Institute Of Combinatorics And Its Applications
Institute Of Combinatorics And Its Applications is a charitable organization in Duluth, Minnesota.
Its tax id (EIN) is 86-3166575.
It was granted tax-exempt status by IRS in November, 2021.
For detailed information such as income and other financial data of Institute Of Combinatorics And Its Applications, refer to the following table.
Profile of Institute Of Combinatorics And Its Applications
| Organization Name |
Institute Of Combinatorics And Its Applications
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| Other Name | Ica |
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| Tax Id (EIN) | 86-3166575 |
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| Address |
1117 University Dr,
Duluth,
MN
55812-3000
|
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| In Care of Name | Dalibor Froncek |
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All tax-exempt organizations in zip code 55812
|
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| Tax Period | Asset | Income | Revenue |
|---|
| 0 | $0 | $0 | $0 |
| December, 2021 | $0 | $0 | $0 |
| December, 2022 | $0 | $0 | $0 |
| December, 2023 | $0 | $0 | $0 |
| | | |
| IRS Exempt Status Ruling Date | November, 2021 |
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| Exempt Status | Unconditional Exemption |
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| Deductibility | Contributions are deductible |
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| Tax Exempt Classification |
Human Services – Multipurpose and Other
|
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| Tax Exempt Activity |
Human Service Organizations - Multipurpose
|
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| NTEE Code | P20 |
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| Foundation Type | Organization that normally receives no more than one-third of its support from gross investment income and unrelated business income and at the same time more than one-third of its support from contributions, fees, and gross receipts related to exempt purposes. 509(a)(2) |
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| Organization Type | Corporation |
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| Organization Classification |
Charitable Organization
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| Affiliation | Independent - This organization is an independent organization or an independent auxiliary (i.e., not affiliated with a National, Regional, or Geographic grouping of organizations). |
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| Primary Return(s) Required to File | 990 - Required to file Form 990-N - Income less than $25,000 per year |
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| Private Foundation Filing Requirement | No need to 990-PF return |
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| Asset Range Reported on Form 990 | $0 |
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| Income Range Reported on Form 990 | $0 |
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| Accounting Period | 12 |
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