Download OpenAPI specification:Download
A collection of RESTful methods that returns various financial data for a requested company including balance sheets, stock quotes , company look-up utilities and more.
Lookup the central index key (CIK) for a company by its ticker
ticker required | string |
{- "data": {
- "attributes": {
- "count": 1,
- "result": [
- "0000789019"
]
}, - "type": "identifier",
- "id": "b914a280-6593-460a-9a5a-96502163a8f8"
}
}
Find a company by its central index key (CIK)
cik required | string |
{- "data": {
- "attributes": {
- "count": 1,
- "result": [
- "msft"
]
}, - "type": "identifier",
- "id": "6f8d30d3-96ad-4d8f-b587-83808f091848"
}
}
Returns stock market data including last trade price, book value, volume, p/e ratios and more for a given company.
ticker required | string |
{- "meta": {
- "copyright": "Copyright 2020 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "ticker": "aapl"
}, - "count": 20,
- "result": {
- "StockExchange": "NasdaqGS",
- "Volume": 36431116,
- "PeRatio": 25.98,
- "ShortRatio": 1.6,
- "PegRatio": 2.3,
- "ChangeInPercent": -2.94,
- "Name": "Apple Inc.",
- "LastTradePrice": 308.95,
- "Ebitda": "76.48B",
- "MarketCapitalization": "1.35T",
- "YearlyHigh": 323.33,
- "YearlyLow": 153.66,
- "DailyHigh": 311.76,
- "DailyLow": 305.89,
- "EarningsShare": 11.89,
- "LastTradeDate": "2020-01-27T16:00:01.0000000+00:00",
- "Change": -9.36,
- "BookValue": 20.36,
- "AverageDailyVolume": 27675070,
- "Symbol": "aapl"
}
}, - "type": "quote",
- "id": "c47f1e46-a8ab-468b-bd88-9c9ee223f35c"
}
}
Returns a company's most recent statement of operations showing how they balance costs with revenue
ticker required | string Publicly traded company's stock symbol |
formType | string Default: "10-K" Enum: "10-K" "10-Q" Retrieve Annual or Quarterly data. By default, Annual data is returned (formType = 10-K) |
filingOrder | number Default: 0 Value: 0 Retrieve an older financial statement by specifying number of filings to go back. For example, to retrieve the 10-K filed last year, specify a filingOrder value of 1. By default, the most recent filing is returned (filingOrder = 0) |
{- "meta": {
- "copyright": "Copyright 2020 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "name": "Apple Inc.",
- "cik": "320193",
- "ticker": "aapl"
}, - "filing": {
- "name": "Consolidated Statements Of Operations",
- "accessionNumber": "0000320193-19-000119",
- "filingDate": "2019-10-31T00:00:00.0000000+00:00",
- "period": "2019-09-28T00:00:00.0000000+00:00",
- "source": "10-K",
- "filingCount": 16
}, - "count": 15,
- "result": {
- "RevenueFromContractWithCustomerExcludingAssessedTax": 260174000000,
- "CostOfGoodsAndServicesSold": 161782000000,
- "GrossProfit": 98392000000,
- "ResearchAndDevelopmentExpense": 16217000000,
- "SellingGeneralAndAdministrativeExpense": 18245000000,
- "OperatingExpenses": 34462000000,
- "OperatingIncomeLoss": 63930000000,
- "NonoperatingIncomeExpense": 1807000000,
- "IncomeLossFromContinuingOperationsBeforeIncomeTaxesExtraordinaryItemsNoncontrollingInterest": 65737000000,
- "IncomeTaxExpenseBenefit": 10481000000,
- "NetIncomeLoss": 55256000000,
- "EarningsPerShareBasic": 11.97,
- "EarningsPerShareDiluted": 11.89,
- "WeightedAverageNumberOfSharesOutstandingBasic": 4617834000,
- "WeightedAverageNumberOfDilutedSharesOutstanding": 4648913000
}
}, - "type": "statement",
- "id": "ebf06eaf-5d18-47ed-8404-812ac7132da9"
}
}
Returns a company's most recent balance sheet summarizing their liabilities, assets and shareholders' equity.
ticker required | string Publicly traded company's stock symbol |
formType | string Default: "10-K" Enum: "10-K" "10-Q" Annual (10-K) or Quarterly (10-Q) |
filingOrder | number Default: 0 Value: 0 Retrieve an older financial statement by specifying number of filings to go back. For example, to retrieve the second to most recent filing, specify a filingOrder value of 1. By default, the most recent filing is returned (filingOrder = 0) |
{- "meta": {
- "copyright": "Copyright 2020 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "name": "MICROSOFT CORP",
- "cik": "789019",
- "ticker": "msft"
}, - "filing": {
- "name": "Balance Sheets",
- "accessionNumber": "0001564590-19-027952",
- "filingDate": "2019-08-01T00:00:00.0000000+00:00",
- "period": "2019-06-30T00:00:00.0000000+00:00",
- "source": "10-K",
- "filingCount": 16
}, - "count": 33,
- "result": {
- "CashAndCashEquivalentsAtCarryingValue": 11356000000,
- "ShortTermInvestments": 122463000000,
- "CashCashEquivalentsAndShortTermInvestments": 133819000000,
- "AccountsReceivableNetCurrent": 29524000000,
- "InventoryNet": 2063000000,
- "OtherAssetsCurrent": 10146000000,
- "AssetsCurrent": 175552000000,
- "PropertyPlantAndEquipmentNet": 36477000000,
- "OperatingLeaseRightOfUseAsset": 7379000000,
- "LongTermInvestments": 2649000000,
- "Goodwill": 42026000000,
- "FiniteLivedIntangibleAssetsNet": 7750000000,
- "OtherAssetsNoncurrent": 14723000000,
- "Assets": 286556000000,
- "AccountsPayableCurrent": 9382000000,
- "LongTermDebtCurrent": 5516000000,
- "EmployeeRelatedLiabilitiesCurrent": 6830000000,
- "AccruedIncomeTaxesCurrent": 5665000000,
- "ContractWithCustomerLiabilityCurrent": 32676000000,
- "OtherLiabilitiesCurrent": 9351000000,
- "LiabilitiesCurrent": 69420000000,
- "LongTermDebtNoncurrent": 66662000000,
- "AccruedIncomeTaxesNoncurrent": 29612000000,
- "ContractWithCustomerLiabilityNoncurrent": 4530000000,
- "DeferredTaxLiabilitiesNoncurrent": 233000000,
- "OperatingLeaseLiabilityNoncurrent": 6188000000,
- "OtherLiabilitiesNoncurrent": 7581000000,
- "Liabilities": 184226000000,
- "CommonStocksIncludingAdditionalPaidInCapital": 78520000000,
- "RetainedEarningsAccumulatedDeficit": 24150000000,
- "AccumulatedOtherComprehensiveIncomeLossNetOfTax": -340000000,
- "StockholdersEquity": 102330000000,
- "LiabilitiesAndStockholdersEquity": 286556000000
}
}, - "type": "statement",
- "id": "d58ae67c-b687-455d-bcfc-7863e982a416"
}
}
Returns a company's most recent income statement detailing what they earn for providing their goods and services OR a statement of loss explaining where lost income occurred
ticker required | string Publicly traded company's stock symbol |
formType | string Default: "10-K" Enum: "10-K" "10-Q" Retrieve Annual or Quarterly data. By default, Annual data is returned (formType = 10-K) |
filingOrder | number Default: 0 Value: 0 Retrieve an older financial statement by specifying number of filings to go back. For example, to retrieve the 10-K filed last year, specify a filingOrder value of 1. By default, the most recent filing is returned (filingOrder = 0) |
{- "meta": {
- "copyright": "Copyright 2020 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "name": "MICROSOFT CORP",
- "cik": "789019",
- "ticker": "msft"
}, - "filing": {
- "name": "Income Statements",
- "accessionNumber": "0001564590-19-027952",
- "filingDate": "2019-08-01T00:00:00.0000000+00:00",
- "period": "2019-06-30T00:00:00.0000000+00:00",
- "source": "10-K",
- "filingCount": 16
}, - "count": 16,
- "result": {
- "RevenueFromContractWithCustomerExcludingAssessedTax": 125843000000,
- "CostOfGoodsAndServicesSold": 42910000000,
- "GrossProfit": 82933000000,
- "ResearchAndDevelopmentExpense": 16876000000,
- "SellingAndMarketingExpense": 18213000000,
- "GeneralAndAdministrativeExpense": 4885000000,
- "RestructuringCharges": 0,
- "OperatingIncomeLoss": 42959000000,
- "NonoperatingIncomeExpense": 729000000,
- "IncomeLossFromContinuingOperationsBeforeIncomeTaxesMinorityInterestAndIncomeLossFromEquityMethodInvestments": 43688000000,
- "IncomeTaxExpenseBenefit": 4448000000,
- "NetIncomeLoss": 39240000000,
- "EarningsPerShareBasic": 5.11,
- "EarningsPerShareDiluted": 5.06,
- "WeightedAverageNumberOfSharesOutstandingBasic": 7673000000,
- "WeightedAverageNumberOfDilutedSharesOutstanding": 7753000000
}
}, - "type": "statement",
- "id": "1b5efd7f-626c-4157-9663-dc7ba43e1026"
}
}
Returns a company's most recent cash flow statement showing the amount of cash used and generated
ticker required | string Publicly traded company's stock symbol |
formType | string Default: "10-K" Enum: "10-K" "10-Q" Retrieve Annual or Quarterly data. By default, Annual data is returned (formType = 10-K) |
filingOrder | number Default: 0 Value: 0 Retrieve an older financial statement by specifying number of filings to go back. For example, to retrieve the 10-K filed last year, specify a filingOrder value of 1. By default, the most recent filing is returned (filingOrder = 0) |
{- "meta": {
- "copyright": "Copyright 2020 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "name": "MICROSOFT CORP",
- "cik": "789019",
- "ticker": "msft"
}, - "filing": {
- "name": "Cash Flows Statements",
- "accessionNumber": "0001564590-19-027952",
- "filingDate": "2019-08-01T00:00:00.0000000+00:00",
- "period": "2019-06-30T00:00:00.0000000+00:00",
- "source": "10-K",
- "filingCount": 16
}, - "count": 29,
- "result": {
- "NetIncomeLoss": 39240000000,
- "ShareBasedCompensation": 4652000000,
- "DeferredIncomeTaxExpenseBenefit": -6463000000,
- "IncreaseDecreaseInAccountsReceivable": -2812000000,
- "IncreaseDecreaseInInventories": 597000000,
- "IncreaseDecreaseInOtherCurrentAssets": -1718000000,
- "IncreaseDecreaseInOtherNoncurrentAssets": -1834000000,
- "IncreaseDecreaseInAccountsPayable": 232000000,
- "IncreaseDecreaseInContractWithCustomerLiability": 4462000000,
- "IncreaseDecreaseInAccruedIncomeTaxesPayable": 2929000000,
- "IncreaseDecreaseInOtherCurrentLiabilities": 1419000000,
- "IncreaseDecreaseInOtherNoncurrentLiabilities": 591000000,
- "NetCashProvidedByUsedInOperatingActivities": 52185000000,
- "ProceedsFromRepaymentsOfShortTermDebtMaturingInThreeMonthsOrLess": 0,
- "ProceedsFromDebtMaturingInMoreThanThreeMonths": 0,
- "RepaymentsOfDebtMaturingInMoreThanThreeMonths": -4000000000,
- "ProceedsFromIssuanceOfCommonStock": 1142000000,
- "PaymentsForRepurchaseOfCommonStock": -19543000000,
- "PaymentsOfDividendsCommonStock": -13811000000,
- "ProceedsFromPaymentsForOtherFinancingActivities": -675000000,
- "NetCashProvidedByUsedInFinancingActivities": -36887000000,
- "PaymentsToAcquirePropertyPlantAndEquipment": -13925000000,
- "PaymentsToAcquireInvestments": -57697000000,
- "ProceedsFromMaturitiesPrepaymentsAndCallsOfAvailableForSaleSecurities": 20043000000,
- "IncreaseDecreaseInCollateralHeldUnderSecuritiesLending": 0,
- "NetCashProvidedByUsedInInvestingActivities": -15773000000,
- "EffectOfExchangeRateOnCashAndCashEquivalents": -115000000,
- "CashAndCashEquivalentsPeriodIncreaseDecrease": -590000000,
- "CashAndCashEquivalentsAtCarryingValue": 11946000000
}
}, - "type": "statement",
- "id": "09576aa6-5f73-4a18-909c-00ded429f49e"
}
}
Returns a company's most recent equity statement showing the amount of funds contributed by the stockholders with retained earnings / losses
ticker required | string Publicly traded company's stock symbol |
formType | string Default: "10-K" Enum: "10-K" "10-Q" Retrieve Annual or Quarterly data. By default, Annual data is returned (formType = 10-K) |
filingOrder | number Default: 0 Value: 0 Retrieve an older financial statement by specifying number of filings to go back. For example, to retrieve the 10-K filed last year, specify a filingOrder value of 1. By default, the most recent filing is returned (filingOrder = 0) |
{- "meta": {
- "copyright": "Copyright 2020 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "name": "Apple Inc.",
- "cik": "320193",
- "ticker": "aapl"
}, - "filing": {
- "name": "Consolidated Statements Of Shareholders' Equity",
- "accessionNumber": "0000320193-19-000119",
- "filingDate": "2019-10-31T00:00:00.0000000+00:00",
- "period": "2019-09-28T00:00:00.0000000+00:00",
- "source": "10-K",
- "filingCount": 16
}, - "count": 5,
- "result": {
- "StockholdersEquity": 128249,
- "NetIncomeLoss": 48351000000,
- "OtherComprehensiveIncomeLossNetOfTaxPortionAttributableToParent": -784000000,
- "CommonStockDividendsPerShareDeclared": 2.4,
- "StockRepurchasedAndRetiredDuringPeriodValue": -67100000000
}
}, - "type": "statement",
- "id": "5a6c3284-ab1e-4508-96a5-589f443507c9"
}
}
Returns a real-time collection of the filings as soon as they are approved by the SEC for the most current official filing date. Filings are made Monday through Friday except on U.S. Federal Holidays.
formType | string Enum: "10-K" "10-Q" "8-K" Annual (10-K), Quarterly (10-Q), Material Events (8-K), All |
{- "data": {
- "attributes": {
- "count": 8,
- "result": [
- {
- "FormType": "10-K",
- "AcceptanceDate": "2017-05-12T17:25:29.0000000+00:00",
- "FilingDate": "2017-05-12T00:00:00.0000000+00:00",
- "Period": "2016-04-30T00:00:00.0000000+00:00",
- "AccessionNumber": "0001469709-17-000077",
- "Ticker": "wcvc",
- "CIK": "1551906",
- "Company": "WEST COAST VENTURES GROUP CORP.",
- "Exhibits": [
- {
- "Sequence": 1,
- "Description": "WCVC 10-K 04/30/16",
- "Filename": "wcvc10k_043016apgnotoc.htm",
- "Type": "10-K",
- "Size": 414051,
}, - {
- "Sequence": 2,
- "Description": "ARTICLES OF INCORPORATION",
- "Filename": "ex3_1apg.htm",
- "Type": "EX-3.1",
- "Size": 1306,
}, - {
- "Sequence": 3,
- "Description": "GRAPHIC",
- "Filename": "f1a.jpg",
- "Type": "GRAPHIC",
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}, - {
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}, - {
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}, - {
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- "Description": "GRAPHIC",
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}, - {
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}, - {
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- "Description": "COMPLETE SUBMISSION TEXT FILE",
- "Filename": "0001469709-17-000077.txt",
- "Type": null,
- "Size": 2525111,
}, - {
- "Sequence": 13,
- "Description": "XBRL INSTANCE FILE",
- "Filename": "wcvc-20160430.xml",
- "Type": "EX-101.INS",
- "Size": 188427,
}, - {
- "Sequence": 14,
- "Description": "XBRL SCHEMA FILE",
- "Filename": "wcvc-20160430.xsd",
- "Type": "EX-101.SCH",
- "Size": 27732,
}, - {
- "Sequence": 15,
- "Description": "XBRL CALCULATION FILE",
- "Filename": "wcvc-20160430_cal.xml",
- "Type": "EX-101.CAL",
- "Size": 38473,
}, - {
- "Sequence": 16,
- "Description": "XBRL DEFINITION FILE",
- "Filename": "wcvc-20160430_def.xml",
- "Type": "EX-101.DEF",
- "Size": 22394,
}, - {
- "Sequence": 17,
- "Description": "XBRL LABEL FILE",
- "Filename": "wcvc-20160430_lab.xml",
- "Type": "EX-101.LAB",
- "Size": 158447,
}, - {
- "Sequence": 18,
- "Description": "XBRL PRESENTATION FILE",
- "Filename": "wcvc-20160430_pre.xml",
- "Type": "EX-101.PRE",
- "Size": 128791,
}
]
}, - {
- "FormType": "10-K",
- "AcceptanceDate": "2017-05-12T16:28:14.0000000+00:00",
- "FilingDate": "2017-05-12T00:00:00.0000000+00:00",
- "Period": "2017-02-26T00:00:00.0000000+00:00",
- "AccessionNumber": "0001437749-17-008941",
- "Ticker": "pke",
- "CIK": "76267",
- "Company": "PARK ELECTROCHEMICAL CORP",
- "Exhibits": [
- {
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- "Description": "FORM 10-K",
- "Filename": "pke20170226_10k.htm",
- "Type": "10-K",
- "Size": 1936117,
}, - {
- "Sequence": 2,
- "Description": "MATERIAL CONTRACT",
- "Filename": "ex10-9a.htm",
- "Type": "EX-10.9(A)",
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}, - {
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- "Description": "SUBSIDARIES OF THE REGISTRANT",
- "Filename": "ex21-1.htm",
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}, - {
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- "Description": "CONSENTS OF EXPERTS AND COUNSEL",
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}, - {
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- "Description": "RULE 13A-14A/15D-14A CERTIFICATION",
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}, - {
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- "Filename": "ex32-1.htm",
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- "Description": "COMPLETE SUBMISSION TEXT FILE",
- "Filename": "0001437749-17-008941.txt",
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}, - {
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- "Description": "EXHIBIT 101.INS",
- "Filename": "pke-20170226.xml",
- "Type": "EX-101.INS",
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}, - {
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- "Description": "EXHIBIT 101.SCH",
- "Filename": "pke-20170226.xsd",
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}, - {
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- "Description": "EXHIBIT 101.CAL",
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}, - {
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- "Description": "EXHIBIT 101.DEF",
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}, - {
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- "Description": "EXHIBIT 101.LAB",
- "Filename": "pke-20170226_lab.xml",
- "Type": "EX-101.LAB",
- "Size": 439408,
}, - {
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- "Description": "EXHIBIT 101.PRE",
- "Filename": "pke-20170226_pre.xml",
- "Type": "EX-101.PRE",
- "Size": 554322,
}
]
}, - {
- "FormType": "10-K",
- "AcceptanceDate": "2017-05-12T16:07:51.0000000+00:00",
- "FilingDate": "2017-05-12T00:00:00.0000000+00:00",
- "Period": "2017-03-31T00:00:00.0000000+00:00",
- "AccessionNumber": "0000356028-17-000047",
- "Ticker": "ca",
- "CIK": "356028",
- "Company": "CA, INC.",
- "Exhibits": [
- {
- "Sequence": 1,
- "Description": "10-K",
- "Filename": "ca-20170331x10k.htm",
- "Type": "10-K",
- "Size": 2860477,
}, - {
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- "Description": "STATEMENT OF RATIOS OF EARNINGS TO FIXED CHARGES",
- "Filename": "ca-ex12_20170331xq4.htm",
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}, - {
- "Sequence": 3,
- "Description": "SUBSIDIARIES OF THE REGISTRANT",
- "Filename": "ca-ex21_20170331xq4.htm",
- "Type": "EX-21",
- "Size": 7534,
}, - {
- "Sequence": 4,
- "Description": "CONSENT OF INDEPENDENT REGISTERED PUBLIC ACCOUNTING FIRM",
- "Filename": "ca-ex23_20170331xq4.htm",
- "Type": "EX-23",
- "Size": 4576,
}, - {
- "Sequence": 5,
- "Description": "POWER OF ATTORNEY",
- "Filename": "ca-ex24_20170331xq4.htm",
- "Type": "EX-24",
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}
Returns the content of each item in an entire 10-K Annual Report
ticker required | Publicly traded company's stock symbol |
{- "Item 1": "Business",
- "Item 1A": "Risk Factors",
- "Item 2": "Properties",
- "Item 3": "Legal Proceedings",
- "Item 4": "Mine Safety Disclosures",
- "Item X": "Executive Officers of the Company",
- "Item 5": "Market for Registrant’s Common Equity, Related Stockholder Matters and Issuer Purchases of Equity Securities",
- "Item 6": "Selected Financial Data",
- "Item 7": "Management’s Discussion and Analysis of Financial Condition and Results of Operations",
- "Item 7A": "Quantitative and Qualitative Disclosures About Market Risk",
- "Item 8": "Financial Statements and Supplementary Data",
- "Item 9": "Changes in and Disagreements With Accountants on Accounting and Financial Disclosure",
- "Item 9A": "Controls and Procedures",
- "Item 9B": "Other Information",
- "Item 10": "Directors, Executive Officers and Corporate Governance",
- "Item 11": "Executive Compensation",
- "Item 12": "Security Ownership of Certain Beneficial Owners and Management and Related Stockholder Matters",
- "Item 13": "Certain Relationships and Related Transactions, and Director Independence",
- "Item 14": "Principal Accounting Fees and Services",
- "Item 16": "Summary"
}
Returns up to 10 years of key financial ratios for a given company
ticker required | string |
{- "meta": {
- "copyright": "Copyright 2020 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "ticker": "msft"
}, - "count": 89,
- "result": {
- "CashAndShortTermInvestments": {
- "Name": "Cash & Short-Term Investments",
- "Historical": {
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- "2011-06-01T00:00:00": 48.55,
- "2012-06-01T00:00:00": 51.98,
- "2013-06-01T00:00:00": 54.08,
- "2014-06-01T00:00:00": 49.72,
- "2015-06-01T00:00:00": 54.77,
- "2016-06-01T00:00:00": 58.46,
- "2017-06-01T00:00:00": 55.16,
- "2018-06-01T00:00:00": 51.68,
- "2019-06-01T00:00:00": 46.7
}, - "Recent": {
- "Latest Qtr": 48.98
}
}, - "AccountsReceivable": {
- "Name": "Accounts Receivable",
- "Historical": {
- "2010-06-01T00:00:00": 15.11,
- "2011-06-01T00:00:00": 13.79,
- "2012-06-01T00:00:00": 13.01,
- "2013-06-01T00:00:00": 12.28,
- "2014-06-01T00:00:00": 11.34,
- "2015-06-01T00:00:00": 10.16,
- "2016-06-01T00:00:00": 9.44,
- "2017-06-01T00:00:00": 8.21,
- "2018-06-01T00:00:00": 10.23,
- "2019-06-01T00:00:00": 10.3
}, - "Recent": {
- "Latest Qtr": 6.84
}
}, - "Inventory": {
- "Name": "Inventory",
- "Historical": {
- "2010-06-01T00:00:00": 0.86,
- "2011-06-01T00:00:00": 1.26,
- "2012-06-01T00:00:00": 0.94,
- "2013-06-01T00:00:00": 1.36,
- "2014-06-01T00:00:00": 1.54,
- "2015-06-01T00:00:00": 1.65,
- "2016-06-01T00:00:00": 1.16,
- "2017-06-01T00:00:00": 0.9,
- "2018-06-01T00:00:00": 1.03,
- "2019-06-01T00:00:00": 0.72
}, - "Recent": {
- "Latest Qtr": 0.94
}
}, - "OtherCurrentAssets": {
- "Name": "Other Current Assets",
- "Historical": {
- "2010-06-01T00:00:00": 5.96,
- "2011-06-01T00:00:00": 5.32,
- "2012-06-01T00:00:00": 4.23,
- "2013-06-01T00:00:00": 3.52,
- "2014-06-01T00:00:00": 3.67,
- "2015-06-01T00:00:00": 4.19,
- "2016-06-01T00:00:00": 3.04,
- "2017-06-01T00:00:00": 2.03,
- "2018-06-01T00:00:00": 2.61,
- "2019-06-01T00:00:00": 3.54
}, - "Recent": {
- "Latest Qtr": 2.71
}
}, - "TotalCurrentAssets": {
- "Name": "Total Current Assets",
- "Historical": {
- "2010-06-01T00:00:00": 64.65,
- "2011-06-01T00:00:00": 68.92,
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}, - "InventoryTurnover": {
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}, - "FixedAssetsTurnover": {
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}, - "AssetTurnover": {
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- "2014-06-01T00:00:00": 26746,
- "2015-06-01T00:00:00": 23136,
- "2016-06-01T00:00:00": 24982,
- "2017-06-01T00:00:00": 31378,
- "2018-06-01T00:00:00": 32252,
- "2019-06-01T00:00:00": 38260
}, - "Recent": {
- "TTM": 38638
}
}, - "GrossMargin": {
- "Name": "Gross Margin %",
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- "2010-06-01T00:00:00": 80.2,
- "2011-06-01T00:00:00": 77.7,
- "2012-06-01T00:00:00": 76.2,
- "2013-06-01T00:00:00": 74,
- "2014-06-01T00:00:00": 69,
- "2015-06-01T00:00:00": 64.7,
- "2016-06-01T00:00:00": 61.6,
- "2017-06-01T00:00:00": 61.9,
- "2018-06-01T00:00:00": 65.2,
- "2019-06-01T00:00:00": 65.9
}, - "Recent": {
- "TTM": 66.6
}
}, - "NetIncome": {
- "Name": "Net Income USD Mil",
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- "2010-06-01T00:00:00": 18760,
- "2011-06-01T00:00:00": 23150,
- "2012-06-01T00:00:00": 16978,
- "2013-06-01T00:00:00": 21863,
- "2014-06-01T00:00:00": 22074,
- "2015-06-01T00:00:00": 12193,
- "2016-06-01T00:00:00": 16798,
- "2017-06-01T00:00:00": 21204,
- "2018-06-01T00:00:00": 16571,
- "2019-06-01T00:00:00": 39240
}, - "Recent": {
- "TTM": 41094
}
}, - "OperatingCashFlow": {
- "Name": "Operating Cash Flow USD Mil",
- "Historical": {
- "2010-06-01T00:00:00": 24073,
- "2011-06-01T00:00:00": 26994,
- "2012-06-01T00:00:00": 31626,
- "2013-06-01T00:00:00": 28833,
- "2014-06-01T00:00:00": 32231,
- "2015-06-01T00:00:00": 29080,
- "2016-06-01T00:00:00": 33325,
- "2017-06-01T00:00:00": 39507,
- "2018-06-01T00:00:00": 43884,
- "2019-06-01T00:00:00": 52185
}, - "Recent": {
- "TTM": 52346
}
}, - "OperatingIncome": {
- "Name": "Operating Income USD Mil",
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- "2010-06-01T00:00:00": 24157,
- "2011-06-01T00:00:00": 27161,
- "2012-06-01T00:00:00": 27956,
- "2013-06-01T00:00:00": 26764,
- "2014-06-01T00:00:00": 27886,
- "2015-06-01T00:00:00": 28172,
- "2016-06-01T00:00:00": 21292,
- "2017-06-01T00:00:00": 22632,
- "2018-06-01T00:00:00": 35058,
- "2019-06-01T00:00:00": 42959
}, - "Recent": {
- "TTM": 45690
}
}, - "OperatingMargin": {
- "Name": "Operating Margin %",
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- "2010-06-01T00:00:00": 38.7,
- "2011-06-01T00:00:00": 38.8,
- "2012-06-01T00:00:00": 37.9,
- "2013-06-01T00:00:00": 34.4,
- "2014-06-01T00:00:00": 32.1,
- "2015-06-01T00:00:00": 30.1,
- "2016-06-01T00:00:00": 25,
- "2017-06-01T00:00:00": 25.2,
- "2018-06-01T00:00:00": 31.8,
- "2019-06-01T00:00:00": 34.1
}, - "Recent": {
- "TTM": 35.2
}
}, - "PayoutRatio": {
- "Name": "Payout Ratio % *",
- "Historical": {
- "2010-06-01T00:00:00": 24.8,
- "2011-06-01T00:00:00": 22.6,
- "2012-06-01T00:00:00": 26.4,
- "2013-06-01T00:00:00": 44.3,
- "2014-06-01T00:00:00": 38.2,
- "2015-06-01T00:00:00": 49,
- "2016-06-01T00:00:00": 101.5,
- "2017-06-01T00:00:00": 66.1,
- "2018-06-01T00:00:00": 109.5,
- "2019-06-01T00:00:00": 39.1
}, - "Recent": {
- "TTM": 34.7
}
}, - "Revenue": {
- "Name": "Revenue USD Mil",
- "Historical": {
- "2010-06-01T00:00:00": 62484,
- "2011-06-01T00:00:00": 69943,
- "2012-06-01T00:00:00": 73723,
- "2013-06-01T00:00:00": 77849,
- "2014-06-01T00:00:00": 86833,
- "2015-06-01T00:00:00": 93580,
- "2016-06-01T00:00:00": 85320,
- "2017-06-01T00:00:00": 89950,
- "2018-06-01T00:00:00": 110360,
- "2019-06-01T00:00:00": 125843
}, - "Recent": {
- "TTM": 129814
}
}, - "Shares": {
- "Name": "Shares Mil",
- "Historical": {
- "2010-06-01T00:00:00": 8927,
- "2011-06-01T00:00:00": 8593,
- "2012-06-01T00:00:00": 8506,
- "2013-06-01T00:00:00": 8470,
- "2014-06-01T00:00:00": 8399,
- "2015-06-01T00:00:00": 8254,
- "2016-06-01T00:00:00": 8013,
- "2017-06-01T00:00:00": 7832,
- "2018-06-01T00:00:00": 7794,
- "2019-06-01T00:00:00": 7753
}, - "Recent": {
- "TTM": 7739
}
}, - "WorkingCapital": {
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- "2010-06-01T00:00:00": 29529,
- "2011-06-01T00:00:00": 46144,
- "2012-06-01T00:00:00": 52396,
- "2013-06-01T00:00:00": 64049,
- "2014-06-01T00:00:00": 68621,
- "2015-06-01T00:00:00": 74854,
- "2016-06-01T00:00:00": 80303,
- "2017-06-01T00:00:00": 95324,
- "2018-06-01T00:00:00": 111174,
- "2019-06-01T00:00:00": 106132
}, - "Recent": { }
}, - "COGS": {
- "Name": "COGS",
- "Historical": {
- "2010-06-01T00:00:00": 19.84,
- "2011-06-01T00:00:00": 22.27,
- "2012-06-01T00:00:00": 23.78,
- "2013-06-01T00:00:00": 26.01,
- "2014-06-01T00:00:00": 31.02,
- "2015-06-01T00:00:00": 35.3,
- "2016-06-01T00:00:00": 38.42,
- "2017-06-01T00:00:00": 38.09,
- "2018-06-01T00:00:00": 34.75,
- "2019-06-01T00:00:00": 34.1
}, - "Recent": {
- "TTM": 33.44
}
}, - "GrossSalesMargin": {
- "Name": "Gross Margin",
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- "2010-06-01T00:00:00": 80.16,
- "2011-06-01T00:00:00": 77.73,
- "2012-06-01T00:00:00": 76.22,
- "2013-06-01T00:00:00": 73.99,
- "2014-06-01T00:00:00": 68.98,
- "2015-06-01T00:00:00": 64.7,
- "2016-06-01T00:00:00": 61.58,
- "2017-06-01T00:00:00": 61.91,
- "2018-06-01T00:00:00": 65.25,
- "2019-06-01T00:00:00": 65.9
}, - "Recent": {
- "TTM": 66.56
}
}, - "EBTMargin": {
- "Name": "EBT Margin",
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- "2011-06-01T00:00:00": 40.13,
- "2012-06-01T00:00:00": 30.2,
- "2013-06-01T00:00:00": 34.75,
- "2014-06-01T00:00:00": 32.04,
- "2015-06-01T00:00:00": 19.78,
- "2016-06-01T00:00:00": 23.15,
- "2017-06-01T00:00:00": 25.74,
- "2018-06-01T00:00:00": 33.05,
- "2019-06-01T00:00:00": 34.72
}, - "Recent": {
- "TTM": 35.55
}
}, - "NetIntIncOther": {
- "Name": "Net Int Inc & Other",
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- "2011-06-01T00:00:00": 1.3,
- "2012-06-01T00:00:00": -7.72,
- "2013-06-01T00:00:00": 0.37,
- "2014-06-01T00:00:00": -0.08,
- "2015-06-01T00:00:00": -10.33,
- "2016-06-01T00:00:00": -1.81,
- "2017-06-01T00:00:00": 0.57,
- "2018-06-01T00:00:00": 1.28,
- "2019-06-01T00:00:00": 0.58
}, - "Recent": {
- "TTM": 0.36
}
}, - "OtherSalesMargins": {
- "Name": "Other",
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}, - "OperationSalesMargin": {
- "Name": "Operating Margin",
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- "2011-06-01T00:00:00": 38.83,
- "2012-06-01T00:00:00": 37.92,
- "2013-06-01T00:00:00": 34.38,
- "2014-06-01T00:00:00": 32.11,
- "2015-06-01T00:00:00": 30.1,
- "2016-06-01T00:00:00": 24.96,
- "2017-06-01T00:00:00": 25.16,
- "2018-06-01T00:00:00": 31.77,
- "2019-06-01T00:00:00": 34.14
}, - "Recent": {
- "TTM": 35.2
}
}, - "ResearchAndDevelopment": {
- "Name": "R&D",
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- "2010-06-01T00:00:00": 13.95,
- "2011-06-01T00:00:00": 12.93,
- "2012-06-01T00:00:00": 13.31,
- "2013-06-01T00:00:00": 13.37,
- "2014-06-01T00:00:00": 13.11,
- "2015-06-01T00:00:00": 12.87,
- "2016-06-01T00:00:00": 14.05,
- "2017-06-01T00:00:00": 14.49,
- "2018-06-01T00:00:00": 13.34,
- "2019-06-01T00:00:00": 13.41
}, - "Recent": {
- "TTM": 13.45
}
}, - "SGA": {
- "Name": "SG&A",
- "Historical": {
- "2010-06-01T00:00:00": 27.56,
- "2011-06-01T00:00:00": 25.97,
- "2012-06-01T00:00:00": 24.99,
- "2013-06-01T00:00:00": 26.24,
- "2014-06-01T00:00:00": 23.76,
- "2015-06-01T00:00:00": 21.72,
- "2016-06-01T00:00:00": 22.57,
- "2017-06-01T00:00:00": 22.26,
- "2018-06-01T00:00:00": 20.14,
- "2019-06-01T00:00:00": 18.35
}, - "Recent": {
- "TTM": 17.91
}
}, - "SalesRevenue": {
- "Name": "Revenue",
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- "2010-06-01T00:00:00": 100,
- "2011-06-01T00:00:00": 100,
- "2012-06-01T00:00:00": 100,
- "2013-06-01T00:00:00": 100,
- "2014-06-01T00:00:00": 100,
- "2015-06-01T00:00:00": 100,
- "2016-06-01T00:00:00": 100,
- "2017-06-01T00:00:00": 100,
- "2018-06-01T00:00:00": 100,
- "2019-06-01T00:00:00": 100
}, - "Recent": {
- "TTM": 100
}
}, - "AssetTurnoverAverage": {
- "Name": "Asset Turnover (Average)",
- "Historical": {
- "2010-06-01T00:00:00": 0.76,
- "2011-06-01T00:00:00": 0.71,
- "2012-06-01T00:00:00": 0.64,
- "2013-06-01T00:00:00": 0.59,
- "2014-06-01T00:00:00": 0.55,
- "2015-06-01T00:00:00": 0.54,
- "2016-06-01T00:00:00": 0.46,
- "2017-06-01T00:00:00": 0.41,
- "2018-06-01T00:00:00": 0.44,
- "2019-06-01T00:00:00": 0.46
}, - "Recent": {
- "TTM": 0.48
}
}, - "FinancialLeverageAverage": {
- "Name": "Financial Leverage (Average)",
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- "2010-06-01T00:00:00": 1.86,
- "2011-06-01T00:00:00": 1.9,
- "2012-06-01T00:00:00": 1.83,
- "2013-06-01T00:00:00": 1.8,
- "2014-06-01T00:00:00": 1.92,
- "2015-06-01T00:00:00": 2.2,
- "2016-06-01T00:00:00": 2.69,
- "2017-06-01T00:00:00": 3.33,
- "2018-06-01T00:00:00": 3.13,
- "2019-06-01T00:00:00": 2.8
}, - "Recent": {
- "TTM": 2.63
}
}, - "InterestCoverage": {
- "Name": "Interest Coverage",
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- "2010-06-01T00:00:00": 166.65,
- "2011-06-01T00:00:00": 96.16,
- "2012-06-01T00:00:00": 59.6,
- "2013-06-01T00:00:00": 64.06,
- "2014-06-01T00:00:00": 47.6,
- "2015-06-01T00:00:00": 24.7,
- "2016-06-01T00:00:00": 16.89,
- "2017-06-01T00:00:00": 11.42,
- "2018-06-01T00:00:00": 14.35,
- "2019-06-01T00:00:00": 17.27
}, - "Recent": {
- "TTM": 18.42
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}, - "NetMargin": {
- "Name": "Net Margin %",
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- "2010-06-01T00:00:00": 30.02,
- "2011-06-01T00:00:00": 33.1,
- "2012-06-01T00:00:00": 23.03,
- "2013-06-01T00:00:00": 28.08,
- "2014-06-01T00:00:00": 25.42,
- "2015-06-01T00:00:00": 13.03,
- "2016-06-01T00:00:00": 19.69,
- "2017-06-01T00:00:00": 23.57,
- "2018-06-01T00:00:00": 15.02,
- "2019-06-01T00:00:00": 31.18
}, - "Recent": {
- "TTM": 31.66
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}, - "ReturnOnAssets": {
- "Name": "Return on Assets %",
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- "2011-06-01T00:00:00": 23.77,
- "2012-06-01T00:00:00": 14.77,
- "2013-06-01T00:00:00": 16.58,
- "2014-06-01T00:00:00": 14.02,
- "2015-06-01T00:00:00": 7,
- "2016-06-01T00:00:00": 9.08,
- "2017-06-01T00:00:00": 9.75,
- "2018-06-01T00:00:00": 6.63,
- "2019-06-01T00:00:00": 14.39
}, - "Recent": {
- "TTM": 15.32
}
}, - "ReturnOnEquity": {
- "Name": "Return on Equity %",
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- "2010-06-01T00:00:00": 43.76,
- "2011-06-01T00:00:00": 44.84,
- "2012-06-01T00:00:00": 27.51,
- "2013-06-01T00:00:00": 30.09,
- "2014-06-01T00:00:00": 26.17,
- "2015-06-01T00:00:00": 14.36,
- "2016-06-01T00:00:00": 22.09,
- "2017-06-01T00:00:00": 29.37,
- "2018-06-01T00:00:00": 21.37,
- "2019-06-01T00:00:00": 42.41
}, - "Recent": {
- "TTM": 42.8
}
}, - "ReturnOnInvestedCapital": {
- "Name": "Return on Invested Capital %",
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- "2010-06-01T00:00:00": 38.75,
- "2011-06-01T00:00:00": 37.71,
- "2012-06-01T00:00:00": 23.25,
- "2013-06-01T00:00:00": 25.7,
- "2014-06-01T00:00:00": 21.79,
- "2015-06-01T00:00:00": 11.16,
- "2016-06-01T00:00:00": 14.81,
- "2017-06-01T00:00:00": 16.36,
- "2018-06-01T00:00:00": 11.49,
- "2019-06-01T00:00:00": 24.13
}, - "Recent": {
- "TTM": 24.83
}
}, - "TaxRate": {
- "Name": "Tax Rate %",
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- "2010-06-01T00:00:00": 25,
- "2011-06-01T00:00:00": 17.53,
- "2012-06-01T00:00:00": 23.75,
- "2013-06-01T00:00:00": 19.18,
- "2014-06-01T00:00:00": 20.65,
- "2015-06-01T00:00:00": 34.12,
- "2016-06-01T00:00:00": 14.95,
- "2017-06-01T00:00:00": 8.4,
- "2018-06-01T00:00:00": 54.57,
- "2019-06-01T00:00:00": 10.18
}, - "Recent": {
- "TTM": 10.96
}
}, - "RevenueFiveYearAverage": {
- "Name": "5-Year Average",
- "Historical": {
- "2010-06-01T00:00:00": 9.45,
- "2011-06-01T00:00:00": 9.57,
- "2012-06-01T00:00:00": 7.6,
- "2013-06-01T00:00:00": 5.2,
- "2014-06-01T00:00:00": 8.24,
- "2015-06-01T00:00:00": 8.41,
- "2016-06-01T00:00:00": 4.05,
- "2017-06-01T00:00:00": 4.06,
- "2018-06-01T00:00:00": 7.23,
- "2019-06-01T00:00:00": 7.7
}, - "Recent": { }
}, - "RevenueThreeYearAverage": {
- "Name": "3-Year Average",
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- "2011-06-01T00:00:00": 5,
- "2012-06-01T00:00:00": 8.05,
- "2013-06-01T00:00:00": 7.6,
- "2014-06-01T00:00:00": 7.48,
- "2015-06-01T00:00:00": 8.27,
- "2016-06-01T00:00:00": 3.1,
- "2017-06-01T00:00:00": 1.18,
- "2018-06-01T00:00:00": 5.65,
- "2019-06-01T00:00:00": 13.83
}, - "Recent": { }
}, - "RevenueTenYearAverage": {
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- "2010-06-01T00:00:00": 10.53,
- "2011-06-01T00:00:00": 10.71,
- "2012-06-01T00:00:00": 10.02,
- "2013-06-01T00:00:00": 9.23,
- "2014-06-01T00:00:00": 8.95,
- "2015-06-01T00:00:00": 8.93,
- "2016-06-01T00:00:00": 6.78,
- "2017-06-01T00:00:00": 5.81,
- "2018-06-01T00:00:00": 6.21,
- "2019-06-01T00:00:00": 7.97
}, - "Recent": { }
}, - "RevenueYearOverYear": {
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- "2011-06-01T00:00:00": 11.94,
- "2012-06-01T00:00:00": 5.4,
- "2013-06-01T00:00:00": 5.6,
- "2014-06-01T00:00:00": 11.54,
- "2015-06-01T00:00:00": 7.77,
- "2016-06-01T00:00:00": -8.83,
- "2017-06-01T00:00:00": 5.43,
- "2018-06-01T00:00:00": 22.69,
- "2019-06-01T00:00:00": 14.03
}, - "Recent": {
- "Latest Qtr": 13.65
}
}, - "OperatingIncomeFiveYearAverage": {
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- "2011-06-01T00:00:00": 10.52,
- "2012-06-01T00:00:00": 8.58,
- "2013-06-01T00:00:00": 3.54,
- "2014-06-01T00:00:00": 6.49,
- "2015-06-01T00:00:00": 3.12,
- "2016-06-01T00:00:00": -4.75,
- "2017-06-01T00:00:00": -4.14,
- "2018-06-01T00:00:00": 5.55,
- "2019-06-01T00:00:00": 9.03
}, - "Recent": { }
}, - "OperatingIncomeTenYearAverage": {
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- "2011-06-01T00:00:00": 8.77,
- "2012-06-01T00:00:00": 8.91,
- "2013-06-01T00:00:00": 7.31,
- "2014-06-01T00:00:00": 11.93,
- "2015-06-01T00:00:00": 6.82,
- "2016-06-01T00:00:00": 2.6,
- "2017-06-01T00:00:00": 2.02,
- "2018-06-01T00:00:00": 4.54,
- "2019-06-01T00:00:00": 7.75
}, - "Recent": { }
}, - "OperatingIncomeThreeYearAverage": {
- "Name": "3-Year Average",
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- "2011-06-01T00:00:00": 6.49,
- "2012-06-01T00:00:00": 11.14,
- "2013-06-01T00:00:00": 3.48,
- "2014-06-01T00:00:00": 0.88,
- "2015-06-01T00:00:00": 0.26,
- "2016-06-01T00:00:00": -7.34,
- "2017-06-01T00:00:00": -6.72,
- "2018-06-01T00:00:00": 7.56,
- "2019-06-01T00:00:00": 26.36
}, - "Recent": { }
}, - "OperatingIncomeYearOverYear": {
- "Name": "Year over Year",
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- "2011-06-01T00:00:00": 12.44,
- "2012-06-01T00:00:00": 2.93,
- "2013-06-01T00:00:00": -4.26,
- "2014-06-01T00:00:00": 4.19,
- "2015-06-01T00:00:00": 1.03,
- "2016-06-01T00:00:00": -24.42,
- "2017-06-01T00:00:00": 6.29,
- "2018-06-01T00:00:00": 54.9,
- "2019-06-01T00:00:00": 22.54
}, - "Recent": {
- "Latest Qtr": 27.43
}
}, - "NetIncomeFiveYearAverage": {
- "Name": "5-Year Average",
- "Historical": {
- "2010-06-01T00:00:00": 8.89,
- "2011-06-01T00:00:00": 12.94,
- "2012-06-01T00:00:00": 3.84,
- "2013-06-01T00:00:00": 4.34,
- "2014-06-01T00:00:00": 8.67,
- "2015-06-01T00:00:00": -8.26,
- "2016-06-01T00:00:00": -6.21,
- "2017-06-01T00:00:00": 4.55,
- "2018-06-01T00:00:00": -5.39,
- "2019-06-01T00:00:00": 12.19
}, - "Recent": { }
}, - "NetIncomeTenYearAverage": {
- "Name": "10-Year Average",
- "Historical": {
- "2010-06-01T00:00:00": 7.13,
- "2011-06-01T00:00:00": 12.16,
- "2012-06-01T00:00:00": 8.05,
- "2013-06-01T00:00:00": 8.14,
- "2014-06-01T00:00:00": 10.45,
- "2015-06-01T00:00:00": -0.05,
- "2016-06-01T00:00:00": 2.92,
- "2017-06-01T00:00:00": 4.19,
- "2018-06-01T00:00:00": -0.65,
- "2019-06-01T00:00:00": 10.42
}, - "Recent": { }
}, - "NetIncomeThreeYearAverage": {
- "Name": "3-Year Average",
- "Historical": {
- "2010-06-01T00:00:00": 10.08,
- "2011-06-01T00:00:00": 9.4,
- "2012-06-01T00:00:00": 5.23,
- "2013-06-01T00:00:00": 5.23,
- "2014-06-01T00:00:00": -1.57,
- "2015-06-01T00:00:00": -10.45,
- "2016-06-01T00:00:00": -8.41,
- "2017-06-01T00:00:00": -1.33,
- "2018-06-01T00:00:00": 10.77,
- "2019-06-01T00:00:00": 32.69
}, - "Recent": { }
}, - "NetIncomeYearOverYear": {
- "Name": "Year over Year",
- "Historical": {
- "2010-06-01T00:00:00": 28.77,
- "2011-06-01T00:00:00": 23.4,
- "2012-06-01T00:00:00": -26.66,
- "2013-06-01T00:00:00": 28.77,
- "2014-06-01T00:00:00": 0.97,
- "2015-06-01T00:00:00": -44.76,
- "2016-06-01T00:00:00": 37.77,
- "2017-06-01T00:00:00": 26.23,
- "2018-06-01T00:00:00": -21.85,
- "2019-06-01T00:00:00": 136.8
}, - "Recent": { }
}, - "EPSFiveYearAverage": {
- "Name": "5-Year Average",
- "Historical": {
- "2010-06-01T00:00:00": 13.4,
- "2011-06-01T00:00:00": 17.52,
- "2012-06-01T00:00:00": 7.09,
- "2013-06-01T00:00:00": 6.65,
- "2014-06-01T00:00:00": 10.18,
- "2015-06-01T00:00:00": -6.76,
- "2016-06-01T00:00:00": -4.83,
- "2017-06-01T00:00:00": 6.26,
- "2018-06-01T00:00:00": -3.76,
- "2019-06-01T00:00:00": 13.98
}, - "Recent": { }
}, - "EPSTenYearAverage": {
- "Name": "10-Year Average",
- "Historical": {
- "2010-06-01T00:00:00": 9.47,
- "2011-06-01T00:00:00": 15.09,
- "2012-06-01T00:00:00": 10.99,
- "2013-06-01T00:00:00": 10.86,
- "2014-06-01T00:00:00": 13.37,
- "2015-06-01T00:00:00": 2.83,
- "2016-06-01T00:00:00": 5.76,
- "2017-06-01T00:00:00": 6.68,
- "2018-06-01T00:00:00": 1.31,
- "2019-06-01T00:00:00": 12.06
}, - "Recent": { }
}, - "EPSThreeYearAverage": {
- "Name": "3-Year Average",
- "Historical": {
- "2010-06-01T00:00:00": 13.93,
- "2011-06-01T00:00:00": 12.89,
- "2012-06-01T00:00:00": 7.28,
- "2013-06-01T00:00:00": 7.1,
- "2014-06-01T00:00:00": -0.75,
- "2015-06-01T00:00:00": -9.55,
- "2016-06-01T00:00:00": -6.63,
- "2017-06-01T00:00:00": 1,
- "2018-06-01T00:00:00": 12.9,
- "2019-06-01T00:00:00": 34.06
}, - "Recent": { }
}, - "EPSYearOverYear": {
- "Name": "Year over Year",
- "Historical": {
- "2010-06-01T00:00:00": 29.63,
- "2011-06-01T00:00:00": 28.1,
- "2012-06-01T00:00:00": -25.65,
- "2013-06-01T00:00:00": 29,
- "2014-06-01T00:00:00": 1.94,
- "2015-06-01T00:00:00": -43.73,
- "2016-06-01T00:00:00": 41.89,
- "2017-06-01T00:00:00": 29.05,
- "2018-06-01T00:00:00": -21.4,
- "2019-06-01T00:00:00": 137.56
}, - "Recent": {
- "Latest Qtr": 21.05
}
}, - "OperatingCashFlowYearOverYear": {
- "Name": "Operating Cash Flow Growth % YOY",
- "Historical": {
- "2010-06-01T00:00:00": 26.45,
- "2011-06-01T00:00:00": 12.13,
- "2012-06-01T00:00:00": 17.16,
- "2013-06-01T00:00:00": -8.83,
- "2014-06-01T00:00:00": 11.79,
- "2015-06-01T00:00:00": -9.78,
- "2016-06-01T00:00:00": 14.6,
- "2017-06-01T00:00:00": 18.55,
- "2018-06-01T00:00:00": 11.08,
- "2019-06-01T00:00:00": 18.92
}, - "Recent": { }
}, - "FreeCashFlowYearOverYear": {
- "Name": "Free Cash Flow Growth % YOY",
- "Historical": {
- "2010-06-01T00:00:00": 38.81,
- "2011-06-01T00:00:00": 11.51,
- "2012-06-01T00:00:00": 19,
- "2013-06-01T00:00:00": -16.18,
- "2014-06-01T00:00:00": 8.83,
- "2015-06-01T00:00:00": -13.5,
- "2016-06-01T00:00:00": 7.98,
- "2017-06-01T00:00:00": 25.6,
- "2018-06-01T00:00:00": 2.79,
- "2019-06-01T00:00:00": 18.63
}, - "Recent": { }
}, - "CapExSales": {
- "Name": "Cap Ex as a % of Sales",
- "Historical": {
- "2010-06-01T00:00:00": 3.16,
- "2011-06-01T00:00:00": 3.37,
- "2012-06-01T00:00:00": 3.13,
- "2013-06-01T00:00:00": 5.47,
- "2014-06-01T00:00:00": 6.32,
- "2015-06-01T00:00:00": 6.35,
- "2016-06-01T00:00:00": 9.78,
- "2017-06-01T00:00:00": 9.04,
- "2018-06-01T00:00:00": 10.54,
- "2019-06-01T00:00:00": 11.07
}, - "Recent": {
- "TTM": 10.56
}
}, - "FreeCashFlowSales": {
- "Name": "Free Cash Flow/Sales %",
- "Historical": {
- "2010-06-01T00:00:00": 35.36,
- "2011-06-01T00:00:00": 35.23,
- "2012-06-01T00:00:00": 39.77,
- "2013-06-01T00:00:00": 31.57,
- "2014-06-01T00:00:00": 30.8,
- "2015-06-01T00:00:00": 24.72,
- "2016-06-01T00:00:00": 29.28,
- "2017-06-01T00:00:00": 34.88,
- "2018-06-01T00:00:00": 29.22,
- "2019-06-01T00:00:00": 30.4
}, - "Recent": {
- "TTM": 29.76
}
}, - "FreeCashFlowNetIncome": {
- "Name": "Free Cash Flow/Net Income",
- "Historical": {
- "2010-06-01T00:00:00": 1.18,
- "2011-06-01T00:00:00": 1.06,
- "2012-06-01T00:00:00": 1.73,
- "2013-06-01T00:00:00": 1.12,
- "2014-06-01T00:00:00": 1.21,
- "2015-06-01T00:00:00": 1.9,
- "2016-06-01T00:00:00": 1.49,
- "2017-06-01T00:00:00": 1.48,
- "2018-06-01T00:00:00": 1.95,
- "2019-06-01T00:00:00": 0.98
}, - "Recent": {
- "TTM": 0.94
}
}
}
}, - "type": "quote",
- "id": "22a14ccc-5950-42bf-9476-fbe828a7dae6"
}
}
Returns a list of SEC Filings for the requested company.
* Last10K.com is not affiliated with SEC.gov; please adhere to their Internet Security Policy if accessing their data.
identifier required | string Publicly traded company's stock symbol or Central Index Key (CIK) |
{- "meta": {
- "copyright": "Copyright 2021 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "name": "Rocky Mountain Chocolate Factory, Inc.",
- "cik": "1616262",
- "ticker": "rmcf"
}, - "count": 184,
- "result": [
- {
- "name": "FORM 10-K Report",
- "accessionNumber": "0001437749-21-013850",
- "filingDate": "2021-06-01T00:00:00.0000000+00:00",
- "period": "2021-02-28T00:00:00.0000000+00:00",
- "formType": "10-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-21-013822",
- "filingDate": "2021-06-01T00:00:00.0000000+00:00",
- "period": "2021-06-01T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "Beneficial Ownership Amendment Report",
- "accessionNumber": "0001037389-21-000287",
- "filingDate": "2021-02-11T00:00:00.0000000+00:00",
- "formType": "SC 13G/A",
}, - {
- "name": "Beneficial Ownership Amendment Report",
- "accessionNumber": "0000315066-21-001214",
- "filingDate": "2021-02-08T00:00:00.0000000+00:00",
- "formType": "SC 13G/A",
}, - {
- "name": "FORM 8-K/A Report",
- "accessionNumber": "0001437749-21-000993",
- "filingDate": "2021-01-21T00:00:00.0000000+00:00",
- "period": "2021-01-13T00:00:00.0000000+00:00",
- "formType": "8-K/A",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-21-000942",
- "filingDate": "2021-01-20T00:00:00.0000000+00:00",
- "period": "2021-01-13T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 10-Q Report",
- "accessionNumber": "0001437749-21-000621",
- "filingDate": "2021-01-13T00:00:00.0000000+00:00",
- "period": "2020-11-30T00:00:00.0000000+00:00",
- "formType": "10-Q",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-21-000618",
- "filingDate": "2021-01-13T00:00:00.0000000+00:00",
- "period": "2021-01-13T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM S-8 Report",
- "accessionNumber": "0001437749-20-021162",
- "filingDate": "2020-10-15T00:00:00.0000000+00:00",
- "formType": "S-8",
}, - {
- "name": "FORM 10-Q Report",
- "accessionNumber": "0001437749-20-021160",
- "filingDate": "2020-10-15T00:00:00.0000000+00:00",
- "period": "2020-08-31T00:00:00.0000000+00:00",
- "formType": "10-Q",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-021158",
- "filingDate": "2020-10-15T00:00:00.0000000+00:00",
- "period": "2020-10-15T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-019868",
- "filingDate": "2020-09-18T00:00:00.0000000+00:00",
- "period": "2020-09-17T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 11-K Report",
- "accessionNumber": "0001437749-20-018836",
- "filingDate": "2020-08-27T00:00:00.0000000+00:00",
- "period": "2020-02-29T00:00:00.0000000+00:00",
- "formType": "11-K",
}, - {
- "name": "FORM DEF 14A Report",
- "accessionNumber": "0001437749-20-017822",
- "filingDate": "2020-08-13T00:00:00.0000000+00:00",
- "period": "2020-09-17T00:00:00.0000000+00:00",
- "formType": "DEF 14A",
}, - {
- "name": "FORM 10-Q Report",
- "accessionNumber": "0001437749-20-015388",
- "filingDate": "2020-07-20T00:00:00.0000000+00:00",
- "period": "2020-05-31T00:00:00.0000000+00:00",
- "formType": "10-Q",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-015385",
- "filingDate": "2020-07-20T00:00:00.0000000+00:00",
- "period": "2020-07-20T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM NT 10-Q Report",
- "accessionNumber": "0001437749-20-015170",
- "filingDate": "2020-07-15T00:00:00.0000000+00:00",
- "period": "2020-05-31T00:00:00.0000000+00:00",
- "formType": "NT 10-Q",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-014577",
- "filingDate": "2020-07-06T00:00:00.0000000+00:00",
- "period": "2020-06-29T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 10-K/A Report",
- "accessionNumber": "0001437749-20-014076",
- "filingDate": "2020-06-29T00:00:00.0000000+00:00",
- "period": "2020-02-29T00:00:00.0000000+00:00",
- "formType": "10-K/A",
}, - {
- "name": "FORM 10-K Report",
- "accessionNumber": "0001437749-20-012018",
- "filingDate": "2020-05-29T00:00:00.0000000+00:00",
- "period": "2020-02-29T00:00:00.0000000+00:00",
- "formType": "10-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-012001",
- "filingDate": "2020-05-29T00:00:00.0000000+00:00",
- "period": "2020-05-29T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-010228",
- "filingDate": "2020-05-11T00:00:00.0000000+00:00",
- "period": "2020-05-11T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-008476",
- "filingDate": "2020-04-27T00:00:00.0000000+00:00",
- "period": "2020-04-20T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-007869",
- "filingDate": "2020-04-16T00:00:00.0000000+00:00",
- "period": "2020-04-13T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-005918",
- "filingDate": "2020-03-23T00:00:00.0000000+00:00",
- "period": "2020-03-17T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-005762",
- "filingDate": "2020-03-20T00:00:00.0000000+00:00",
- "period": "2020-03-16T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "SEC STAFF LETTER Report",
- "accessionNumber": "9999999997-20-000766",
- "filingDate": "2020-02-18T00:00:00.0000000+00:00",
- "formType": "SEC STAFF LETTER",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-002873",
- "filingDate": "2020-02-18T00:00:00.0000000+00:00",
- "period": "2020-02-18T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "Beneficial Ownership Amendment Report",
- "accessionNumber": "0001037389-20-000261",
- "filingDate": "2020-02-13T00:00:00.0000000+00:00",
- "formType": "SC 13G/A",
}, - {
- "name": "TAYLOR HOFFMAN WEALTH MANAGEMENT, LLC Report",
- "accessionNumber": "0001085146-20-000498",
- "filingDate": "2020-02-10T00:00:00.0000000+00:00",
- "formType": "SC 13G/A",
}, - {
- "name": "SEC STAFF LETTER Report",
- "accessionNumber": "9999999997-20-000445",
- "filingDate": "2020-02-04T00:00:00.0000000+00:00",
- "formType": "SEC STAFF LETTER",
}, - {
- "name": "FORM 10-Q Report",
- "accessionNumber": "0001437749-20-000589",
- "filingDate": "2020-01-14T00:00:00.0000000+00:00",
- "period": "2019-11-30T00:00:00.0000000+00:00",
- "formType": "10-Q",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-000499",
- "filingDate": "2020-01-13T00:00:00.0000000+00:00",
- "period": "2020-01-13T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-000399",
- "filingDate": "2020-01-09T00:00:00.0000000+00:00",
- "period": "2020-01-09T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-20-000227",
- "filingDate": "2020-01-06T00:00:00.0000000+00:00",
- "period": "2019-12-30T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM DEFA14A Report",
- "accessionNumber": "0001437749-19-024780",
- "filingDate": "2019-12-23T00:00:00.0000000+00:00",
- "formType": "DEFA14A",
}, - {
- "name": "FORM DEFA14A Report",
- "accessionNumber": "0001437749-19-024779",
- "filingDate": "2019-12-23T00:00:00.0000000+00:00",
- "formType": "DEFA14A",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-19-024778",
- "filingDate": "2019-12-23T00:00:00.0000000+00:00",
- "period": "2019-12-20T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM DEF 14A Report",
- "accessionNumber": "0001437749-19-024142",
- "filingDate": "2019-12-10T00:00:00.0000000+00:00",
- "period": "2020-01-09T00:00:00.0000000+00:00",
- "formType": "DEF 14A",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-19-024139",
- "filingDate": "2019-12-10T00:00:00.0000000+00:00",
- "period": "2019-12-06T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "Beneficial Ownership Amendment Report",
- "accessionNumber": "0000315066-19-001809",
- "filingDate": "2019-12-10T00:00:00.0000000+00:00",
- "formType": "SC 13G/A",
}, - {
- "name": "AMENDMENT NO. 4 TO SC 13D Report",
- "accessionNumber": "0001213900-19-025411",
- "filingDate": "2019-12-05T00:00:00.0000000+00:00",
- "formType": "SC 13D/A",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-19-023922",
- "filingDate": "2019-12-05T00:00:00.0000000+00:00",
- "period": "2019-12-03T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "PROXY STATEMENT Report",
- "accessionNumber": "0001213900-19-023812",
- "filingDate": "2019-11-18T00:00:00.0000000+00:00",
- "formType": "DEFC14A",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-19-022846",
- "filingDate": "2019-11-14T00:00:00.0000000+00:00",
- "period": "2019-11-14T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
- "name": "FORM 10-Q Report",
- "accessionNumber": "0001437749-19-019947",
- "filingDate": "2019-10-11T00:00:00.0000000+00:00",
- "period": "2019-08-31T00:00:00.0000000+00:00",
- "formType": "10-Q",
}, - {
- "name": "FORM 8-K Report",
- "accessionNumber": "0001437749-19-019903",
- "filingDate": "2019-10-10T00:00:00.0000000+00:00",
- "period": "2019-10-10T00:00:00.0000000+00:00",
- "formType": "8-K",
}, - {
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Returns an aggregated and summarized collection of the most recent BUY, SELL and OPTION EXERCISE insider trades filed with Form 4 SEC Filings.
Visit https://last10k.com/stock-screeners/insider-trading to view this data as a web page.
Ticker | Publicly traded company's stock symbol |
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}, - "data": {
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- "count": 200,
- "result": [
- {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Buys",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 1,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
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- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
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- "InsiderTransactionID": 1,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
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}, - {
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}, - {
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- "InsiderTransactionID": 1,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
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}, - {
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- "Ticker": "SMMF",
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}, - {
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}, - {
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- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}, - {
- "FilingDate": "2021-04-21T19:06:31.0270000+00:00",
- "Ticker": "SMMF",
- "Owner": "Spencer Ronald B",
- "Relationship": "Director",
- "TransactionDate": "2021-04-15T00:00:00.0000000+00:00",
- "TransactionType": "Transactions",
- "Cost": 10000,
- "Shares": 50,
- "PositionValue": 500000,
- "AcceptanceDate": "2021-04-21T14:48:06.0000000+00:00",
- "InsiderTransactionID": 4,
- "CompanyName": "SUMMIT FINANCIAL GROUP, INC."
}
]
}, - "type": "insider-trades",
- "id": "f8e8bdd7-6185-472d-9b07-5d9a3c84bc4f"
}
}
Returns an institutional manager's quarterly portfolio holdings including new, sold and changed positions. Visit https://last10k.com/sec-filings/1079114 to see how this data can be displayed.
cik required | string Central Index Key (CIK) |
{- "meta": {
- "copyright": "Copyright 2021 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "count": 47,
- "result": {
- "TotalHoldings": 40,
- "TotalMarketValue": 1706340000,
- "TotalMarketValuePrevious": 1737878000,
- "TotalMarketValuePercentChange": -1.81474188636947,
- "NewPurchases": {
- "Count": 9,
- "Value": 225376000
}, - "Increases": {
- "Count": 3,
- "Value": 358015000
}, - "Sold": {
- "Count": 7,
- "Value": -247171000
}, - "Decreases": {
- "Count": 4,
- "Value": -321027000
}, - "NoChanges": {
- "Count": 24,
- "Value": 801922000
}, - "Holdings": [
- {
- "Ticker": "AAPL",
- "CUSIP": "037833100",
- "Issuer": "APPLE INC",
- "Class": "COM",
- "PositionAmountCurrent": 1883445,
- "PositionValueCurrent": 266507000,
- "PositionAmountPrevious": 2434903,
- "PositionValuePrevious": 333484000,
- "ChangeInShares": -551458,
- "PercentChange": -22.6480479920555,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": true,
- "IsNoChange": false
}, - {
- "Ticker": "RPRX",
- "CUSIP": "G7709Q104",
- "Issuer": "ROYALTY PHARMA PLC",
- "Class": "SHS CLASS A",
- "PositionAmountCurrent": 7142856,
- "PositionValueCurrent": 258143000,
- "PositionAmountPrevious": 7142856,
- "PositionValuePrevious": 292786000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "FB",
- "CUSIP": "30303M102",
- "Issuer": "FACEBOOK INC",
- "Class": "CL A",
- "PositionAmountCurrent": 713073,
- "PositionValueCurrent": 242010000,
- "PositionAmountPrevious": 519456,
- "PositionValuePrevious": 180620000,
- "ChangeInShares": 193617,
- "PercentChange": 37.2730317871004,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": true,
- "IsDecrease": false,
- "IsNoChange": false
}, - {
- "Ticker": "SGMS",
- "CUSIP": "80874P109",
- "Issuer": "SCIENTIFIC GAMES CORP",
- "Class": "COM",
- "PositionAmountCurrent": 2678571,
- "PositionValueCurrent": 222509000,
- "PositionAmountPrevious": 2678571,
- "PositionValuePrevious": 207429000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "GOOGL",
- "CUSIP": "02079K305",
- "Issuer": "ALPHABET INC",
- "Class": "CAP STK CL A",
- "PositionAmountCurrent": 61070,
- "PositionValueCurrent": 163272000,
- "PositionAmountPrevious": 0,
- "PositionValuePrevious": 0,
- "ChangeInShares": 61070,
- "PercentChange": 100,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": true,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": false
}, - {
- "Ticker": "AFRM",
- "CUSIP": "00827B106",
- "Issuer": "AFFIRM HLDGS INC",
- "Class": "COM CL A",
- "PositionAmountCurrent": 753804,
- "PositionValueCurrent": 89801000,
- "PositionAmountPrevious": 477421,
- "PositionValuePrevious": 32154000,
- "ChangeInShares": 276383,
- "PercentChange": 57.890834295098,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": true,
- "IsDecrease": false,
- "IsNoChange": false
}, - {
- "Ticker": "ABCL",
- "CUSIP": "00288U106",
- "Issuer": "ABCELLERA BIOLOGICS INC",
- "Class": "COM",
- "PositionAmountCurrent": 4105095,
- "PositionValueCurrent": 82266000,
- "PositionAmountPrevious": 4105095,
- "PositionValuePrevious": 90312000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "QQQ",
- "CUSIP": 4.609e+107,
- "Issuer": "INVESCO QQQ TR",
- "Class": "UNIT SER 1",
- "PositionAmountCurrent": 101448,
- "PositionValueCurrent": 36314000,
- "PositionAmountPrevious": 102222,
- "PositionValuePrevious": 36231000,
- "ChangeInShares": -774,
- "PercentChange": -0.757175559077302,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": true,
- "IsNoChange": false
}, - {
- "Ticker": "RXRX",
- "CUSIP": "75629V104",
- "Issuer": "RECURSION PHARMACEUTICALS IN",
- "Class": "CL A",
- "PositionAmountCurrent": 1509254,
- "PositionValueCurrent": 34728000,
- "PositionAmountPrevious": 1509254,
- "PositionValuePrevious": 55088000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "IVV",
- "CUSIP": "464287200",
- "Issuer": "ISHARES TR",
- "Class": "CORE S&P500 ETF",
- "PositionAmountCurrent": 65342,
- "PositionValueCurrent": 28151000,
- "PositionAmountPrevious": 65342,
- "PositionValuePrevious": 28092000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "TXG",
- "CUSIP": "88025U109",
- "Issuer": "10X GENOMICS INC",
- "Class": "CL A COM",
- "PositionAmountCurrent": 186143,
- "PositionValueCurrent": 27099000,
- "PositionAmountPrevious": 186143,
- "PositionValuePrevious": 36451000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "SANA",
- "CUSIP": "799566104",
- "Issuer": "SANA BIOTECHNOLOGY INC",
- "Class": "COM",
- "PositionAmountCurrent": 1163601,
- "PositionValueCurrent": 26204000,
- "PositionAmountPrevious": 468749,
- "PositionValuePrevious": 9216000,
- "ChangeInShares": 694852,
- "PercentChange": 148.235409568874,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": true,
- "IsDecrease": false,
- "IsNoChange": false
}, - {
- "Ticker": "RVMD",
- "CUSIP": "76155X100",
- "Issuer": "REVOLUTION MEDICINES INC",
- "Class": "COM",
- "PositionAmountCurrent": 670382,
- "PositionValueCurrent": 18442000,
- "PositionAmountPrevious": 670382,
- "PositionValuePrevious": 21278000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "RLAY",
- "CUSIP": "75943R102",
- "Issuer": "RELAY THERAPEUTICS INC",
- "Class": "COM",
- "PositionAmountCurrent": 541124,
- "PositionValueCurrent": 17062000,
- "PositionAmountPrevious": 541124,
- "PositionValuePrevious": 19800000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "RKLB",
- "CUSIP": "773122106",
- "Issuer": "ROCKET LAB USA INC",
- "Class": "COM",
- "PositionAmountCurrent": 1000000,
- "PositionValueCurrent": 16130000,
- "PositionAmountPrevious": 0,
- "PositionValuePrevious": 0,
- "ChangeInShares": 1000000,
- "PercentChange": 100,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": true,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": false
}, - {
- "Ticker": "GLD",
- "CUSIP": "78463V107",
- "Issuer": "SPDR GOLD TR",
- "Class": "GOLD SHS",
- "PositionAmountCurrent": 91955,
- "PositionValueCurrent": 15101000,
- "PositionAmountPrevious": 91955,
- "PositionValuePrevious": 15231000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "PRAX",
- "CUSIP": "74006W108",
- "Issuer": "PRAXIS PRECISION MEDICINES I",
- "Class": "COM",
- "PositionAmountCurrent": 778517,
- "PositionValueCurrent": 14395000,
- "PositionAmountPrevious": 778517,
- "PositionValuePrevious": 14231000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "PCT",
- "CUSIP": "74623V103",
- "Issuer": "PURECYCLE TECHNOLOGIES INC",
- "Class": "COM",
- "PositionAmountCurrent": 1069600,
- "PositionValueCurrent": 14204000,
- "PositionAmountPrevious": 1069600,
- "PositionValuePrevious": 25296000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "TNYA",
- "CUSIP": "87990A106",
- "Issuer": "TENAYA THERAPEUTICS INC",
- "Class": "COM",
- "PositionAmountCurrent": 673270,
- "PositionValueCurrent": 13903000,
- "PositionAmountPrevious": 0,
- "PositionValuePrevious": 0,
- "ChangeInShares": 673270,
- "PercentChange": 100,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": true,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": false
}, - {
- "Ticker": "GBIO",
- "CUSIP": "37148K100",
- "Issuer": "GENERATION BIO CO",
- "Class": "COM",
- "PositionAmountCurrent": 510354,
- "PositionValueCurrent": 12795000,
- "PositionAmountPrevious": 512349,
- "PositionValuePrevious": 13782000,
- "ChangeInShares": -1995,
- "PercentChange": -0.389383018216099,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": true,
- "IsNoChange": false
}, - {
- "Ticker": "FULC",
- "CUSIP": "359616109",
- "Issuer": "FULCRUM THERAPEUTICS INC",
- "Class": "COM",
- "PositionAmountCurrent": 410714,
- "PositionValueCurrent": 11586000,
- "PositionAmountPrevious": 410714,
- "PositionValuePrevious": 4304000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "KNTE",
- "CUSIP": "49705R105",
- "Issuer": "KINNATE BIOPHARMA INC",
- "Class": "COM",
- "PositionAmountCurrent": 498001,
- "PositionValueCurrent": 11464000,
- "PositionAmountPrevious": 498001,
- "PositionValuePrevious": 11593000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": true
}, - {
- "Ticker": "MEKA",
- "CUSIP": "G5S74L106",
- "Issuer": "MELI KASZEK PIONEER CORP",
- "Class": "CLASS A ORD",
- "PositionAmountCurrent": 1000000,
- "PositionValueCurrent": 11050000,
- "PositionAmountPrevious": 0,
- "PositionValuePrevious": 0,
- "ChangeInShares": 1000000,
- "PercentChange": 100,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": true,
- "IsIncrease": false,
- "IsDecrease": false,
- "IsNoChange": false
}, - {
- "Ticker": "PLRX",
- "CUSIP": "729139105",
- "Issuer": "PLIANT THERAPEUTICS INC",
- "Class": "COM",
- "PositionAmountCurrent": 562379,
- "PositionValueCurrent": 9493000,
- "PositionAmountPrevious": 562379,
- "PositionValuePrevious": 16376000,
- "ChangeInShares": 0,
- "PercentChange": 0,
- "IsPrincipleAmount": false,
- "IsPut": false,
- "IsCall": false,
- "IsSold": false,
- "IsNew": false,
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}, - {
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}, - {
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}, - {
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}
]
}
}, - "type": "manager-holdings",
- "id": "d3b060a7-286b-40b1-9805-2daf576e822f"
}
}
See what changed in an Annual or Quarterly report by reading our highlights to see what text and tables were removed <del class="diff-old">
, added <ins class="diff-new">
and changed <ins class="diff-chg">
as compared to their preceding report.
Responses are GZip compressed and Base64 encoded. Decode and decompress for the HTML report and apply CSS to the 3 different diff classes in order to render highlights.
* Form Types supported: 10-K 10-Q 20-F 40-F
** Use the CIK and Accession Number values returned from the Company Filings endpoint for this endpoint's Request Parameters.
cik required | string Central Index Key (CIK) |
accessionNumber required | string SEC Filing Identifier |
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"
}, - "type": "diff",
- "id": "1d9f5f83-dc75-41ac-9e83-54e18439bcbc"
}
}
Returns a list of financial statements and disclosures from a company's Annual or Quarterly report.
* Form Types supported: 10-K 10-Q 20-F 40-F
** Use the CIK and Accession Number values returned from the Company Filings endpoint for this endpoint's Request Parameters.
*** Last10K.com is not affiliated with SEC.gov; please adhere to their Internet Security Policy if accessing their data.
cik required | string Central Index Key (CIK) |
accessionNumber required | string SEC Filing Identifier |
{- "meta": {
- "copyright": "Copyright 2021 Last10K.com All Rights Reserverd",
}, - "data": {
- "attributes": {
- "status": 0,
- "company": {
- "name": "Walmart Inc.",
- "cik": "104169",
- "ticker": "wmt"
}, - "filing": {
- "accessionNumber": "0000104169-21-000033",
- "filingDate": "2021-03-19T00:00:00.0000000+00:00",
- "formType": "10-K"
}, - "count": 78,
- "result": [
- {
- "Id": "2120105",
- "HtmlFileName": "R12.htm",
- "Section": "Disclosure",
- "Name": "Accrued Liabilities"
}, - {
- "Id": "2422411",
- "HtmlFileName": "R46.htm",
- "Section": "Disclosure",
- "Name": "Accrued Liabilities (Schedule Of Accrued Liabilities) (Details)"
}, - {
- "Id": "2321305",
- "HtmlFileName": "R27.htm",
- "Section": "Disclosure",
- "Name": "Accrued Liabilities (Tables)"
}, - {
- "Id": "2117104",
- "HtmlFileName": "R11.htm",
- "Section": "Disclosure",
- "Name": "Accumulated Other Comprehensive Loss"
}, - {
- "Id": "2419410",
- "HtmlFileName": "R45.htm",
- "Section": "Disclosure",
- "Name": "Accumulated Other Comprehensive Loss (Composition Of Accumulated Other Comprehensive Income) (Details)"
}, - {
- "Id": "2318304",
- "HtmlFileName": "R26.htm",
- "Section": "Disclosure",
- "Name": "Accumulated Other Comprehensive Loss (Tables)"
}, - {
- "Id": "1003004",
- "HtmlFileName": "R4.htm",
- "Section": "Statement",
- "Name": "Consolidated Balance Sheets"
}, - {
- "Id": "1006007",
- "HtmlFileName": "R7.htm",
- "Section": "Statement",
- "Name": "Consolidated Statements Of Cash Flows"
}, - {
- "Id": "1002003",
- "HtmlFileName": "R3.htm",
- "Section": "Statement",
- "Name": "Consolidated Statements Of Comprehensive Income"
}, - {
- "Id": "1001002",
- "HtmlFileName": "R2.htm",
- "Section": "Statement",
- "Name": "Consolidated Statements Of Income"
}, - {
- "Id": "1004005",
- "HtmlFileName": "R5.htm",
- "Section": "Statement",
- "Name": "Consolidated Statements Of Shareholders' Equity"
}, - {
- "Id": "1005006",
- "HtmlFileName": "R6.htm",
- "Section": "Statement",
- "Name": "Consolidated Statements Of Shareholders' Equity (Parenthetical)"
}, - {
- "Id": "2151110",
- "HtmlFileName": "R17.htm",
- "Section": "Disclosure",
- "Name": "Contingencies"
}, - {
- "Id": "2452432",
- "HtmlFileName": "R67.htm",
- "Section": "Disclosure",
- "Name": "Contingencies (Details)"
}, - {
- "Id": "0001001",
- "HtmlFileName": "R1.htm",
- "Section": "Document",
- "Name": "Cover Page"
}, - {
- "Id": "2157112",
- "HtmlFileName": "R19.htm",
- "Section": "Disclosure",
- "Name": "Disposals, Acquisitions And Related Items"
}, - {
- "Id": "2460436",
- "HtmlFileName": "R71.htm",
- "Section": "Disclosure",
- "Name": "Disposals, Acquisitions And Related Items (Assets And Liabilities Held For Sale) (Details)"
}, - {
- "Id": "2459435",
- "HtmlFileName": "R70.htm",
- "Section": "Disclosure",
- "Name": "Disposals, Acquisitions And Related Items (Narrative) (Details)"
}, - {
- "Id": "2358311",
- "HtmlFileName": "R33.htm",
- "Section": "Disclosure",
- "Name": "Disposals, Acquisitions And Related Items (Tables)"
}, - {
- "Id": "2136108",
- "HtmlFileName": "R15.htm",
- "Section": "Disclosure",
- "Name": "Fair Value Measurements"
}, - {
- "Id": "2441424",
- "HtmlFileName": "R59.htm",
- "Section": "Disclosure",
- "Name": "Fair Value Measurements (Carrying Value And Fair Value Of Long-Term Debt) (Details)"
}, - {
- "Id": "2440423",
- "HtmlFileName": "R58.htm",
- "Section": "Disclosure",
- "Name": "Fair Value Measurements (Narrative) (Details)"
}, - {
- "Id": "2439422",
- "HtmlFileName": "R57.htm",
- "Section": "Disclosure",
- "Name": "Fair Value Measurements (Notional Amounts And Fair Values Of Interest Rate Swaps) (Details)"
}, - {
- "Id": "2438421",
- "HtmlFileName": "R56.htm",
- "Section": "Disclosure",
- "Name": "Fair Value Measurements (Recurring And Nonrecurring) (Details)"
}, - {
- "Id": "2337308",
- "HtmlFileName": "R30.htm",
- "Section": "Disclosure",
- "Name": "Fair Value Measurements (Tables)"
}, - {
- "Id": "2131107",
- "HtmlFileName": "R14.htm",
- "Section": "Disclosure",
- "Name": "Leases"
}, - {
- "Id": "2433418",
- "HtmlFileName": "R53.htm",
- "Section": "Disclosure",
- "Name": "Leases (Leases Cost) (Details)"
}, - {
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