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API-Only Student Loan Repayment Plan Enrollment

Bring your own debts data, find the best student loan repayment plan for your consumer, and enroll them in that plan with their student loan servicer(s).

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Overview

Enrollment is a key feature that lets Partners enroll their qualifying Consumers in Income-Driven Repayment plans. Using this guide, you are just 5 short steps away from creating an Enrollment. The 5 steps required will be...

  1. Create a Consumer.
  2. Add student Debts for the Consumer.
  3. Fetch student loan Repayment Options.
  4. Update the Consumer to include PII.
  5. Submit Enrollment.

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💡 Please Note: This guide assumes that you'll be leveraging your existing data about the Consumer and their student loan Debts.

Requirements

To follow along with this guide, you will need your Payitoff API Key.

❗️

Warning: Don't share your keys!

Your API keys are extremely sensitive. Anyone who gains access to your keys will be able to impersonate you. Never expose your API keys in any publicly accessible areas, including GitHub, client-side code, or even a plain HTTP request. If you are ever in doubt that your API keys may have been exposed, contact us immediately!

If you encounter any authorization errors, please visit this page.

1. Create a consumer

Although a Consumer can technically be created without any field values, in order to get the most accurate Repayment Options in Step 3, make sure the following fields are set on the Consumer here in Step 1.

  • address — A state on the address object is necessary to get the most accurate Repayment Options for Consumers who live in Alaska or Hawaii due to the differing federal poverty levels in those states.
  • agi — Their Adjusted Gross Income for the household.
  • children — The number of children a consumer has.
  • dependents — The number of non-child dependents a consumer has.
  • marital_status — Marital Status of the Consumer.
    • SINGLE
    • MARRIED_FILING_JOINTLY
      • If married filing jointly, we will need the Consumer’s Spouse’s federal_student_loan_balance.
    • MARRIED_FILING_SEPARATELY
    • MARRIED_BUT_SEPARATED
    • MARRIED_BUT_SPOUSE_INFO_INACCESSIBLE

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💡 Please Note: Once you've fetched Repayment Options and verified eligibility in Step 3, you may decide that you want to submit an Enrollment . Submitting an Enrollment will require that additional fields are set on the Consumer, which can either be set on initial Consumer creation in Step 1 or added later in Step 4. Please see Step 4 for the Consumer required fields for Enrollment.

Example request:

// POST /api/v3.0.0/consumers
{
  "data": {
    "address": {
      "state": "LA"
    },
    "agi": "12345.00",
    "children": 0,
    "dependents": 0,
    "marital_status": "MARRIED_FILING_JOINTLY",
    "spouse": {
      "federal_student_loan_balance": "50000.00"
    }
  }
}

Response:

{
  "data": {
    "address": {
      "city": null,
      "state": "LA",
      "street1": null,
      "street2": null,
      "street3": null,
      "zipcode": null
    },
    "agi": "12345.00",
    "children": 0,
    "created_at": "2024-04-23T14:45:52.434299Z",
    "date_of_birth": null,
    "dependents": 0,
    "email": null,
    "first_name": null,
    "has_taxable_income": true,
    "last_name": null,
    "marital_status": "MARRIED_FILING_JOINTLY",
    "phone": null,
    "spouse": {
      "has_taxable_income": null,
      "date_of_birth": null,
      "federal_student_loan_balance": "50000.00",
      "first_name": null,
      "last_name": null
    },
    "updated_at": "2024-04-23T14:45:52.434299Z",
    "uuid": "af076fdc-0e36-4188-a1bc-8ed87af836c2"
  }
}

2. Add student debts for the consumer

Next you'll want to add Debts of type STUDENT_LOAN to the Consumer. When creating a Debt for the Consumer, the following fields will be necessary in order to get the most accurate results from Repayment Options in Step 3.

  • balance — The current balance of the debt. $0-balance debts are excluded from Repayment Options, but can be created anyway.
  • institution_name — The name of the financial institution servicing the debt, i.e. the loan servicer.
  • minimum_payment — The monthly payment on the student loan.
  • opened_on — The date the loan was first taken out.
  • original_principal — The original principal of the loan.
  • standing — The status of the debt. Typically IN_REPAYMENT for active loans, though student loans might also be PAST_DUE, CLOSED, DEFERRED, DEFAULTED. When generating repayment options, debts are assumed to be IN_REPAYMENT.
  • type — The type of debt, in this caseSTUDENT_LOAN.

If you have the values for these optional fields please include them:

  • apr - The debt's annual percentage (interest) rate.
  • term - Term in months.

Example request:

// POST /api/v3.0.0/consumers/af076fdc-0e36-4188-a1bc-8ed87af836c2/debts
{
  "data": {
    "apr": "4.5",
    "balance": "12345.67",
    "type": "STUDENT_LOAN",
    "opened_on": "2019-05-06",
    "original_principal": "15000",
    "institution_name": "NELNET",
    "minimum_payment": "518.19",
    "standing": "IN_REPAYMENT",
    "term": 120 // in months
  }
}

Response:

{
  "data": {
    "amount_past_due": null,
    "apr": "4.5",
    "balance_entering_repayment": null,
    "balance": "12345.67",
    "guarantor": null,
    "institution_name": "NELNET",
    "last_activity_on": null,
    "last_payment_amount": null,
    "last_payment_on": null,
    "lender": null,
    "minimum_payment": "518.19",
    "opened_on": "2019-05-06",
    "original_principal": "15000.00",
    "outstanding_interest": null,
    "payment_due_on": null,
    "payment_frequency": "MONTHLY",
    "payoff_balance": null,
    "payoff_quote_date": null,
    "repayment_begin_date": null,
    "reported_on": "2024-02-02",
    "responsibility": null,
    "standing": "IN_REPAYMENT",
    "student_loan_servicer": {
      "name": "NELNET",
      "uuid": "b910db38-853c-40d8-a4a4-da08167d1412"
    },
    "sub_type": "Direct Stafford Unsubsidized",
    "term": 120, // in months
    "type": "STUDENT_LOAN",
    "uuid": "94017c05-4302-4d9d-9b40-0521b1916266",
    "created_at": "2024-02-02T14:45:52.434299Z",
    "updated_at": "2024-02-02T14:45:52.434299Z"
  }
}

3. Fetch student loan repayment options

Now it's time to find the best student loan repayment plan for your Consumer. Using this endpoint allows you to provide a Consumer the ability to compare various Repayment Plans and choose a Plan that works best for their goals and needs.

With your Consumer and Debts successfully created, you're ready to fetch available Repayment Options.

In order to get the most accurate Repayment Options, make sure the fields mentioned in Step 1 have been set on the Consumer. These fields can also be updated on the Consumer in Step 4.

Example request:

// GET /api/v3.0.0/consumers/af076fdc-0e36-4188-a1bc-8ed87af836c2/student_loan_repayment_options

Response:

{
  "data": {
    "inputs": {
      "agi": "12345.00",
      "children": 0,
      "dependents": 0,
      "federal_student_loan_balance": "50000.00",
      "debts": [
        {
          "apr": "4.50",
          "balance_entering_repayment": null,
          "created_at": "2024-02-02T14:45:52.434299Z",
          "guarantor": null,
          "lender": null,
          "minimum_payment": "518.19",
          "opened_on": "2019-05-06",
          "original_principal": "15000.00",
          "outstanding_interest": null,
          "outstanding_principal": null,
          "repayment_begin_date": null,
          "servicer_name": "Nelnet",
          "standing": "IN_REPAYMENT",
          "sub_type": null,
          "updated_at": "2024-02-02T14:45:52.434299Z",
          "uuid": "94017c05-4302-4d9d-9b40-0521b1916266"
        }
      ],
      "marital_status": "MARRIED_FILING_JOINTLY",
      "private_loan_balance": "0.00",
      "spouse": {
        "federal_student_loan_balance": "50000.00"
      },
    },
    "original": {
      "amount_forgiven": "0.00",
      "estimated_tax_liability": "0.00",
      "final_monthly_payment": "518.49",
      "monthly_payment": "518.19",
      "number_of_payments": 120,
      "outstanding_interest": "0.00",
      "outstanding_principal": "50000.00",
      "total_cost": "62183.10",
      "total_paid": "62183.10"
    },
    "eligible_repayment_options":[
     {
        "amount_forgiven": "42015.00",
         "eligible_loans": [
          "94017c05-4302-4d9d-9b40-0521b1916266"
        ],
        "estimated_tax_liability": "9243.30",
        "final_monthly_payment": "356.75",
        "ineligible_loans": [],
        "ineligible_reasons": [],
        "name": "Saving on a Valuable Education",
        "number_of_payments": 240,
        "pslf_eligible": true,
        "repayment_plan": {
          "description": "Saving on a Valuable Education Repayment Plan",
          "idr": true,
          "name": "SAVE",
          "type": "REPAYE"
        },
        "scheduled_monthly_payment": "10.00",
        "starting_monthly_payment": "10.00",
        "total_cost": "44979.65",
        "total_paid": "35736.35"
      },
      {
        "amount_forgiven": "13276.33",
         "eligible_loans": [
          "94017c05-4302-4d9d-9b40-0521b1916266"
        ],
        "estimated_tax_liability": "2920.79",
        "final_monthly_payment": "518.19",
        "ineligible_loans": [],
        "ineligible_reasons": [],
        "name": "Income-Based (2014)",
        "number_of_payments": 240,
        "pslf_eligible": true,
        "repayment_plan": {
          "description": "Income Based Repayment Plan (2014)",
          "idr": true,
          "name": "New IBR",
          "type": "NEW_IBR"
        },
        "scheduled_monthly_payment": "135.25",
        "starting_monthly_payment": "135.25",
        "total_cost": "77670.01",
        "total_paid": "74749.21"
      },
      {
        "amount_forgiven": "0.00",
        "eligible_loans": [
          "94017c05-4302-4d9d-9b40-0521b1916266"
        ],
        "estimated_tax_liability": "0.00",
        "final_monthly_payment": "473.00",
        "ineligible_loans": [],
        "ineligible_reasons": [],
        "name": "Extended Graduated",
        "number_of_payments": 300,
        "pslf_eligible": false,
        "repayment_plan": {
          "description": "Extended Graduated Repayment Plan",
          "idr": false,
          "name": "Extended Graduated",
          "type": "EXTENDED_GRADUATED"
        },
        "scheduled_monthly_payment": "188.00",
        "starting_monthly_payment": "188.00",
        "total_cost": "89309.68",
        "total_paid": "89309.68"
      },
      {
        "amount_forgiven": "0.00",
        "eligible_loans": [
          "94017c05-4302-4d9d-9b40-0521b1916266"
        ],
        "estimated_tax_liability": "0.00",
        "final_monthly_payment": "283.66",
        "ineligible_loans": [],
        "ineligible_reasons": [],
        "name": "Extended Fixed",
        "number_of_payments": 289,
        "pslf_eligible": false,
        "repayment_plan": {
          "description": "Extended Fixed Repayment Plan",
          "idr": false,
          "name": "Extended",
          "type": "EXTENDED"
        },
        "scheduled_monthly_payment": "283.66",
        "starting_monthly_payment": "283.66",
        "total_cost": "81979.41",
        "total_paid": "81979.41"
      },
      {
        "amount_forgiven": "0.00",
        "eligible_loans": [
          "94017c05-4302-4d9d-9b40-0521b1916266"
        ],
        "estimated_tax_liability": "0.00",
        "final_monthly_payment": "875.00",
        "ineligible_loans": [],
        "ineligible_reasons": [],
        "name": "Graduated",
        "number_of_payments": 120,
        "pslf_eligible": false,
        "repayment_plan": {
          "description": "Graduated Repayment Plan",
          "idr": false,
          "name": "Graduated",
          "type": "GRADUATED"
        },
        "scheduled_monthly_payment": "292.00",
        "starting_monthly_payment": "292.00",
        "total_cost": "64237.25",
        "total_paid": "64237.25"
      },
      {
        "amount_forgiven": "0.00",
        "eligible_loans": [
          "94017c05-4302-4d9d-9b40-0521b1916266"
        ],
        "estimated_tax_liability": "0.00",
        "final_monthly_payment": "485.23",
        "ineligible_loans": [],
        "ineligible_reasons": [],
        "name": "Income-Contingent",
        "number_of_payments": 145,
        "pslf_eligible": true,
        "repayment_plan": {
          "description": "Income Contingent Repayment Plan",
          "idr": true,
          "name": "ICR",
          "type": "ICR"
        },
        "scheduled_monthly_payment": "394.82",
        "starting_monthly_payment": "394.82",
        "total_cost": "65530.00",
        "total_paid": "65530.00"
      },
      {
        "amount_forgiven": "0.00",
        "eligible_loans": [
          "94017c05-4302-4d9d-9b40-0521b1916266"
        ],
        "estimated_tax_liability": "0.00",
        "final_monthly_payment": "0.00",
        "ineligible_loans": [],
        "ineligible_reasons": [],
        "name": "Standard",
        "number_of_payments": 0,
        "pslf_eligible": true,
        "repayment_plan": {
          "description": "Standard Repayment Plan",
          "idr": false,
          "name": "Standard",
          "type": "STANDARD"
        },
        "scheduled_monthly_payment": "518.19",
        "starting_monthly_payment": "518.19",
        "total_cost": "62183.10",
        "total_paid": "62183.10"
      }
    ],
    "ineligible_repayment_options": [
      {
        "amount_forgiven": "0.00",
        "eligible": false,
        "eligible_loans": [],
        "estimated_tax_liability": "0.00",
        "final_monthly_payment": "0.00",
        "ineligible_loans": [
          "94017c05-4302-4d9d-9b40-0521b1916266"
        ],
        "ineligible_reasons": [
          "New Borrower Date after July 1st, 2014"
        ],
        "name": "Income-Based (2009)",
        "number_of_payments": 0,
        "pslf_eligible": true,
        "repayment_plan": {
          "description": "Income Based Repayment Plan (2009)",
          "idr": true,
          "name": "IBR",
          "type": "IBR"
        },
        "scheduled_monthly_payment": "0.00",
        "starting_monthly_payment": "0.00",
        "total_cost": "0.00",
        "total_paid": "0.00"
      }
    ]
  }
}

eligible_repayment_options will be sorted in order of the best outcome for the consumer, which prioritizes, in order:

  • Plans that result in both a lower monthly payment and total cost
  • Plans that offer the lowest monthly payment for the consumer
  • The Saving on A Valuable Education (SAVE) plan
  • Plans that offer the lowest total cost for the consumer

4. Update consumer for enrollment

In order to view Repayment Options as soon as possible, we required only the minimal fields necessary when creating a Consumer in Step 1. Once you've fetched the Repayment Options and verified eligibility, in order to submit an Enrollment, we will now need to make sure all the Consumer required Enrollment fields have been set.

Required fields include:

  • address— The Consumer's mailing address.
  • children — The number of children a Consumer has.
  • date_of_birth — Date of the Consumer's birth.
  • dependents — The number of non-child dependents a Consumer has.
  • first_name — Date of the Consumer's birth.
  • last_name — The Consumer’s last name.
  • marital_status - Marital Status of the Consumer.
    • SINGLE
    • MARRIED_FILING_JOINTLY
    • MARRIED_FILING_SEPARATELY
    • MARRIED_BUT_SEPARATED
    • MARRIED_BUT_SPOUSE_INFO_INACCESSIBLE
  • phone — The Consumer's telephone number.
  • ssn — The Consumer's social security number.
  • spouse — If the marital_status is MARRIED_FILING_JOINTLY and the Spouse's federal_student_loan_balance is greater than zero, we will need the following Spouse fields.
    • first_name
    • has_taxable_income
    • last_name
    • ssn
    • date_of_birth
    • federal_student_loan_balance

📘

Spouse information is used by the Federal Student Aid office to locate the spouse and their loans in order to accurately assign payment amounts.


Example request:

// PATCH /api/v3.0.0/consumers/af076fdc-0e36-4188-a1bc-8ed87af836c2
{
  "data": {
   "address": {
      "city": "New Orleans",
      "state": "LA",
      "street1": "2948 Main St",
      "street2": "Apt 2H",
      "street3": null,
      "zipcode": "70032"
    },
    "date_of_birth": "2002-02-02",
    "email": "[email protected]",
    "first_name": "Sally",
    "last_name": "Simpson",
    "phone": "217-555-7987",
    "ssn": "123-12-1234",
    "spouse": {
      "first_name": "Henry",
      "has_taxable_income": true,
      "last_name": "Jones",
      "ssn": "321-21-4321",
      "date_of_birth": "2002-03-03"  
    }
  }
}

Response:

{
  "data": {
    "address": {
      "city": "New Orleans",
      "state": "LA",
      "street1": "2948 Main St",
      "street2": "Apt 2H",
      "street3": null,
      "zipcode": "70032"
    },
    "agi": "12345.00",
    "children": 0,
    "created_at": "2024-04-23T14:45:52.434299Z",
    "date_of_birth": "2002-02-02",
    "dependents": 0,
    "email": "[email protected]",
    "first_name": "Sally",
    "last_name": "Simpson",
    "marital_status": "MARRIED_FILING_JOINTLY",
    "phone": "217-555-7987",
    "spouse": {
      "date_of_birth": "2002-03-03",
      "federal_student_loan_balance": "50000.00",
      "first_name": "Henry",
      "has_taxable_income": true,
      "last_name": "Jones"
    },
    "updated_at": "2024-04-23T14:45:52.434299Z",
    "uuid": "af076fdc-0e36-4188-a1bc-8ed87af836c2"
  }
}

5. Submit Enrollment

To request a consumer' in a repayment plan, you will need to provide:

  • repayment_plan — The name of the plan the Consumer is requesting. Values include:
    • IBR — Income-Based Repayment (2009)
    • ICR — Income-Contingent Repayment
    • NEW_IBR — Income-Based Repayment (2014)
    • PAYE — Pay As You Earn
    • SAVE — Saving on a Valuable Education
  • signed_at— is our confirmation that a Partner (that's you!) has obtained the necessary permissions from a Consumer to make enrollment filings on their behalf. Partners are responsible for obtaining this permission from their Consumers. This request will return a 422 Unprocessable Entity if the signature param is omitted.
  • irs_authorized_at- ISO8601 timestamp of when the Consumer agreed for the IRS to verify their income. This may be submitted instead of an income_certification if the Consumer's income has not decreased since they last filed taxes.
  • income_certification must be provided unless the Consumer is both unemployed and not collecting unemployment, or has not consented to IRS authorization. This is mutually exclusive of irs_authorized_at. This is a Base64-encoded PDF, PNG, GIF or JPEG file of the appropriate document. The type of the certification can be one of:
    • DETERMINATION_SUMMARY — Benefits determination letter with the consumer's full name, weekly benefit amount, agency providing the benefits, and benefits period, if they currently receive unemployment income. Please do not provide documentation of untaxed income such as Supplemental Security Income, child support, or federal or state public assistance.
    • OFFER_LETTER — a letter from the consumer's pending employer listing their full name, gross pay, and pay period, if your income significantly decreased since you filed your last federal income tax return. Please indicate how often they receive the income, for example, “twice per month” or “every other week."
    • PAY_STUB — a pay stub from the consumer's current employer listing your full name, gross pay, and pay period, if their income significantly decreased since you filed your last federal income tax return. Please indicate how often you receive the income, for example, “twice per month” or “every other week."
    • TAX_RETURN — A copy of the consumer's most recent federal income tax return or tax transcript.
  • "spouse": { "income_certification": "..." } must also be provided if the Consumer is providing an income_certification that is not a TAX_RETURN and their marital_status is MARRIED_FILING_JOINTLY.

Summary of Income Certification Requirements

ScenarioRequired Income Certification
Consumer (and spouse if they have one) have no taxable income.Income certification not required. The Consumer's (and spouse's if present) agi must be zero.
Consumer (and spouse if they have one) have income that has not significantly decreased since they filed their taxes.Consumer may consent to IRS authorization. If they do not consent, they must upload their their federal tax return or their tax transcript.
Consumer (and spouse if they have one) have income that has significantly decreased since they last filed their taxes.Consumer and/or their spouse, depending on who actually has taxable income, must upload a recent PAY_STUB, OFFER_LETTER, or unemployment DETERMINATION_SUMMARY for their income certification.

Example request:

// POST /api/v3.0.0/consumers/af076fdc-0e36-4188-a1bc-8ed87af836c2/enrollments
{
  "data": {
    "repayment_plan": "SAVE",
    "signed_at": "2024-04-25T20:15:41.626445Z",
    "income_certification": {
        "file": 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",
        "type": "PAY_STUB"
      },
    "spouse": {
      "income_certification": {
        "file": "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",
        "type": "PAY_STUB"
      }
    }
  }
}

Response:

{
  "data": {
    "status": {
      "type": "enrollment_queued",
      "description": "Queued"
    },
    "uuid": "2ab875ab-b242-46fc-b96f-6772376a9af9",
    "updated_at": "2024-05-08T20:44:25.840146Z",
    "created_at": "2024-05-08T20:44:25.840146Z",
    "repayment_plan": {
      "type": "SAVE",
      "description": "Saving on a Valuable Education Repayment Plan"
    },
    "estimated_approval_date": "2024-07-03"
  }
}

Updated about 2 months ago