.mdx",route:"/getting-started/unit-tests",timestamp:1715352576e3,pageMap:[{kind:"Meta",data:{index:{title:"Atlas",display:"hidden",theme:{layout:"raw"}},documentation:{title:"Documentation",type:"page",href:"/introduction"},introduction:"Introduction","getting-started":"Getting Started","more-tutorials":"More Tutorials",haddock:{title:"API Reference (Haddock) ⬈",href:"https://haddock.atlas-app.io/",newWindow:!0}}},{kind:"Folder",name:"getting-started",route:"/getting-started",children:[{kind:"Meta",data:{"how-to-build":"How to build Atlas?","smart-contract-intro":"Smart Contract",operations:"Operations over Contract","unit-tests":"Unit Tests","integration-tests":"Integration Tests",endpoints:"Creating Endpoints","browser-integration":"Browser Integration"}},{kind:"MdxPage",name:"browser-integration",route:"/getting-started/browser-integration"},{kind:"MdxPage",name:"endpoints",route:"/getting-started/endpoints"},{kind:"MdxPage",name:"how-to-build",route:"/getting-started/how-to-build"},{kind:"MdxPage",name:"integration-tests",route:"/getting-started/integration-tests"},{kind:"MdxPage",name:"operations",route:"/getting-started/operations"},{kind:"MdxPage",name:"smart-contract-intro",route:"/getting-started/smart-contract-intro"},{kind:"MdxPage",name:"unit-tests",route:"/getting-started/unit-tests"}]},{kind:"MdxPage",name:"getting-started",route:"/getting-started"},{kind:"MdxPage",name:"index",route:"/"},{kind:"MdxPage",name:"introduction",route:"/introduction"},{kind:"MdxPage",name:"more-tutorials",route:"/more-tutorials"}],flexsearch:{codeblocks:!0},title:"Unit Tests",headings:c},pageNextRoute:"/getting-started/unit-tests",nextraLayout:t.ZP,themeConfig:n.Z};s.default=(0,o.j)(d)},3371:function(e,s,l){"use strict";l.d(s,{Z:function(){return h}});var r=l(5893);l(7294);var o=l(5675),t=l.n(o),n={src:"/_next/static/media/atlas-logo-light-mode.6077cdd3.svg",height:320,width:937,blurWidth:0,blurHeight:0},i={src:"/_next/static/media/atlas-logo-dark-mode.62b4f6dd.svg",height:320,width:945,blurWidth:0,blurHeight:0},a=l(2010),c=l(1163),h={logo:(0,r.jsx)(()=>{let{resolvedTheme:e}=(0,a.F)();return(0,r.jsx)(t(),{src:"light"===e?n:i,alt:"Atlas Logo",height:"42"})},{}),project:{link:"https://github.com/geniusyield/atlas"},docsRepositoryBase:"https://github.com/geniusyield/atlas-docs/tree/main",useNextSeoProps(){let{asPath:e}=(0,c.useRouter)(),s="All-in-one solution for writing off-chain code for Plutus contracts";return{titleTemplate:"/"===e?"ATLAS Plutus Application Backend | by Genius Yield":"Atlas | %s",description:s,canonical:"https://atlas-app.io",openGraph:{url:"https://atlas-app.io",description:s,images:[{url:"/open-graph.png",width:1200,height:630,alt:"Atlas - Application backend for Plutus smart contracts on Cardano",type:"image/png"}]},siteName:"Atlas",twitter:{handle:"@GeniusyieldO",site:"https://www.geniusyield.co",cardType:"summary_large_image"}}},head:(0,r.jsxs)(r.Fragment,{children:[(0,r.jsx)("link",{rel:"apple-touch-icon",sizes:"180x180",href:"/favicon/apple-touch-icon.png"}),(0,r.jsx)("link",{rel:"icon",type:"image/png",sizes:"32x32",href:"/favicon/favicon-32x32.png"}),(0,r.jsx)("link",{rel:"icon",type:"image/png",sizes:"16x16",href:"/favicon/favicon-16x16.png"}),(0,r.jsx)("link",{rel:"manifest",href:"/favicon/site.webmanifest"}),(0,r.jsx)("link",{rel:"mask-icon",href:"/favicon/safari-pinned-tab.svg",color:"#5bbad5"}),(0,r.jsx)("link",{rel:"shortcut icon",href:"/favicon/favicon.ico"}),(0,r.jsx)("meta",{name:"msapplication-TileColor",content:"#da532c"}),(0,r.jsx)("meta",{name:"msapplication-config",content:"/favicon/browserconfig.xml"}),(0,r.jsx)("meta",{name:"theme-color",content:"#ffffff"})]}),footer:{component:(0,r.jsx)(r.Fragment,{})},nextThemes:{defaultTheme:"dark"},darkMode:!1,sidebar:{toggleButton:!0}}},5789:function(){}},function(e){e.O(0,[484,888,774,179],function(){return e(e.s=4589)}),_N_E=e.O()}]); \ No newline at end of file diff --git a/_next/static/chunks/pages/getting-started/unit-tests-770b465afcbfc222.js b/_next/static/chunks/pages/getting-started/unit-tests-770b465afcbfc222.js new file mode 100644 index 0000000..22d24e9 --- /dev/null +++ b/_next/static/chunks/pages/getting-started/unit-tests-770b465afcbfc222.js @@ -0,0 +1 @@ +(self.webpackChunk_N_E=self.webpackChunk_N_E||[]).push([[767],{4589:function(e,s,l){(window.__NEXT_P=window.__NEXT_P||[]).push(["/getting-started/unit-tests",function(){return l(3498)}])},3498:function(e,s,l){"use strict";l.r(s),l.d(s,{__toc:function(){return c}});var r=l(5893),o=l(2673),t=l(7864),n=l(3371);l(7954);var i=l(2643),a=l(9013);let c=[{depth:2,value:'Why not just use "Plutus simple model" instead of the wrapper?',id:"why-not-just-use-plutus-simple-model-instead-of-the-wrapper"},{depth:2,value:"Unit tests for placing a bet operation",id:"unit-tests-for-placing-a-bet-operation"},{depth:3,value:"Defining Run for placing a bet operation",id:"defining-run-for-placing-a-bet-operation"},{depth:3,value:"Understanding testRun",id:"understanding-testrun"},{depth:3,value:"Defining a trace to call placeBetRun",id:"defining-a-trace-to-call-placebetrun"},{depth:3,value:"Multiple bets trace",id:"multiple-bets-trace"},{depth:3,value:"But sometimes we want a test to fail!",id:"but-sometimes-we-want-a-test-to-fail"},{depth:2,value:"Unit tests for taking the bet pot",id:"unit-tests-for-taking-the-bet-pot"}];function h(e){let s=Object.assign({h1:"h1",p:"p",code:"code",a:"a",sup:"sup",h2:"h2",ol:"ol",li:"li",strong:"strong",ul:"ul",h3:"h3",em:"em",pre:"pre",span:"span",section:"section"},(0,i.a)(),e.components);return(0,r.jsxs)(r.Fragment,{children:[(0,r.jsx)(s.h1,{children:"Unit Tests"}),"\n",(0,r.jsxs)(s.p,{children:["Writing smart contracts & writing tests go hand in hand. Tests are also an excellent way to conveniently check working of our smart contract instead of building transactions using ",(0,r.jsx)(s.code,{children:"cardano-cli"})," and submitting them to local node."]}),"\n",(0,r.jsx)(s.p,{children:"Now that we have written our smart contract and defined the required operations over it, let's see whether its working as expected."}),"\n",(0,r.jsxs)(s.p,{children:["Our test suite is a wrapper around ",(0,r.jsx)(s.a,{href:"https://github.com/mlabs-haskell/plutus-simple-model",children:"Plutus simple model"}),(0,r.jsx)(s.sup,{children:(0,r.jsx)(s.a,{href:"#user-content-fn-1",id:"user-content-fnref-1","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"1"})})," which is created by MLabs."]}),"\n",(0,r.jsxs)(a.UW,{type:"warning",children:[(0,r.jsxs)(s.p,{children:["MLabs is working on an evolution of PSM, namely ",(0,r.jsx)(s.a,{href:"https://github.com/mlabs-haskell/clb",children:"CLB"})," which is intended to work exclusively with Atlas. Thus, we have deprecated support of PSM and would soon document overhaul of this test suite. If you would like to avoid using PSM and wait till CLB is ready, you can skip to next section, namely, ",(0,r.jsx)(s.a,{href:"./integration-tests",children:"Integration Tests"}),"."]}),(0,r.jsx)(s.p,{children:"Currently our PSM wrapper does not support operations related to staking, namely, stake key registration, delegation, de-registration and rewards withdrawal."})]}),"\n",(0,r.jsx)(s.h2,{id:"why-not-just-use-plutus-simple-model-instead-of-the-wrapper",children:'Why not just use "Plutus simple model" instead of the wrapper?'}),"\n",(0,r.jsxs)(s.ol,{children:["\n",(0,r.jsxs)(s.li,{children:["\n",(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.strong,{children:"Reusability"}),": Well firstly to maintain compatibility with our toolchain. For instance, our operations were making use of ",(0,r.jsx)(s.code,{children:"GYTxQueryMonad"})," monad and thus to be able to reuse those same operations we would need to define an instance for it."]}),"\n"]}),"\n",(0,r.jsxs)(s.li,{children:["\n",(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.strong,{children:"Additional checks"}),": But secondly and more importantly, plutus simple model lacks some basic checks, for instance:"]}),"\n",(0,r.jsxs)(s.ul,{children:["\n",(0,r.jsx)(s.li,{children:"Whether a UTxO satisfies minimum ada requirement."}),"\n",(0,r.jsx)(s.li,{children:"Transaction fees requirement."}),"\n",(0,r.jsx)(s.li,{children:"Transaction signatures requirement, etc."}),"\n"]}),"\n",(0,r.jsx)(s.p,{children:"We already handle these cases using our transaction building machinery and thus tests written here reflect the actual environment more."}),"\n"]}),"\n"]}),"\n",(0,r.jsx)(a.UW,{children:(0,r.jsxs)(s.p,{children:["For this guide there should be no need to go over the plutus simple model documentation but this doesn't mean that one shouldn't. It's very lucid and takes few minutes to cover and can be accessed by cloning ",(0,r.jsx)(s.a,{href:"https://github.com/mlabs-haskell/plutus-simple-model",children:"their"})," repository, entering the ",(0,r.jsx)(s.code,{children:"docs"})," folder and running ",(0,r.jsx)(s.code,{children:"mdbook serve --open"}),"."]})}),"\n",(0,r.jsx)(s.h2,{id:"unit-tests-for-placing-a-bet-operation",children:"Unit tests for placing a bet operation"}),"\n",(0,r.jsx)(a.UW,{type:"warning",emoji:"\uD83D\uDCC3",children:(0,r.jsxs)(s.p,{children:["Entire code file for tests pertaining to this operation is available ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests/BetRef/Tests/PlaceBet.hs",children:"here"}),". Note that we are using ",(0,r.jsx)(s.a,{href:"https://hackage.haskell.org/package/tasty",children:(0,r.jsx)(s.code,{children:"tasty"})})," to write our tests and a file calling these individual unit tests is ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests/betref-tests.hs",children:"here"}),"."]})}),"\n",(0,r.jsx)(s.p,{children:'Our objective here would be to write tests for each of our operation, hence the name "unit tests". Though one may write other sort of tests as well, including property based ones.'}),"\n",(0,r.jsxs)(s.h3,{id:"defining-run-for-placing-a-bet-operation",children:["Defining ",(0,r.jsx)(s.em,{children:"Run"})," for placing a bet operation"]}),"\n",(0,r.jsx)(s.p,{children:"Before any jibber-jabber, let's see the code so that we know it isn't as complex as it might seem:"}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"placeBetRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxId"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"placeBetRun refScript brp guess bet mPreviousBetsUtxoRef "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addr "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ownAddress"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" skeleton "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" placeBet refScript brp guess bet addr mPreviousBetsUtxoRef"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sendSkeleton skeleton"})})]})}),"\n",(0,r.jsxs)(a.UW,{type:"info",children:[(0,r.jsxs)(s.p,{children:[(0,r.jsxs)(s.strong,{children:['Why do we call it "',(0,r.jsx)(s.em,{children:"run"}),'"?']})," Well if you have gone over the documentation of ",(0,r.jsx)(s.a,{href:"https://github.com/mlabs-haskell/plutus-simple-model",children:"plutus simple model"}),", you'll know that they have this \"",(0,r.jsx)(s.em,{children:"Run"}),'" monad where actually most of the test code gets executed and we have wrapper around this type, which we call ',(0,r.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Class.html#v:utxoAtTxOutRef",children:(0,r.jsx)(s.code,{children:"GYTxMonadRun"})}),". But as an end developer, there is no need to understand about it."]}),(0,r.jsxs)(s.p,{children:["Also our ",(0,r.jsx)(s.code,{children:"GYTxMonadRun"})," has an instance of ",(0,r.jsx)(s.code,{children:"GYTxQueryMonad"}),"."]})]}),"\n",(0,r.jsxs)(s.p,{children:["The idea here is that any tests we do related to performing the bet operation would need to call the ",(0,r.jsx)(s.code,{children:"placeBet"})," function which we have defined before. Therefore we have defined a ",(0,r.jsx)(s.em,{children:"run"})," to call this function. Our ",(0,r.jsx)(s.code,{children:"placeBetRun"})," function takes all those parameters which are required by ",(0,r.jsx)(s.code,{children:"placeBet"})," function, except the address as that we are able to get using ",(0,r.jsx)(s.code,{children:"ownAddress"})," function",(0,r.jsx)(s.sup,{children:(0,r.jsx)(s.a,{href:"#user-content-fn-2",id:"user-content-fnref-2","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"2"})}),". ",(0,r.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Run.html#v:ownAddress",children:(0,r.jsx)(s.code,{children:"ownAddress"})})," function is defined in ",(0,r.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-TxBuilder-Run.html",children:(0,r.jsx)(s.code,{children:"GeniusYield.TxBuilder.Run"})})," module where actually most of the code related to our wrapper lives and it gives the address of the wallet running this ",(0,r.jsx)(s.em,{children:"run"})," as we'll shortly see."]}),"\n",(0,r.jsxs)(s.p,{children:["Lastly ",(0,r.jsx)(s.code,{children:"sendSkeleton"})," can be understood as submitting the transaction. It will update the mock ledger state and return the transaction id for the submitted transaction. Note that it does raise an exception in case it fails to submit the transaction."]}),"\n",(0,r.jsxs)(s.h3,{id:"understanding-testrun",children:["Understanding ",(0,r.jsx)(s.code,{children:"testRun"})]}),"\n",(0,r.jsxs)(s.p,{children:["Before we see a trace calling the run we just defined, notice that in our ",(0,r.jsx)(s.code,{children:"testGroup"}),", we have the first test written as:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsx)(s.code,{"data-language":"haskell","data-theme":"default",children:(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"testRun "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Balance checks after placing first bet"'}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" firstBetTrace (OracleAnswerDatum "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"3"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") (valueFromLovelace "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"20_000_000"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"0_182_793"})]})})}),"\n",(0,r.jsxs)(s.p,{children:["Now what is this ",(0,r.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Test-Utils.html#v:testRun",children:(0,r.jsx)(s.code,{children:"testRun"})}),"?"]}),"\n",(0,r.jsxs)(s.p,{children:["This function takes a string to represent the name of the test and a continuation function (of type ",(0,r.jsx)(s.code,{children:"Wallets -> Run a"}),") and then internally generates wallets to give to our continuation function."]}),"\n",(0,r.jsxs)(s.p,{children:["The type ",(0,r.jsx)(s.code,{children:"Wallets"})," is defined as:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Wallets"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w2 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w3 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w4 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w5 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w6 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w7 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w8 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , w9 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" } "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"deriving"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Show"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:", "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Eq"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:", "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ord"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]})]})}),"\n",(0,r.jsxs)(s.p,{children:["where ",(0,r.jsx)(s.code,{children:"Wallet"})," is:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Wallet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" { walletPaymentSigningKey "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYPaymentSigningKey"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , walletNetworkId "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!GYNetworkId"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , walletName "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"!String"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"deriving"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Show"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Eq"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Ord"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")"})]})]})}),"\n",(0,r.jsxs)(s.p,{children:["Thus our ",(0,r.jsx)(s.code,{children:"testRun"})," function, generates these 9 wallets where each wallet is having the following three assets:"]}),"\n",(0,r.jsxs)(s.ul,{children:["\n",(0,r.jsx)(s.li,{children:"Million ada."}),"\n",(0,r.jsxs)(s.li,{children:["Million ",(0,r.jsx)(s.code,{children:"fakeGold"}),"."]}),"\n",(0,r.jsxs)(s.li,{children:["Million ",(0,r.jsx)(s.code,{children:"fakeIron"}),"."]}),"\n"]}),"\n",(0,r.jsxs)(s.p,{children:["where ",(0,r.jsx)(s.code,{children:"fakeGold"})," and ",(0,r.jsx)(s.code,{children:"fakeIron"})," are our two non-native assets."]}),"\n",(0,r.jsxs)(s.p,{children:["Each call to ",(0,r.jsx)(s.code,{children:"testRun"})," (as you can see - we have multiple tests, all beginning with ",(0,r.jsx)(s.code,{children:"testRun"}),") runs the given test with a fresh (new) blockchain ledger state having given the above balances to those 9 wallets."]}),"\n",(0,r.jsxs)(s.p,{children:["In our case, ",(0,r.jsx)(s.code,{children:'"Balance checks after placing first bet"'})," is the name of the test and ",(0,r.jsx)(s.code,{children:"firstBetTrace (OracleAnswerDatum 3) (valueFromLovelace 20_000_000) 0_182_793"})," is our continuation function."]}),"\n",(0,r.jsxs)(s.h3,{id:"defining-a-trace-to-call-placebetrun",children:["Defining a trace to call ",(0,r.jsx)(s.code,{children:"placeBetRun"})]}),"\n",(0,r.jsxs)(s.p,{children:["Now let's see the definition ",(0,r.jsx)(s.code,{children:"firstBetTrace"})," we briefly encountered above:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Trace for placing the first bet."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"firstBetTrace"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Guess"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Run"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Our continuation function"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"firstBetTrace dat bet ws"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"Wallets{..} "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (brp"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" computeParamsAndAddRefScript "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"40"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"100"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (valueFromLovelace "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"200_000_000"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") ws"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" void "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" runWallet w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- following operations are ran by first wallet, `w1`"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Second step: Perform the actual run."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" withWalletBalancesCheckSimple [w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:":="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" valueNegate bet] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" placeBetRun refScript brp dat bet Nothing"})})]})}),"\n",(0,r.jsxs)(s.p,{children:["Here the last argument is of type ",(0,r.jsx)(s.code,{children:"Wallets"})," as we noted."]}),"\n",(0,r.jsxs)(s.p,{children:["Note that this function starts by calling ",(0,r.jsx)(s.code,{children:"computeParamsAndAddRefScript"}),", therefore let's see about it:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Function to compute the parameters for the contract and add the corresponding refernce script."})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"computeParamsAndAddRefScript"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet Until slot"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet Reveal slot"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Bet step value"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Run"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Our continuation"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"computeParamsAndAddRefScript betUntil' betReveal' betStep Wallets{..} "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betUntil "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotFromApi (fromInteger betUntil')"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betReveal "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotFromApi (fromInteger betReveal')"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" fmap fromJust "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" runWallet w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betUntilTime "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotToBeginTime betUntil"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRevealTime "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotToBeginTime betReveal"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"let"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brp "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefParams (pubKeyHashToPlutus "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" walletPubKeyHash w8) (timeToPlutus betUntilTime) (timeToPlutus betRevealTime) (valueToPlutus betStep) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- let oracle be wallet `w8`."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mORef "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addRefScript (walletAddress w9) (betRefValidator' brp)"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"case"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mORef "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"of"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Nothing "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" fail "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Couldn\'t find index of the Reference Script in outputs"'})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" Just refScript "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return (brp"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript)"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:" "})]})}),"\n",(0,r.jsxs)(s.p,{children:["Our first step is to construct the parameter (",(0,r.jsx)(s.code,{children:"BetRefParams"}),") for our parameterized contract. Recall its type is:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"data"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" BetRefParams"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" {"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" brpOraclePkh "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"PubKeyHash"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Oracle's payment public key hash. This is needed to assert that UTxO being looked at indeed belongs to the Oracle."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetUntil "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"POSIXTime"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Time until which bets can be placed."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetReveal "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"POSIXTime"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Time at which Oracle will reveal the correct match result."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , brpBetStep "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Value"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount."})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" }"})})]})}),"\n",(0,r.jsxs)(s.p,{children:["For ",(0,r.jsx)(s.code,{children:"brpBetUntil"}),", we choose slot 40 but since plutus works in posix time, we need to enter a monad having an instance of ",(0,r.jsx)(s.code,{children:"GYTxQueryMonad"})," to get posix time from slot and therefore that calculation happens inside ",(0,r.jsx)(s.code,{children:"runWallet w1"}),". Similarly for ",(0,r.jsx)(s.code,{children:"brpBetReveal"})," we chose slot 100."]}),"\n",(0,r.jsx)(a.UW,{type:"info",children:(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Test-Utils.html#v:runWallet",children:(0,r.jsx)(s.code,{children:"runWallet"})})," is a utility function which enables us to give the environment. Hm.. what environment you ask? Well in general when constructing the transaction from skeleton we need some context, like who is actually submitting this transaction? As we'll need their address to give them the change output. ",(0,r.jsx)(s.code,{children:"runWallet"})," takes as first argument, the wallet to generate context from and then the actual ",(0,r.jsx)(s.em,{children:"run"})," to run against this context."]})}),"\n",(0,r.jsxs)(s.p,{children:["Now coming back to our parameters, for ",(0,r.jsx)(s.code,{children:"brpOraclePkh"})," parameter, we chose that for wallet 8. And we take our step amount to be 200 ada."]}),"\n",(0,r.jsxs)(s.p,{children:["Though it is not required for this operation (where we place the first bet) but since our ",(0,r.jsx)(s.code,{children:"placeBet"})," function is overloaded to accept the subsequent bet case too - we need to give reference to the UTxO containing reference script. For that we have a helper function called ",(0,r.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Test-Utils.html#v:addRefScript",children:(0,r.jsx)(s.code,{children:"addRefScript"})})," which adds the given script at a given address (we chose that for wallet 9) and returns the reference to it (in ",(0,r.jsx)(s.code,{children:"Maybe"}),")."]}),"\n",(0,r.jsxs)(s.p,{children:["Now we are almost done to call our ",(0,r.jsx)(s.em,{children:"run"})," with just one more line to understand."]}),"\n",(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.code,{children:"withWalletBalancesCheckSimple"})," takes a list of tuple",(0,r.jsx)(s.sup,{children:(0,r.jsx)(s.a,{href:"#user-content-fn-3",id:"user-content-fnref-3","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"3"})})," where the first element of the tuple is the wallet and second element denotes the difference in the wallet's value which we expect after the execution of the operation defined inside its ",(0,r.jsx)(s.code,{children:"do"})," block excluding ada required for transaction fees and to satisfy minimum ada requirements of the generated output",(0,r.jsx)(s.sup,{children:(0,r.jsx)(s.a,{href:"#user-content-fn-4",id:"user-content-fnref-4","data-footnote-ref":!0,"aria-describedby":"footnote-label",children:"4"})}),". Here we want the balance of wallet 1 (which is the one actually calling this operation) to decrease by the bet amount and also the fees."]}),"\n",(0,r.jsx)(a.UW,{children:(0,r.jsxs)(s.p,{children:[(0,r.jsx)(s.strong,{children:"How do we know the fees?"}),"\nWell by running the test without it and then noting the transaction fees from the log messages."]})}),"\n",(0,r.jsx)(s.p,{children:"And this covers our first test \uD83E\uDD73."}),"\n",(0,r.jsx)(s.h3,{id:"multiple-bets-trace",children:"Multiple bets trace"}),"\n",(0,r.jsx)(s.p,{children:"Now let's write a slightly more involved trace. This time we'll make our trace parameteric over the required contract parameters."}),"\n",(0,r.jsx)(s.p,{children:"Here is the signature of our trace:"}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Trace which allows for multiple bets."})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"multipleBetsTraceWrapper"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ slot for betUntil"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ slot for betReveal"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ bet step"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ List denoting the bets"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Run"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Our continuation function"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"multipleBetsTraceWrapper betUntil' betReveal' betStep walletBets ws "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (brp"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" computeParamsAndAddRefScript betUntil' betReveal' betStep ws"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Second step: Perform the actual bet operations"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" multipleBetsTraceCore brp refScript walletBets ws"})})]})}),"\n",(0,r.jsx)(s.p,{children:"The first three parameters correspond to the parameters of contract."}),"\n",(0,r.jsx)(s.p,{children:"The fourth parameter denotes the different bets."}),"\n",(0,r.jsx)(s.p,{children:"We may for instance call this function like so:"}),"\n",(0,r.jsx)(s.pre,{"data-language":"text","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"text","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:'testRun "Balance checks with multiple bets" $ multipleBetsTraceWrapper 400 1000 (valueFromLovelace 10_000_000) '})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [ (w1, OracleAnswerDatum 1, valueFromLovelace 10_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w2, OracleAnswerDatum 2, valueFromLovelace 20_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w3, OracleAnswerDatum 3, valueFromLovelace 30_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w2, OracleAnswerDatum 4, valueFromLovelace 50_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w4, OracleAnswerDatum 5, valueFromLovelace 65_000_000 <> fakeGold 1000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ]"})})]})}),"\n",(0,r.jsx)(s.p,{children:"Next we want to add our reference script and compute the actual contract parameters (converting slot to posix) - which is again handled like before."}),"\n",(0,r.jsx)(s.p,{children:"We would then like to perform the actual bet operations. But this time we won't concern ourselves much with actual fees but rather take a threshold of 1 ada. Our approach here is to compare the balances before performaing any operation and after performing all the operations and then see that each wallet has lost the bet amount they placed considering threshold fees."}),"\n",(0,r.jsxs)(s.p,{children:["Note: We use ",(0,r.jsx)(s.code,{children:"balance"})," function to get the balance for the given wallet."]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Trace which allows for multiple bets."})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"multipleBetsTraceCore"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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We say /roughly/ as fees is assumed to be within (0, 1 ada]."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" verify "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"[]"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" return "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" verify (((wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"&&"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" expectedAdaWithoutFees "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" threshold "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" actualAda "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"then"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" verify xs"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- valueGreater vAfterWithoutFees vAfter && valueGreaterOrEqual vAfter (valueMinus vAfterWithoutFees threshold) then verify xs"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"else"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" fail ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"For wallet "'}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" walletName wallet "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'" expected value (without fees) "'}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" show vAfterWithoutFees "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'" but actual is "'}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" show vAfter)"})]})]})}),"\n",(0,r.jsxs)(a.UW,{children:[(0,r.jsxs)(s.p,{children:["An eagle eye might notice two comments inside the ",(0,r.jsx)(s.code,{children:"verify"})," function."]}),(0,r.jsxs)(s.p,{children:["Firstly, note that ",(0,r.jsx)(s.code,{children:"valueSplitAda"})," splits our ",(0,r.jsx)(s.code,{children:"GYValue"})," into lovelaces and that which remains besides it. Since fees don't affect non-ada tokens (not yet), we compare with respect to threshold using ada tokens."]}),(0,r.jsxs)(s.p,{children:["We could also compare ",(0,r.jsx)(s.code,{children:"GYValue"}),"'s directly using ",(0,r.jsx)(s.code,{children:"valueGreater"})," (there is also ",(0,r.jsx)(s.code,{children:"valueGreaterOrEqual"}),") as done in comments but the current one is slightly more optimal as we need not compare on non-ada tokens again."]})]}),"\n",(0,r.jsx)(s.h3,{id:"but-sometimes-we-want-a-test-to-fail",children:"But sometimes we want a test to fail!"}),"\n",(0,r.jsxs)(s.p,{children:["What happens if the newly placed bet is not more than atleast ",(0,r.jsx)(s.code,{children:"brpBetStep"})," amount? What happens if the transaction skeleton was somewhat wrong, say we didn't put ",(0,r.jsx)(s.code,{children:"mustBeSignedBy"}),"? What if someone tries to place a bet after ",(0,r.jsx)(s.code,{children:"brpBetUntil"}),"? What if..."]}),"\n",(0,r.jsxs)(s.p,{children:["Well for all such cases, we can assert that a given trace must fail using ",(0,r.jsx)(s.code,{children:"mustFail"})," like:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"text","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"text","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:'testRun "Not adding atleast bet step amount should fail" $ mustFail . multipleBetsTrace 400 1000 (valueFromLovelace 10_000_000) '})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [ (w1, OracleAnswerDatum 1, valueFromLovelace 10_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w2, OracleAnswerDatum 2, valueFromLovelace 20_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w3, OracleAnswerDatum 3, valueFromLovelace 30_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w2, OracleAnswerDatum 4, valueFromLovelace 50_000_000)"})}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" , (w4, OracleAnswerDatum 5, valueFromLovelace 55_000_000 <> fakeGold 1000)]"})})]})}),"\n",(0,r.jsxs)(s.p,{children:["Here wallet ",(0,r.jsx)(s.code,{children:"w4"})," didn't increase the bet by 10 ada and thus must fail."]}),"\n",(0,r.jsx)(a.UW,{children:(0,r.jsxs)(s.p,{children:["Sometimes we want to assert specific failure among other possible failures. As ",(0,r.jsx)(s.code,{children:"mustFail"})," above doesn't distinguish among them, one can simply use ",(0,r.jsx)(s.code,{children:"catchError"})," like in ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas/tree/main/tests/GeniusYield/Test/RefInput.hs",children:"this"})," test."]})}),"\n",(0,r.jsx)(s.h2,{id:"unit-tests-for-taking-the-bet-pot",children:"Unit tests for taking the bet pot"}),"\n",(0,r.jsx)(a.UW,{type:"warning",emoji:"\uD83D\uDCC3",children:(0,r.jsxs)(s.p,{children:["Entire code file for tests pertaining to this operation is available ",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/atlas-examples/tree/main/bet-ref/tests/BetRef/Tests/TakeBetPot.hs",children:"here"}),"."]})}),"\n",(0,r.jsxs)(s.p,{children:["On similar lines as before, let's first define our ",(0,r.jsx)(s.em,{children:"run"})," for ",(0,r.jsx)(s.code,{children:"takeBets"})," operation:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Run to call the `takeBets` operation."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"takeBetsRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"BetRefParams"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxOutRef"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxId"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"takeBetsRun refScript brp toConsume refInput "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addr "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ownAddress"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" skeleton "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" takeBets refScript brp toConsume addr refInput"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" sendSkeleton skeleton"})})]})}),"\n",(0,r.jsxs)(s.p,{children:["Next, we'll define our trace to call this ",(0,r.jsx)(s.em,{children:"run"}),":"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Trace for taking bet pot."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"takeBetsTrace"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ slot for betUntil"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ slot for betReveal"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ bet step"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"OracleAnswerDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYValue"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:")] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ List denoting the bets"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Integer"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Actual answer"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallet"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Taker"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Bool"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ To check balance"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Wallets"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Run"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-constant)"},children:"()"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Our continuation function"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"takeBetsTrace betUntil' betReveal' betStep walletBets answer getTaker toCheckBalance ws"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"Wallets{..} "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (brp"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" refScript) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" computeParamsAndAddRefScript betUntil' betReveal' betStep ws"})]}),"\n",(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" multipleBetsTraceCore brp refScript walletBets ws"})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- Now lets take the bet"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" mMRef "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" runWallet w1 "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" addRefInput True (walletAddress w8) (datumFromPlutusData "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" OracleAnswerDatum 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"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" betRefAddress brp"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" [_scriptUtxo"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"@"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:"GYUTxO {utxoRef, utxoValue}] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<-"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxosToList "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"<$>"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxosAtAddress betRefAddr Nothing"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" waitUntilSlot "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" slotFromApi (fromInteger betReveal')"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"if"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" toCheckBalance "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"then"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" withWalletBalancesCheckSimple [taker "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:":="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" utxoValue] "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"$"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"do"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" takeBetsRun refScript brp utxoRef refInput "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"else"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" takeBetsRun refScript brp utxoRef refInput)"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" _anyOtherMatch "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" fail "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-string-expression)"},children:'"Couldn\'t place reference input successfully"'})]})]})}),"\n",(0,r.jsx)(s.p,{children:"Here we first did the common step of computing the required script parameters and adding the reference script."}),"\n",(0,r.jsxs)(s.p,{children:["Then we used ",(0,r.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Test-Utils.html#v:addRefInput",children:(0,r.jsx)(s.code,{children:"addRefInput"})})," whose purpose here would become clear by seeing its haddock documentation below:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsx)(s.span,{className:"line",children:(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- | Adds an input (whose datum we'll refer later) and returns the reference to it."})}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:"addRefInput"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Bool"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Whether to inline this datum?"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYAddress"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Where to place this output?"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYDatum"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-comment)"},children:"-- ^ Our datum."})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"GYTxMonadRun"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"Maybe"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" 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",(0,r.jsx)(s.a,{href:"https://github.com/geniusyield/plutus-simple-model/tree/compat",children:"custom fork"})," of Plutus simple model. ",(0,r.jsx)(s.a,{href:"#user-content-fnref-1","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,r.jsxs)(s.li,{id:"user-content-fn-2",children:["\n",(0,r.jsxs)(s.p,{children:["To convey the message better, we have a defined ",(0,r.jsx)(s.a,{href:"https://haddock.atlas-app.io/GeniusYield-Test-Utils.html#v::-61-",children:(0,r.jsx)(s.code,{children:"(:=)"})})," pattern synonym:"]}),"\n",(0,r.jsx)(s.pre,{"data-language":"haskell","data-theme":"default",hasCopyCode:!0,children:(0,r.jsxs)(s.code,{"data-language":"haskell","data-theme":"default",children:[(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"pattern"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (:=) "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"::"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" x "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" y "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"->"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (x"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" y)"})]}),"\n",(0,r.jsxs)(s.span,{className:"line",children:[(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"pattern"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" ("}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-function)"},children:":="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:") x y "}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-keyword)"},children:"="}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" (x"}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-token-punctuation)"},children:","}),(0,r.jsx)(s.span,{style:{color:"var(--shiki-color-text)"},children:" y)"})]})]})}),"\n",(0,r.jsx)(s.a,{href:"#user-content-fnref-2","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"}),"\n"]}),"\n",(0,r.jsxs)(s.li,{id:"user-content-fn-3",children:["\n",(0,r.jsxs)(s.p,{children:["Since we require the signature being present in the skeleton, we can't place bet on anyone else's behalf anyways. ",(0,r.jsx)(s.a,{href:"#user-content-fnref-3","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n",(0,r.jsxs)(s.li,{id:"user-content-fn-4",children:["\n",(0,r.jsxs)(s.p,{children:["If you would like exact fine grained control over balance change, use ",(0,r.jsx)(s.code,{children:"withWalletBalancesCheck"})," instead. ",(0,r.jsx)(s.a,{href:"#user-content-fnref-4","data-footnote-backref":!0,className:"data-footnote-backref","aria-label":"Back to content",children:"↩"})]}),"\n"]}),"\n"]}),"\n"]})]})}let d={MDXContent:function(){let e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{},{wrapper:s}=Object.assign({},(0,i.a)(),e.components);return s?(0,r.jsx)(s,{...e,children:(0,r.jsx)(h,{...e})}):h(e)},pageOpts:{filePath:"src/pages/getting-started/unit-tests.mdx",route:"/getting-started/unit-tests",timestamp:1715357015e3,pageMap:[{kind:"Meta",data:{index:{title:"Atlas",display:"hidden",theme:{layout:"raw"}},documentation:{title:"Documentation",type:"page",href:"/introduction"},introduction:"Introduction","getting-started":"Getting Started","more-tutorials":"More Tutorials",haddock:{title:"API Reference (Haddock) ⬈",href:"https://haddock.atlas-app.io/",newWindow:!0}}},{kind:"Folder",name:"getting-started",route:"/getting-started",children:[{kind:"Meta",data:{"how-to-build":"How to 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\ No newline at end of file +
\ No newline at end of file diff --git a/getting-started/browser-integration.html b/getting-started/browser-integration.html index a5ed2f1..ff85f4a 100644 --- a/getting-started/browser-integration.html +++ b/getting-started/browser-integration.html @@ -11,7 +11,7 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
Getting Started
Browser Integration

Browser Integration

+
Getting Started
Browser Integration

Browser Integration

Now that we have our server running, we need front-end UI to interact with it.

For all of the operations, the approach (as previously mentioned) is same which is to first get the unsigned transaction from server, use browser wallet's signTx method to get spending key witness for this transaction, and then use server's endpoint to add witness to this transaction & submit it.

📃

The entire code pertaining to browser operations is available here (opens in a new tab).

@@ -53,4 +53,4 @@
⚠️

Due to security reasons, you would need to run this page locally (instructions here (opens in a new tab)) to check out the following demo.

Select the browser wallet you would like to use:

Before interacting with this contract, save the required script parameters:

Then lets make our first request to add for reference script:

Now you may place some bets.

Now let's add the actual answer to Oracle's Address

Finally, let's consume all the previously placed bets by giving actual answer

🎉

And with this, we come to an end of our Getting Started guide 🥳! Hope you enjoyed it 💙

-
❓

Have questions? Ask them at Cardano StackExchange (opens in a new tab).

Creating EndpointsMore Tutorials
\ No newline at end of file +
❓

Have questions? Ask them at Cardano StackExchange (opens in a new tab).

Creating EndpointsMore Tutorials
\ No newline at end of file diff --git a/getting-started/endpoints.html b/getting-started/endpoints.html index 44fa850..628b27f 100644 --- a/getting-started/endpoints.html +++ b/getting-started/endpoints.html @@ -11,39 +11,55 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
Getting Started
Creating Endpoints

Creating Endpoints

+
Getting Started
Creating Endpoints

Creating Endpoints

Now that we are confident with our smart contract, it's time that we make it accessible to end user.

The approach here would be

    -
  1. Front-end asks to construct transaction body for the concerned operation.
    2. -
  2. It then receives this transaction body, which is complete besides missing for signature for spending inputs belonging to browser wallet. It calls wallet api's signTx method upon this body to get this signature (key witness).
    3. -
  3. Frontend now passes this unsigned transaction body along with the witness it received to our backend endpoint which will add this witness to the transaction body, making it complete and would then submit it.
    4. +
  4. Front-end asks to construct transaction for the concerned operation.
    5. +
  5. It then receives this transaction, which is complete besides missing for signature for spending inputs belonging to browser wallet. It calls wallet api's signTx method upon this body to get this signature (key witness).
    6. +
  6. Frontend now passes this unsigned transaction along with the witness it received to our backend endpoint which will add this witness to the transaction, making it complete and would then submit it.

We'll use Servant (opens in a new tab) to create our endpoints and one may understand it by following their easy to understand tutorial here (opens in a new tab).

-
💡

Do note that we can also sign the transactions in server using the signTx function defined in TxBody.hs (opens in a new tab)

+
💡

Do note that we can also sign the transactions in server using the signTx function defined in GeniusYield.Types.TxBody (opens in a new tab) module.

Providing Data Provider

Defining Provider Configuration

As noted earlier, building transaction bodies require gathering suitable information from the blockchain. For this purpose, we'll require a provider. Atlas is unopinionated and allows user to plug in provider of their choice, including a locally hosted one.

Currently Atlas supports the following providers (& it would be highly appreciated if community enriches this by contributing to Atlas (opens in a new tab)):

+
⚠️

Following API functions don't have an optimal implementation for Blockfrost:

    +
  • utxosAtTxOutRefs
    • +
  • utxosAtTxOutRefsWithDatums
    • +
  • utxosAtAddressWithDatums
    • +
  • utxosAtAddresses
    • +
  • utxosAtAddressesWithDatums
    • +
  • utxosAtPaymentCredentialWithDatums
    • +
  • utxosAtPaymentCredentials
    • +
  • utxosAtPaymentCredentialsWithDatums
    • +

In general, we recommend either Maestro or local node with Kupo as provider.

To provide information about the provider, we will create a config.json file whose contents could be as follows:

💡

We have given a sample config.json file here (opens in a new tab).

-
{
-  "coreProvider": { "maestroToken": "<Your-API-Key>" },
-  "networkId": "testnet-preprod",
-  "logging": [{ "type": { "tag": "stderr" }, "severity": "Debug", "verbosity": "V2" }],
-  "utxoCacheEnable": false
-}
-

Here is the explaination for each of the JSON keys above:

+
{
+  "coreProvider": ...,
+  "networkId": "preprod",
+  "logging": [{ "type": { "tag": "stderr" }, "severity": "Debug", "verbosity": "V2" }]
+}
+

where coreProvider field can have one of following possible values:

+
"coreProvider": { "maestroToken": "<Your-API-Key>", "turboSubmit": false },
+

Here is the explanation for each of the JSON keys above:

    -
  • coreProvider: This field is the differentiating factor between different providers. Above we have given how it would look like for locally ran node & Maestro. Note that local node option still requires Maestro key for lookupDatum query.
    • -
  • networkId: Specifies your network and must be one of mainnet, testnet-preprod, testnet-preview, testnet (for legacy testnet) & privnet (for local private network).
    • -
  • logging: It's a list of scribes (opens in a new tab) to register. Its parameters (like severity, verbosity) and its general usage can be understood by going over their official haddock documentation here (opens in a new tab). Katip is also explained in this (opens in a new tab) book on web development in Haskell.
    • -
  • utxoCacheEnable: Enabling this boolean will enable cache (using Data.Cache (opens in a new tab)) whereby queries related to fetching UTxOs won't generate call to provider if the entry exists in cache (& has not yet expired).
    • +
  • coreProvider: This field is the differentiating factor between different providers. +
      +
    • For Maestro, maestroToken holds the api key and turboSubmit field dictates whether the transactions are to be submitted via their turbo submit (opens in a new tab) endpoint.
      • +
    • For Local Node with Kupo provider, socketPath is the path towards node socket (usually named node.socket) file and kupoUrl is the url where endpoints are made available by Kupo, it is usually http://localhost:1442.
      • +
    • For Blockfrost, blockfrostKey holds the required api key.
      • +
    +
    • +
  • networkId: Specifies your network and must be one of mainnet, preprod, preview, testnet (for legacy testnet) & privnet (for local private network).
    • +
  • logging: It's a list of scribes (opens in a new tab) to register. Its parameters (like severity, verbosity) and its general usage can be understood by going over their official haddock documentation here (opens in a new tab). Katip is also explained in this (opens in a new tab) book on web development in Haskell. Please have a look at haddock for FromJSON and ToJSON instances of GYLogScriptType (opens in a new tab) to see sample usage.

Parsing Given Configuration

The file server-main.hs (opens in a new tab) fires up our server. It reads & parses the configuration file and using it makes our endpoints (which we will define shortly) available. Here is its entire code.

@@ -355,4 +371,4 @@

app :: Ctx -> Application app ctx = cors (const $ Just simpleCorsResourcePolicy { corsRequestHeaders = [HttpTypes.hContentType] }) $ serve appApi $ hoistServer appApi (Handler . ExceptT . try) $ apiServer ctx

-

Next we'll see how to call these endpoints in our front-end!

Integration TestsBrowser Integration
\ No newline at end of file +

Next we'll see how to call these endpoints in our front-end!

Integration TestsBrowser Integration
\ No newline at end of file diff --git a/getting-started/how-to-build.html b/getting-started/how-to-build.html index 447989a..6e8dbfa 100644 --- a/getting-started/how-to-build.html +++ b/getting-started/how-to-build.html @@ -1,4 +1,4 @@ -Atlas | How to build Atlas?
Getting Started
How to build Atlas?

How to build Atlas?

+
Getting Started
How to build?

How to build?

We currently support GHC version 9.2.8 and compilation is tested with cabal version 3.10.2.0.

Besides basic Haskell tooling (GHC and cabal), since we depend upon libraries used in cardano-node (opens in a new tab), one would need to have additional dependencies as described in this (opens in a new tab) guide related to building node from source. When referring to that guide, for our purposes, section on "Installing the Haskell environment" and sections following (& including) "Downloading the source code for cardano-node" are irrelevant.

Additionally one would need libpq-dev or postgresql installed in their environment otherwise an error suggesting missing pg_config can occur.

We build Atlas in our Github CI using environment described here (opens in a new tab) which one can also refer if they encounter a build failure.

To verify if environment is configured properly, one can clone Atlas repository from here (opens in a new tab) and run cabal build all to see if build is successful.

Building with Nix

-

Alternatively, we provide a nix shell with all dependencies baked in. Please refer to this (opens in a new tab) guide on how to configure nix and later one can enter development shell via nix develop.

Getting StartedSmart Contract
\ No newline at end of file +

Alternatively, we provide a nix shell with all dependencies baked in. Please refer to this (opens in a new tab) guide on how to configure nix and later one can enter development shell via nix develop.

Getting StartedSmart Contract
\ No newline at end of file diff --git a/getting-started/integration-tests.html b/getting-started/integration-tests.html index f880ae0..ff7c4c4 100644 --- a/getting-started/integration-tests.html +++ b/getting-started/integration-tests.html @@ -11,11 +11,12 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
Getting Started
Integration Tests

Integration Tests

+
Getting Started
Integration Tests

Integration Tests

We already saw how we can conveniently write tests for our smart contract using our wrapper upon Plutus simple model. But these tests were running against a mock ledger, i.e., we really were just simulating it by having some mock data-structures (say set of UTxOs) which were getting updated on submission of successful transaction. We could however write tests to test against the real node and have it slightly more convenient to program against by spinning up our own private network (privnet for short). Here is the table which outlines the differences between the two approaches:

-
Tests using PSM WrapperTests using Private Network
Runs against mock ledgerRuns against real node
Each unit test gets fresh set of wallets (having original balance)Each subsequent unit test continues upon the effects caused by previous ones
Fast, purer (no IO) & convenientSlow as each slot is 0.1 second
+
Tests using PSM WrapperTests using Private Network
Runs against mock ledgerRuns against real node
Each unit test gets fresh set of wallets (having original balance)Each subsequent unit test continues upon the effects caused by previous ones
Fast, purer (no IO) & convenientSlow as each slot is configured to be 0.1 second

Thus these tests are suitable for integration testing.

Spinning up private network

+
💡

To access our private network in Atlas, we'll be using "Local node with Kupo" provider and so, cardano-node & Kupo version is expected to be 8.1.2 & 2.7.2 respectively.

Our private network is adapted from WoofPool's cardano-private-testnet-setup (opens in a new tab) repository.

To spin up it up:

    @@ -23,8 +24,16 @@

    Enter it & checkout geniusyield branch.
  1. Enter the following in terminal: ./scripts/automate.sh (you would need to have cardano-node & cardano-cli available in your PATH).

-

Once it says, "Congrats! Your network is ready for use!" you can attempt to run the tests (in another terminal).

-

First, let's say the path to private-testnet-simple is X, then being inside your example project folder, you can execute the tests by running GENIUSYIELD_PRIVNET_DIR=$X/private-testnet cabal run betref-privnet-tests -- -j1

+

Once it says, "Congrats! Your network is ready for use!" we are ready to move forward and setup Kupo.

+

Assuming TESTNET environment variable points to the directory of clone private testnet repository, we can start Kupo with following command:

+
kupo \
+  --node-socket $TESTNET/private-testnet/node-spo1/node.sock \
+  --node-config $TESTNET/private-testnet/configuration.yaml \
+  --since origin \
+  --match "*" \
+  --prune-utxo \
+  --in-memory
+

We are now complete with our setup. To run tests, execute KUPO_URL=http://localhost:1442 GENIUSYIELD_PRIVNET_DIR=$TESTNET/private-testnet cabal run betref-privnet-tests -- -j1 inside our example project folder.

The -j1 is needed so that the tests run sequentially.

Remember to stop (CTRL-C, and killall cardano-node) the private testnet, or it will eventually eat all of your disk space.

The way we have it setup for our test boilerplate is that we have nine users where users second to nine start with the following balances:

@@ -34,16 +43,16 @@

First user is called "funder" as it has far more ada (couple of 100 thousands) and the number of gold & iron tokens is 2 millions.

We'll also see how to create a new user soon, if required.

-
⚠️

Unless you kill & restart the private network, running your privnet tests again, would have them run in the modified network state. So in general, if you wish to reexecute the command mentioned before, viz. ATLAS_PRIVNET_DIR=$(pwd)/private-testnet-simple/private-testnet cabal run privnet-tests -- -j1, you should first restart the privnet2.

+
⚠️

Unless you kill & restart the private network, running your privnet tests again, would have them run in the modified network state2.

Understanding our first test

📃

The tests are written in this (opens in a new tab) file and are being called here (opens in a new tab).

-

Here is the code (& explaination follows after it):

+

Here is the code (& explanation follows after it):

  testCaseSteps "Balance checks & taking pot by closest guesser should pass" $ \info -> withSetup setup info $ \ctx -> do
  
     -- First step: Construct the parameters and obtain validator from it.
     --
     -- Let's define a new User to represent Oracle (not necessary though)
-    oracleUser <- newTempUserCtx ctx (ctxUserF ctx) (valueFromLovelace 20_000_000) False
+    oracleUser <- newTempUserCtx ctx (ctxUserF ctx) (valueFromLovelace 20_000_000) def
     (currentSlot, slotConfig) <- getSlotAndConfig ctx
     let betUntilSlotDelta = 100
         betRevealSlotDelta = 200
@@ -90,16 +99,17 @@ 
    let adaExpectedIncrease = valueFromLovelace 45_000_000
     assertUserFunds (txBodyFee txBodyUnlock + txBodyFee txBodyLockUser2) ctx (ctxUser2 ctx) $ balance <> adaExpectedIncrease

The first line testCaseSteps "test description" $ \info -> withSetup setup info $ \ctx -> do can be seen as a boilerplate for all of your tests.

-

ctx denotes the so called context (of type Ctx) and contains information about our users, additional tokens, etc. It is defined in Ctx.hs (opens in a new tab) file and it is essential to go over that file if you intend to write these tests.

+

ctx denotes the so called context (of type Ctx) and contains information about our users, additional tokens, etc. It is defined in GeniusYield.Test.Privnet.Ctx (opens in a new tab) module and it is essential to go over that module if you intend to write these tests.

Variable info is used to log messages and you can use it in your test's do block like info $ printf "Hello from %s" "Atlas"

We next see the use of newTempUserCtx utility function. As mentioned before, we already have nine users in our context, where they have the type User:

data User = User
-    { userSKey :: !GYPaymentSigningKey
-    , userAddr :: !GYAddress
+    { userPaymentSKey :: !GYPaymentSigningKey
+    , userStakeSKey   :: !(Maybe GYStakeSigningKey)
+    , userAddr        :: !GYAddress
     }

But at rare times, we might need to create a new user. Such a user would not be part of the context and thus would be local to the test creating it3.

-

We can do that with the help of newTempUserCtx function. It accepts the context parameter, the user which will fund this new user, the value to be given to this new user and a boolean denoting whether we want to create a 5-ada-only UTxO too for this new user.

-

Next we see the use of getSlotAndConfig function. Earlier when we wrote for PSM tests, we could work in absolute slots as we were always running each test from the beginning of ledger but this is not the case here. Thus, we would need to work with relative slots, i.e., we find the current slot and then add offset with respect to it. Function getSlotAndConfig has the folowing definition:

+

We can do that with the help of newTempUserCtx function. It accepts the context parameter, the user which will fund this new user, the value to be given to this new user and a value of type CreateUserConfig (opens in a new tab).

+

Next we see the use of getSlotAndConfig function. Earlier when we wrote for PSM tests, we could work in absolute slots as we were always running each test from the beginning of ledger but this is not the case here. Thus, we would need to work with relative slots, i.e., we find the current slot and then add offset with respect to it. Function getSlotAndConfig has the following definition:

getSlotAndConfig :: Ctx -> IO (GYSlot, GYSlotConfig)
 getSlotAndConfig ctx = do
   slot <- ctxCurrentSlot ctx
@@ -140,14 +150,14 @@ 
  -- Unlock operation
   -- But this time by wrong guesser
   assertThrown isTxBodyErrorAutoBalance $ ctxRunI ctx (ctxUser3 ctx) $ takeBets refScript brp lockedORef (userAddr (ctxUser3 ctx)) refInputORef
-

Notice that we try catching the error using assertThrown function. Here isTxBodyErrorAutoBalance is defined as (both this & assertThrown have their definitions in Asserts.hs (opens in a new tab) file):

+

Notice that we try catching the error using assertThrown function. Here isTxBodyErrorAutoBalance is defined as (both this & assertThrown have their definitions in GeniusYield.Test.Privnet.Asserts (opens in a new tab) module):

isTxBodyErrorAutoBalance :: BuildTxException -> Bool
 isTxBodyErrorAutoBalance (BuildTxBodyErrorAutoBalance _) = True
 isTxBodyErrorAutoBalance _                               = False

Thus our assertThrown function checks for two things:

  1. Whether our action indeed raises an exception.
    2. -
  2. If an exception is raised, does it saitsfy our predicate? For instance, here our predicate was isTxBodyErrorAutoBalance.
    3. +
  3. If an exception is raised, does it satisfy our predicate? For instance, here our predicate was isTxBodyErrorAutoBalance.
💡

You can also catch for IO error like:

  errored <- catchIOError (submitTx ctx (ctxUserF ctx) txBody >> pure False) (\_ -> pure True)
   unless errored $ assertFailure "Expecting an IOError exception"
@@ -156,7 +166,7 @@

Footnotes

  1. -

    https://unix.stackexchange.com/q/367008 (opens in a new tab) ↩

    +

    https://unix.stackexchange.com/q/367008 (opens in a new tab). ↩

  2. For convenience, you can write a bash script which combines setup, running tests & closing the privnet all into one simple script. ↩

    @@ -171,4 +181,4 @@

    Therefore this function is intended to be used when we create only a single output for an external address. ↩

-
Unit TestsCreating Endpoints
\ No newline at end of file +
Unit TestsCreating Endpoints
\ No newline at end of file diff --git a/getting-started/operations.html b/getting-started/operations.html index 1b460b0..a31c988 100644 --- a/getting-started/operations.html +++ b/getting-started/operations.html @@ -11,7 +11,7 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
Getting Started
Operations over Contract

Operations over Contract

+
Getting Started
Operations over Contract

Operations over Contract

Having understood the contract. Now is the time we actually start using our framework to build the transactions for it.

The main principle to understand here is that - we only need to give the essentials, i.e. we only specify what we want and it is the job of the framework to do the rest.

For instance, we may tell that we want to consume a specific input belonging to the script's address and generate a specific output. Given that, it becomes framework's job to do the rest, say:

@@ -23,75 +23,30 @@

Thus, we only specify at high-level what we want. This would become clear as we actually start writing operations for our contract.

Entire code for these operations is available here (opens in a new tab).

+

When working with Atlas inside your project, since Atlas isn't on Hackage, you'll need to specify (opens in a new tab) it as a remote package inside your cabal.project. Moreover, since Atlas itself relies on dependencies which are outside Hackage, those would need to be specified too. To streamline this, it's best to use the cabal.project (opens in a new tab) mentioned in atlas-examples repository where you would just need to modify packages: stanza depending upon your project.

Operation 1: Generating address for our Smart Contract

Generating Validator for our Smart Contract

Following the usual drill, we generate the Validator given contract parameters (following is written in file Compiled.hs (opens in a new tab)):

Compiled.hs
-- | Generates validator given params.
-betRefValidator :: BetRefParams -> Validator
-betRefValidator betRefParams = mkValidatorScript $
-    $$(PlutusTx.compile [|| mkBetRefValidator||]) `PlutusTx.applyCode` PlutusTx.liftCode betRefParams
-

What we have obtained is of type Validator, defined in plutus-ledger-api, which is nothing but a wrapper around Script type defined in same.

-

Likewise, we have our own types, GYValidator (similarly GYMintingPolicy for minting policy scripts) & GYScript (defined in Script.hs (opens in a new tab)) to represent these in our framework.

-

The file mentioned Script.hs (opens in a new tab) contains a lot of helper utilities such as validatorFromPlutus which takes in Plutus's Validator type to give out GYValidator. Though there has been slight abuse in mentioning type here as what is actually given out is GYValidator v where type variable v is of kind PlutusVersion which is defined in file PlutusVersion.hs (opens in a new tab) which you can understand as being here to denote plutus version for our validator script1.

-

If we look at the type signature of validatorFromPlutus, we see: validatorFromPlutus :: forall v. SingPlutusVersionI v => Plutus.Validator -> GYValidator v where for the time being we can ignore the description of the typeclass SingPlutusVersionI1 besides noting the fact that only types (currently 'PlutusV1 & 'PlutusV2) of kind PlutusVersion have an instance for it. So here, our function validatorFromPlutus works for all type variable v which have an instance of SingPlutusVersionI but there is no way to learn what this v is based solely on the input Plutus.Validator and therefore, caller must specify it, either by providing type signature (of callee or caller due to type inference) or by using visible type application (opens in a new tab). Our first operation does make use of it but before looking at it, we need to understand about GYTxQueryMonad.

+betRefValidator :: BetRefParams -> PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) +betRefValidator betRefParams = + $$(PlutusTx.compile [|| mkBetRefValidator||]) `PlutusTx.unsafeApplyCode` PlutusTx.liftCode plcVersion100 betRefParams
+

Note that since spending validator takes in a datum, redeemer and a script context and thus it's type signature, PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) takes three PlutusTx.BuiltinData. We encapsulate it with GYValidator inside framework.

+

Likewise minting policies and stake validators take in only redeemer and script context, thus having type PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) which is represented in Atlas as GYMintingPolicy and GYStakeValidator respectively.

+

GYValidator, GYMintingPolicy and GYStakeValidator are nothing but newtype wrapper around GYScript where GYScript holds information of raw serialized Plutus script, version of Plutus ledger language (opens in a new tab) and script's hash.

+

Thus encapsulating GYScript under say GYValidator gives us additional context regarding script's purpose.

+

Checkout GeniusYield.Types.Script (opens in a new tab) module for definitions of these types and corresponding helper utilities.

+

The mentioned GeniusYield.Types.Script module contains a lot of helper utilities such as validatorFromPlutus which takes in Plutus's PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) type to give out GYValidator. Though there has been slight abuse in mentioning type here as what is actually given out is GYValidator v where type variable v is of kind PlutusVersion which is defined in GeniusYield.Types.PlutusVersion (opens in a new tab) module and is used to tag plutus ledger version of our validator script1.

+

If we look at the type signature of validatorFromPlutus, we see: validatorFromPlutus :: forall v. SingPlutusVersionI v => PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) -> GYValidator v where for the time being we can ignore the description of the typeclass SingPlutusVersionI1 besides noting the fact that only types (currently 'PlutusV1 & 'PlutusV2) of kind PlutusVersion have an instance for it. So here, our function validatorFromPlutus works for all type variable v which have an instance of SingPlutusVersionI but there is no way to learn what this v is based solely on the input PlutusTx.CompiledCode (PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> PlutusTx.BuiltinData -> ()) and therefore, caller must specify it, either by providing type signature (of callee or caller due to type inference) or by using visible type application (opens in a new tab). Our first operation does make use of it but before looking at it, we need to understand about GYTxQueryMonad.

Interlude - GYTxQueryMonad

When we want to obtain the address of the script from its hash, besides the hash, we also need to know the network we are currently operating at. Is it some testnet or mainnet?

Similarly, transaction building involves querying the ledger for various information like say querying UTxO's present at one's address, similarly it might need help of some chain indexer to query datum in case output contains only the datum's hash.

-

All of this is captured by typeclass GYTxQueryMonad defined here (opens in a new tab) and also shown below (kindly see all these functions defined for this typeclass).

-
-- | Class of monads for querying chain data.
-class MonadError GYTxMonadException m => GYTxQueryMonad m where
-    {-# MINIMAL networkId, lookupDatum, (utxoAtTxOutRef | utxosAtTxOutRefs), (utxosAtAddress | utxosAtAddresses), slotConfig, currentSlot, logMsg #-}
- 
-    -- | Get the network id
-    networkId :: m GYNetworkId
- 
-    -- | Lookup datum by its hash.
-    lookupDatum :: GYDatumHash -> m (Maybe GYDatum)
- 
-    -- | Lookup 'GYUTxO' at 'GYTxOutRef'.
-    --
-    utxoAtTxOutRef :: GYTxOutRef -> m (Maybe GYUTxO)
-    utxoAtTxOutRef ref = do
-        utxos <- utxosAtTxOutRefs [ref]
-        return $ case utxosToList utxos of
-            []       -> Nothing
-            utxo : _ -> Just utxo
- 
-    -- | Lookup 'GYUTxOs' at multiple 'GYTxOutRef's at once
-    utxosAtTxOutRefs :: [GYTxOutRef] -> m GYUTxOs
-    utxosAtTxOutRefs orefs = utxosFromList <$> wither utxoAtTxOutRef orefs
- 
-    -- | Lookup 'GYUTxOs' at 'GYAddress'.
-    utxosAtAddress :: GYAddress -> m GYUTxOs
-    utxosAtAddress = utxosAtAddresses . return
- 
-    -- | Lookup 'GYUTxOs' at zero or more 'GYAddress'.
-    utxosAtAddresses :: [GYAddress] -> m GYUTxOs
-    utxosAtAddresses = foldM f mempty
-      where
-        f :: GYUTxOs -> GYAddress -> m GYUTxOs
-        f utxos addr = (<> utxos) <$> utxosAtAddress addr
- 
-    -- | Lookup the `[GYTxOutRef]`s at a `GYAddress`
-    utxoRefsAtAddress :: GYAddress -> m [GYTxOutRef]
-    utxoRefsAtAddress = fmap (Map.keys . mapUTxOs id) . utxosAtAddress
- 
-    {- | Obtain the slot config for the network.
- 
-    Implementations using era history to create slot config may raise 'GYEraSummariesToSlotConfigError'.
-    -}
-    slotConfig :: m GYSlotConfig
- 
-    -- | Lookup the current 'GYSlot'.
-    currentSlot :: m GYSlot
- 
-    -- | Log a message with specified namespace and severity.
-    logMsg :: HasCallStack => GYLogNamespace -> GYLogSeverity -> String -> m ()
+

All of this is captured by typeclass GYTxQueryMonad documented here (opens in a new tab). It is strongly advised to see methods made available by it.

So, if we are working inside a monad which happens to also provide an instance for it, we would happily be able to query such an information.

Generating address

In this operation, we only need to obtain network details with the help of this monad. Here is the code to obtain address (notice that we have provided multiple versions of the same code here):

-

Type of scriptAddress used below (& defined in Class.hs (opens in a new tab)) is scriptAddress :: forall (m :: * -> *) (v :: PlutusVersion). GYTxQueryMonad m => GYValidator v -> m GYAddress. Thus with respect to type application, the first parameter is for monad and second one is PlutusVersion kinded.

Internally this function queries for network details.

-
-- A. Type is given by `scriptAddress`.
+
Type of scriptAddress (opens in a new tab) used below is scriptAddress :: forall (m :: * -> *) (v :: PlutusVersion). GYTxQueryMonad m => GYValidator v -> m GYAddress. Thus with respect to type application, the first parameter is for monad and second one is PlutusVersion kinded.
Internally this function queries for network details.

+
-- A. Type is given by `scriptAddress`.
  
 -- | Validator in question, obtained after giving required parameters.
 betRefValidator' ::  SingPlutusVersionI v => BetRefParams -> GYValidator v
@@ -99,24 +54,14 @@ 
 
 -- | Address of the validator, given params.
 betRefAddress :: (HasCallStack, GYTxQueryMonad m) => BetRefParams -> m GYAddress
-betRefAddress brp = scriptAddress @_ @'PlutusV2 $ betRefValidator' brp

+betRefAddress brp = scriptAddress @_ @'PlutusV2 $ betRefValidator' brp

Well what is this monad m being used here? Well any! As long as it has an instance for GYTxQueryMonad. When we will start writing tests, then we'll use all of these operations and most likely how to use them would become clear then.

Operation 2: Adding Input to refer later (Reference Input)

Interlude - GYTxSkeleton

-

As mentioned before, we just mention at high level what we want in a transaction. This is captured by GYTxSkeleton defined here (opens in a new tab) and its description is mentioned below.

-
FieldsRepresented byAdditional details
InputsgytxInsIt is a list of inputs where for each input, we have its UTxO reference (the "TxIn" as the cardano ledger specification (opens in a new tab) calls it) and a witness. In case this UTxO doesn't belong to a script, we just need spending key witness, otherwise we need the associated script, its datum and input redeemer where the associated script could be provided as part of this transaction body or could be obtained from reference input. See TxIn.hs (opens in a new tab).
OutputsgytxOutsList of outputs produced by this transaction where for each output we can mention whether the datum is to be inlined or not and whether this output stores any script. See TxOut.hs (opens in a new tab).
Reference InputsgytxRefInsSet of reference to UTxOs corresponding to reference inputs. Defined in same file, viz. Class.hs (opens in a new tab).
MintsgytxMintMap of minting policy to pair of redeemer and another map for token name to mint amount for that token.
SignatoriesgytxSigsSet of Public Key Hash of Signatories.
Valid aftergytxInvalidBeforeJust the corresponding node slot.
Valid beforegytxInvalidAfterSame as above.
-

Corresponding snippet of haskell code:

-
data GYTxSkeleton (v :: PlutusVersion) = GYTxSkeleton
-    { gytxIns           :: ![GYTxIn v]
-    , gytxOuts          :: ![GYTxOut v]
-    , gytxRefIns        :: !(GYTxSkeletonRefIns v)
-    , gytxMint          :: !(Map (Some GYMintingPolicy) (Map GYTokenName Integer, GYRedeemer))
-    , gytxSigs          :: !(Set GYPubKeyHash)
-    , gytxInvalidBefore :: !(Maybe GYSlot)
-    , gytxInvalidAfter  :: !(Maybe GYSlot)
-    } deriving Show
+

As mentioned before, we just mention at high level what we want in a transaction. This is captured by GYTxSkeleton (opens in a new tab) datatype and its description is mentioned below.

+
FieldsRepresented byAdditional details
InputsgytxInsIt is a list of inputs where for each input, we have its UTxO reference (the "TxIn" as the cardano ledger specification (opens in a new tab) calls it) and a witness. In case this UTxO doesn't belong to a script, we just need spending key witness, otherwise we need the associated script, its datum and input redeemer where the associated script could be provided as part of this transaction body or could be obtained from reference input. See GeniusYield.Types.TxIn (opens in a new tab).
OutputsgytxOutsList of outputs produced by this transaction where for each output we can mention whether the datum is to be inlined or not and whether this output stores any script. See GeniusYield.Types.TxOut (opens in a new tab).
Reference InputsgytxRefInsSet of reference to UTxOs corresponding to reference inputs.
MintsgytxMintMap of minting policy to pair of redeemer and another map for token name to mint amount for that token.
WithdrawalsgytxWdrlsIt is a list of withdrawals. Each withdrawal is specified by the concerned stake address with it's associated available rewards and witness. Witness could either be a key witness or a script witness.
SignatoriesgytxSigsSet of Public Key Hash of Signatories.
CertificatesgytxCertsList of transaction certificates.
Valid aftergytxInvalidBeforeJust the corresponding node slot.
Valid beforegytxInvalidAfterSame as above.
MetadatagytxMetadataTransaction metadata.

When constructing the transaction, we just need to specify what we want in this skeleton.

-

This skeleton naturally has a monoid instance where two skeletons are combined by running mappend over each of their fields. We have utility functions defined in the same file Class.hs (opens in a new tab) like (note that there are other helpful functions defined in the same file and it would in general be useful to go over them):

+

This skeleton naturally has a monoid instance where two skeletons are combined by running mappend over each of their fields. We have utility functions defined in the same (GeniusYield.TxBuilder.Class (opens in a new tab)) module like:

mustHaveOutput :: GYTxOut v -> GYTxSkeleton v
 mustHaveOutput o = emptyGYTxSkeleton {gytxOuts = [o]}
  
@@ -136,10 +81,19 @@ 
isInvalidBefore s = emptyGYTxSkeleton {gytxInvalidBefore = Just s}
  
 isInvalidAfter :: GYSlot -> GYTxSkeleton v
-isInvalidAfter s = emptyGYTxSkeleton {gytxInvalidAfter = Just s}
+isInvalidAfter s = emptyGYTxSkeleton {gytxInvalidAfter = Just s} + +mustHaveTxMetadata :: Maybe GYTxMetadata -> GYTxSkeleton v +mustHaveTxMetadata m = emptyGYTxSkeleton {gytxMetadata = m} + +mustHaveWithdrawal :: GYTxWdrl v -> GYTxSkeleton v +mustHaveWithdrawal w = mempty {gytxWdrls = [w]} + +mustHaveCertificate :: GYTxCert v -> GYTxSkeleton v +mustHaveCertificate c = mempty {gytxCerts = [c]}

Thus we can specify that our transaction must have this output (using mustHaveOutput) and that output and must have this input (using mustHaveInput) and so on... and combine them all into a single skeleton using mappend.

Skeleton for adding reference input

-

Here we want to create an output at a given address (Oracle's address) with the given datum. This UTxO is to be later used as a reference input by script where the script would refer to its datum. Here we have decided to keep this datum inline as currently framework is not supporting reading datum for a reference input whose output contains only datum hash2.

+

Here we want to create an output at a given address (Oracle's address) with the given datum. This UTxO is to be later used as a reference input by script where the script would refer to its datum. Here we have decided to keep this datum inline.

-- | Add UTxO to be used as reference input at a given address with given datum.
 addRefInput :: GYAddress -> OracleAnswerDatum -> GYTxSkeleton 'PlutusV2
 addRefInput addr dat =
@@ -203,7 +157,7 @@ 

 
We first query the UTxO corresponding to previous bets at script address and we then query for its datum using utxoDatum' which tries its best to retrieve the datum and raises an exception in case it fails. This is its signature: utxoDatum' :: (GYTxQueryMonad m, Plutus.FromData a) => GYUTxO -> m (GYAddress, GYValue, a).

 
 
 
  • 
@@ -261,19 +215,18 @@ 
        <> isInvalidBefore betRevealSlot
     <> mustHaveRefInput oracleRefInput
     <> mustBeSignedBy pkh
    • -

    Additional Useful Functions

    +

    Additional Useful Features

    utxosDatums

    Sometimes we want to see all valid UTxOs at our script address. In Cardano, anyone can form UTxO at any address and such a UTxO need not have valid datum as required by our script. utxosDatums can be used wither out invalid ones. See it's usage in Vesting example.

    mustMint

    We weren't minting any tokens in our example here and thus didn't make use of mustMint skeleton function. It's sample usage is given in this (opens in a new tab) example. Which also illustrates how one can mint NFT and shows usage of someUTxO function which essentially gives some random UTxO belonging to wallet.

    +

    Withdrawals, Stake Validator & Stake Certificates

    +

    We haven't made use of withdrawals, stake certificates and stake validators in our example. A sample illustration is provided in this (opens in a new tab) privnet test.

    Footnotes

    1. -

      This is related to singletons and one can read about it from the "Dependent Types" chapter (the last one) in Thinking with Types (opens in a new tab) book. ↩ ↩2

      -
      2. -
    2. -

      This however is not true for normal inputs where you can specify the datum as we'll see in other operations. ↩

      +

      This is making use of "singletons" and one can read about it from the "Dependent Types" chapter (the last one) in Thinking with Types (opens in a new tab) book. ↩ ↩2

    -
    Smart ContractUnit Tests
    \ No newline at end of file +
    Smart ContractUnit Tests
    \ No newline at end of file diff --git a/getting-started/smart-contract-intro.html b/getting-started/smart-contract-intro.html index 2084306..7406e23 100644 --- a/getting-started/smart-contract-intro.html +++ b/getting-started/smart-contract-intro.html @@ -11,14 +11,15 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
    Getting Started
    Smart Contract

    Smart Contract

    +
    Getting Started
    Smart Contract

    Smart Contract

    Let's now start by writing a smart contract that we will use to convey framework's important features.

    ⚠️

    This contract is for illustrative purposes only. We do not recommend using it in a production environment1.

    -
    💡

    Here we'll be writing our smart contract in Haskell but do note that we are not limited to it. You for instance could write your smart contract in any language of your choice and read the compiled CBOR using scriptFromCBOR function defined here (opens in a new tab) (Operations over Contract chapter explains about types such as GYScript, PlutusVersion which are used in this function). Similarly, there is readScript defined in the same (opens in a new tab) file to read from the compiled text envelope (opens in a new tab) file.

    +
    💡

    Here we'll be writing our smart contract in Haskell but do note that we are not limited to it. You for instance could write your smart contract in any language of your choice and read the compiled CBOR using scriptFromCBOR function defined here (opens in a new tab) (Operations over Contract chapter explains about types such as GYScript, PlutusVersion which are used in this function). Similarly, there is readScript defined in the same (opens in a new tab) file to read from the compiled text envelope (opens in a new tab) file.

    Contract Description

    Setting here is that we have a sport match happening and a group of friends want to bet on the number of goals scored by their favorite team in it.

    Winner is the one whose guess is closest (and in case of tie - the one who takes it fastest!).

    The smart contract code is available here (opens in a new tab). This example was inspired by MLabs (opens in a new tab).

    +

    Since the underlying version of plutus library we are using defaults to version 1.1.0 of plutus core, we need to explicitly set target-version (opens in a new tab) to 1.0.0, and that is why there is ghc-options: -fplugin-opt PlutusTx.Plugin:target-version=1.0.0 in our cabal file (opens in a new tab).

    Contract Parameters

    • brpOraclePkh :: PubKeyHash: We'll be using a reference input, and its datum will give us the actual result (the number of goals). Since the reference input UTxO must belong to Oracle, we check it using Oracle's payment public key hash.
      • @@ -73,7 +74,7 @@

      PlutusTx.unstableMakeIsData ''BetRefAction

    Contract Logic

    Placing a bet

    -

    Initial bet gets placed as it is (in Cardano, validator script is executed only when spending an UTxO belonging to it but not for creating at it).

    +

    Initial bet gets placed as it is (in Cardano, spending validator script is executed only when spending an UTxO belonging to it but not for creating at it).

    For subsequent bets, we require three conditions:

    1. The bet must be before (inclusive) the brpBetUntil time.
      2. @@ -178,4 +179,4 @@

      For instance, here we assert that UTxO being used as reference input must belong to Oracle's address but do note that anyone can create an UTxO at Oracle's address. ↩

    -
    How to build Atlas?Operations over Contract
    \ No newline at end of file +
    How to build?Operations over Contract
    \ No newline at end of file diff --git a/getting-started/unit-tests.html b/getting-started/unit-tests.html index 66f0b0e..888c887 100644 --- a/getting-started/unit-tests.html +++ b/getting-started/unit-tests.html @@ -11,10 +11,11 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
    Getting Started
    Unit Tests

    Unit Tests

    -

    Writing smart contracts & writing tests go hand in hand. Tests are also an excellent way to conveniently check working of our smart contract instead of using cardano-cli and local node.

    +
    Getting Started
    Unit Tests

    Unit Tests

    +

    Writing smart contracts & writing tests go hand in hand. Tests are also an excellent way to conveniently check working of our smart contract instead of building transactions using cardano-cli and submitting them to local node.

    Now that we have written our smart contract and defined the required operations over it, let's see whether its working as expected.

    Our test suite is a wrapper around Plutus simple model (opens in a new tab)1 which is created by MLabs.

    +
    ⚠️

    MLabs is working on an evolution of PSM, namely CLB (opens in a new tab) which is intended to work exclusively with Atlas. Thus, we have deprecated support of PSM and would soon document overhaul of this test suite. If you would like to avoid using PSM and wait till CLB is ready, you can skip to next section, namely, Integration Tests.

    Currently our PSM wrapper does not support operations related to staking, namely, stake key registration, delegation, de-registration and rewards withdrawal.

    Why not just use "Plutus simple model" instead of the wrapper?

    1. @@ -41,14 +42,14 @@

      addr <- ownAddress skeleton <- placeBet refScript brp guess bet addr mPreviousBetsUtxoRef sendSkeleton skeleton

    -

    Why do we call it "run"? Well if you have gone over the documentation of plutus simple model (opens in a new tab), you'll know that they have this "Run" monad where actually most of the test code gets executed and we have wrapper around this type, which we call GYTxMonadRun (defined in Run.hs (opens in a new tab)). But as an end developer, there is no need to understand about it.

    Also our GYTxMonadRun has an instance of GYTxQueryMonad.

    -

    The idea here is that any tests we do related to performing the bet operation would need to call the placeBet function which we have defined before. Therefore we have defined a run to call this function. Our placeBetRun function takes all those parameters which are required by placeBet function, except the address as that we are able to get using ownAddress function2. ownAddress function is defined in file Run.hs (opens in a new tab) where actually most of the code related to our wrapper lives and it gives the address of the wallet running this run as we'll shortly see.

    +

    Why do we call it "run"? Well if you have gone over the documentation of plutus simple model (opens in a new tab), you'll know that they have this "Run" monad where actually most of the test code gets executed and we have wrapper around this type, which we call GYTxMonadRun (opens in a new tab). But as an end developer, there is no need to understand about it.

    Also our GYTxMonadRun has an instance of GYTxQueryMonad.

    +

    The idea here is that any tests we do related to performing the bet operation would need to call the placeBet function which we have defined before. Therefore we have defined a run to call this function. Our placeBetRun function takes all those parameters which are required by placeBet function, except the address as that we are able to get using ownAddress function2. ownAddress (opens in a new tab) function is defined in GeniusYield.TxBuilder.Run (opens in a new tab) module where actually most of the code related to our wrapper lives and it gives the address of the wallet running this run as we'll shortly see.

    Lastly sendSkeleton can be understood as submitting the transaction. It will update the mock ledger state and return the transaction id for the submitted transaction. Note that it does raise an exception in case it fails to submit the transaction.

    Understanding testRun

    Before we see a trace calling the run we just defined, notice that in our testGroup, we have the first test written as:

    testRun "Balance checks after placing first bet" $ firstBetTrace (OracleAnswerDatum 3) (valueFromLovelace 20_000_000) 0_182_793
    -

    Now what is this testRun?

    -

    This function (defined in Utils.hs (opens in a new tab)) takes a string to represent the name of the test and a continuation function (of type Wallets -> Run a) and then internally generates wallets to give to our continuation function.

    +

    Now what is this testRun (opens in a new tab)?

    +

    This function takes a string to represent the name of the test and a continuation function (of type Wallets -> Run a) and then internally generates wallets to give to our continuation function.

    The type Wallets is defined as:

    data Wallets = Wallets
     { w1 :: !Wallet
@@ -82,14 +83,13 @@ 
    -- | Trace for placing the first bet.
 firstBetTrace :: OracleAnswerDatum  -- ^ Guess
               -> GYValue            -- ^ Bet
-              -> Integer            -- ^ Expected fees
               -> Wallets -> Run ()  -- Our continuation function
-firstBetTrace dat bet expectedFees ws@Wallets{..} = do
+firstBetTrace dat bet ws@Wallets{..} = do
   -- First step: Get the required parameters for initializing our parameterized script and add the corresponding reference script
   (brp, refScript) <- computeParamsAndAddRefScript 40 100 (valueFromLovelace 200_000_000) ws
   void $ runWallet w1 $ do  -- following operations are ran by first wallet, `w1`
   -- Second step: Perform the actual run.
-    withWalletBalancesCheck [w1 := valueNegate (valueFromLovelace expectedFees <> bet)] $ do
+    withWalletBalancesCheckSimple [w1 := valueNegate bet] $ do
       placeBetRun refScript brp dat bet Nothing

    Here the last argument is of type Wallets as we noted.

    Note that this function starts by calling computeParamsAndAddRefScript, therefore let's see about it:

    @@ -120,11 +120,11 @@

    , brpBetStep :: Value -- ^ Each newly placed bet must be more than previous bet by `brpBetStep` amount. }

    For brpBetUntil, we choose slot 40 but since plutus works in posix time, we need to enter a monad having an instance of GYTxQueryMonad to get posix time from slot and therefore that calculation happens inside runWallet w1. Similarly for brpBetReveal we chose slot 100.

    -

    runWallet is a utility function (defined again in Utils.hs (opens in a new tab)) which enables us to give the environment. Hm.. what environment you ask? Well in general when constructing the transaction from skeleton we need some context, like who is actually submitting this transaction? As we'll need their address to give them the change output. runWallet takes as first argument, the wallet to generate context from and then the actual run to run against this context.

    +

    runWallet (opens in a new tab) is a utility function which enables us to give the environment. Hm.. what environment you ask? Well in general when constructing the transaction from skeleton we need some context, like who is actually submitting this transaction? As we'll need their address to give them the change output. runWallet takes as first argument, the wallet to generate context from and then the actual run to run against this context.

    Now coming back to our parameters, for brpOraclePkh parameter, we chose that for wallet 8. And we take our step amount to be 200 ada.

    -

    Though it is not required for this operation (where we place the first bet) but since our placeBet function is overloaded to accept the subsequent bet case too - we need to give reference to the UTxO containing reference script. For that we have a helper function defined in Utils.hs (opens in a new tab) called addRefScript which adds the given script at a given address (we chose that for wallet 9) and returns the reference to it (in Maybe).

    +

    Though it is not required for this operation (where we place the first bet) but since our placeBet function is overloaded to accept the subsequent bet case too - we need to give reference to the UTxO containing reference script. For that we have a helper function called addRefScript (opens in a new tab) which adds the given script at a given address (we chose that for wallet 9) and returns the reference to it (in Maybe).

    Now we are almost done to call our run with just one more line to understand.

    -

    withWalletBalancesCheck takes a list of tuple3 where the first element of the tuple is the wallet and second element denotes the difference in the wallet's value which we expect after the execution of the operation defined inside its do block. Here we want the balance of wallet 1 (which is the one actually calling this operation) to decrease by the bet amount and also the fees.

    +

    withWalletBalancesCheckSimple takes a list of tuple3 where the first element of the tuple is the wallet and second element denotes the difference in the wallet's value which we expect after the execution of the operation defined inside its do block excluding ada required for transaction fees and to satisfy minimum ada requirements of the generated output4. Here we want the balance of wallet 1 (which is the one actually calling this operation) to decrease by the bet amount and also the fees.

    💡

    How do we know the fees? Well by running the test without it and then noting the transaction fees from the log messages.

    And this covers our first test 🥳.

    @@ -236,9 +236,9 @@

    -> [(Wallets -> Wallet, OracleAnswerDatum, GYValue)] -- ^ List denoting the bets -> Integer -- ^ Actual answer -> (Wallets -> Wallet) -- ^ Taker - -> Maybe Integer -- ^ Expected fees + -> Bool -- ^ To check balance -> Wallets -> Run () -- Our continuation function -takeBetsTrace betUntil' betReveal' betStep walletBets answer getTaker mExpectedFees ws@Wallets{..} = do +takeBetsTrace betUntil' betReveal' betStep walletBets answer getTaker toCheckBalance ws@Wallets{..} = do (brp, refScript) <- computeParamsAndAddRefScript betUntil' betReveal' betStep ws multipleBetsTraceCore brp refScript walletBets ws -- Now lets take the bet @@ -248,16 +248,13 @@

    Just (Just refInput) -> do void $ runWallet taker $ do betRefAddr <- betRefAddress brp - [_scriptUtxo@GYUTxO {utxoRef, utxoValue}] <- utxosToList <$> utxosAtAddress betRefAddr + [_scriptUtxo@GYUTxO {utxoRef, utxoValue}] <- utxosToList <$> utxosAtAddress betRefAddr Nothing waitUntilSlot $ slotFromApi (fromInteger betReveal') - case mExpectedFees of - Just expectedFees -> - withWalletBalancesCheck [taker := utxoValue <> valueNegate (valueFromLovelace expectedFees)] $ do - takeBetsRun refScript brp utxoRef refInput - Nothing -> takeBetsRun refScript brp utxoRef refInput + (if toCheckBalance then withWalletBalancesCheckSimple [taker := utxoValue] $ do + takeBetsRun refScript brp utxoRef refInput else takeBetsRun refScript brp utxoRef refInput) _anyOtherMatch -> fail "Couldn't place reference input successfully"

    Here we first did the common step of computing the required script parameters and adding the reference script.

    -

    Then we used addRefInput defined in Utils.hs (opens in a new tab) whose purpose here would become clear by seeing its haddock documentation below:

    +

    Then we used addRefInput (opens in a new tab) whose purpose here would become clear by seeing its haddock documentation below:

    -- | Adds an input (whose datum we'll refer later) and returns the reference to it.
 addRefInput:: Bool       -- ^ Whether to inline this datum?
            -> GYAddress  -- ^ Where to place this output?
@@ -272,7 +269,7 @@ 
    We use a custom fork (opens in a new tab) of Plutus simple model. ↩
    
 
 
  • 
-
    To convey the message better, we have a pattern synonym defined in Utils.hs (opens in a new tab) file:
    
+
    To convey the message better, we have a defined (:=) (opens in a new tab) pattern synonym:
    
 
    pattern (:=) :: x -> y -> (x, y)
 pattern (:=) x y = (x, y)
    
 ↩
@@ -280,5 +277,8 @@ 
    
 
    Since we require the signature being present in the skeleton, we can't place bet on anyone else's behalf anyways. ↩
    
 
    • 
+
  • 
+
    If you would like exact fine grained control over balance change, use withWalletBalancesCheck instead. ↩
    
+
    • 
 
-
    Operations over ContractIntegration Tests
    \ No newline at end of file +
    Operations over ContractIntegration Tests
    \ No newline at end of file diff --git a/index.html b/index.html index 657321c..d231256 100644 --- a/index.html +++ b/index.html @@ -11,4 +11,4 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
    purpleTopShadowblueTopShadowatlasHoldingGalaxy
    Making dApps easy
    An all-in-one open source solution to build on Cardano
    browserSectionbrowserSectionMobile
    blueBrowserTabs
    Build transactions and execute smart contracts with ease
    Leverage Atlas intuitive API to abstract away the complexity around building transactions, balancing UTxOs, and interfacing with Plutus smart contracts.
    blueLightBgblueLightBg2pattern
    firstClassHaskell
    First class Haskell
    shootingStarshootingStar
    Harness the power and security of Haskell's functional programming
    shootingStarshootingStar
    Leverage native interoperability with Plutus primitives and Cardano nodes
    shootingStarshootingStar
    Enjoy a streamlined and efficient interface between on-chain & off-chain code
    Modular Data ProvidersAtlas supports multiple providers of blockchain data
    checkmark
    maestro
    Maestro
    checkmark
    cardano
    Cardano
    checkmark
    localNode
    Local Node
    Always up to dateBenefit from Cardano's latest innovations such as Reference Inputs, Inline Datum and Reference Scripts.
    code
    blueTopShadow
    integrationTestsIllustration
    Unit testsWrite realistic tests true to onchain behavior with Atlas' test harness framework based on Plutus Simple Model.
    pinkTopShadow
    unitTestsIllustration
    Integration testsExecute integration tests on a real private node in a simulated environment.

    Contribute

    Join an open source community of top Haskell / Plutus developers and contribute to Atlas.

    Do you need help?

    If you're having any issue with developing with Atlas you can ask your questions in the Cardano Stackexchange  community using the tag #Atlas

    16

    I have a question about

    #Atlas
    #Atlas
    #onchain
    #problem

    About Atlas

    Atlas is an open source library that covers all functionalities that are needed to work with Plutus smart contracts and enables one to write the complete server side code in Haskell.

    Developed by

    Under the direction of Dr. Lars Brünjes

    Partners

    Atlas is Licensed under Apache 2.0

    The all-in-one open source solution for writing off-chain code for on-chain Plutus smart contracts

    Powered by

    \ No newline at end of file +
    purpleTopShadowblueTopShadowatlasHoldingGalaxy
    Making dApps easy
    An all-in-one open source solution to build on Cardano
    browserSectionbrowserSectionMobile
    blueBrowserTabs
    Build transactions and execute smart contracts with ease
    Leverage Atlas intuitive API to abstract away the complexity around building transactions, balancing UTxOs, and interfacing with Plutus smart contracts.
    blueLightBgblueLightBg2pattern
    firstClassHaskell
    First class Haskell
    shootingStarshootingStar
    Harness the power and security of Haskell's functional programming
    shootingStarshootingStar
    Leverage native interoperability with Plutus primitives and Cardano nodes
    shootingStarshootingStar
    Enjoy a streamlined and efficient interface between on-chain & off-chain code
    Modular Data ProvidersAtlas supports multiple providers of blockchain data
    checkmark
    maestro
    Maestro
    checkmark
    cardano
    Cardano
    checkmark
    localNode
    Local Node
    Always up to dateBenefit from Cardano's latest innovations such as Reference Inputs, Inline Datum and Reference Scripts.
    code
    blueTopShadow
    integrationTestsIllustration
    Unit testsWrite realistic tests true to onchain behavior with Atlas' test harness framework based on Plutus Simple Model.
    pinkTopShadow
    unitTestsIllustration
    Integration testsExecute integration tests on a real private node in a simulated environment.

    Contribute

    Join an open source community of top Haskell / Plutus developers and contribute to Atlas.

    Do you need help?

    If you're having any issue with developing with Atlas you can ask your questions in the Cardano Stackexchange  community using the tag #Atlas

    16

    I have a question about

    #Atlas
    #Atlas
    #onchain
    #problem

    About Atlas

    Atlas is an open source library that covers all functionalities that are needed to work with Plutus smart contracts and enables one to write the complete server side code in Haskell.

    Developed by

    Under the direction of Dr. Lars Brünjes

    Partners

    Atlas is Licensed under Apache 2.0

    The all-in-one open source solution for writing off-chain code for on-chain Plutus smart contracts

    Powered by

    \ No newline at end of file diff --git a/introduction.html b/introduction.html index 47a2fa7..88cf183 100644 --- a/introduction.html +++ b/introduction.html @@ -11,19 +11,19 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
    Introduction

    Introduction

    +
    Introduction

    Introduction

    Atlas is an all-in-one, Haskell-native application backend for writing off-chain code for on-chain Plutus smart contracts. Atlas has been designed by Genius Yield (opens in a new tab), in collaboration with MLabs (opens in a new tab), Well-Typed (opens in a new tab) and Plank (opens in a new tab).

    Features

    Easily build transactions

    Use an intuitive API to abstract away the complexity around building transactions, balancing UTxOs, and interfacing with Plutus smart contracts.

    Leverage first-class Haskell

    -

    Avoid code duplication between on-chain and off-chain code, interoperate with advanced functionalities offered by IOG's Cardano/Plutus libraries, and easily convert between Atlas and Cardano/Plutus types.

    +

    Avoid code duplication between on-chain and off-chain code, interoperate with advanced functionalities offered by IOG's Cardano/Plutus libraries, and easily convert between Atlas and Cardano API (opens in a new tab)/Plutus Ledger API (opens in a new tab) types.

    Utilize modular data providers

    -

    Query ledger state information from remote provider such as Maestro (opens in a new tab) or from your own node with the help of Kupo (opens in a new tab). You can also build and contribute your own data provider!

    +

    Query ledger state information from remote provider such as Maestro (opens in a new tab), Blockfrost (opens in a new tab) or from your own node with the help of Kupo (opens in a new tab). You can also build and contribute your own data provider!

    Test extensively

    Use Atlas' test harness to write realistic unit tests that correspond to on-chain behavior, and execute integration tests against cardano node in a private network.

    Stay up to date

    Benefit from Cardano's latest innovations such as Reference Inputs, Inline Datums and Reference Scripts. Conway we are looking at you 👀.

    Where to next?

    Work through an end-to-end example here: Getting Started.

    -
    💡

    This guide tracks the latest commit of Atlas. We bring changes into Atlas, only when corresponding updates have been made into the documentation as well.

    Getting Started
    \ No newline at end of file +
    💡

    This guide tracks the latest commit of Atlas. We bring changes into Atlas, only when corresponding updates have been made into the documentation as well.

    Getting Started
    \ No newline at end of file diff --git a/more-tutorials.html b/more-tutorials.html index 8b0eeed..ed962d4 100644 --- a/more-tutorials.html +++ b/more-tutorials.html @@ -11,6 +11,6 @@ --nextra-primary-hue: 204deg; --nextra-primary-saturation: 100%; } -
    More Tutorials

    More Tutorials

    +
    \ No newline at end of file +

    See the introductory walkthrough of Atlas given by Dr. Lars using his with favourite example, Vesting, here (opens in a new tab). Associated code is available at atlas-examples (opens in a new tab) repository.

    Browser IntegrationAPI Reference (Haddock) ⬈
    \ No newline at end of file