The following instructions are to assist system subordinate units* in (1) reporting creditable service and compensation and taxable earnings to their National Secretary-Treasurer or the National Reporting Officer of their labor organization and (2) reporting and paying retirement taxes and unemployment contributions.
Form OE-1 is used to report creditable service and compensation for system units of national rail labor organizations covered under the provisions of the Railroad Retirement Act (RRA) and the Railroad Unemployment Insurance Act (RUIA). The report should be sent to your National Secretary-Treasurer or National Reporting Officer within 15 days after the end of the period covered by the report. DO NOT SEND FORM OE-1 TO THE RAILROAD RETIREMENT BOARD (RRB) OR TO THE INTERNAL REVENUE SERVICE (IRS).
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*System subordinate units include:
DISTRICT COUNCILS |
DISTRICT LODGES |
GENERAL COMMITTEES |
GENERAL COMMITTEES OF ADJUSTMENT |
GENERAL GRIEVANCE COMMITTEES |
JOINT PROTECTIVE BOARDS |
STATE LEGISLATIVE BOARDS |
STATE LEGISLATIVE COMMITTEES |
SYSTEM BOARDS |
SYSTEM COUNCILS |
SYSTEM FEDERATIONS |
REGIONAL ASSOCIATIONS OF GENERAL CHAIRMEN |
FEDERATIONS OF GENERAL CHAIRMEN |
|
WHERE TO GO FOR ADDITIONAL INFORMATION
- For additional forms or questions about these instructions contact either your national organization or a Compensation Reporting Specialist at the RRB’s Quality Reporting Service Center at (312) 751-4992 or email qrsc@rrb.gov.
- For questions about completing Form CT-1, tax deposit rules, or obtaining an employer identification number (EIN), call the IRS at 1-800-829-4933 (Business and Specialty Tax Line) or 1-800-829-4059 (TDD/TTY) for persons who are hearing impaired or have a speech disability, Monday - Friday 7:00 AM - 7 PM local time.
- For more information on Additional Medicare Tax, visit www.irs.gov and search for “Questions and Answers for the Additional Medicare Tax,” Form 8959, Additional Medicare Tax, and Instructions for Form 8959.
- For information on the Electronic Federal Tax Payment Systems (EFTPS) or to enroll in EFTPS, visit the EFTPS website at www.eftps.gov/eftps/ or call 1-800-555-4477; en español, 1-800-244-4829; for TDD (hearing impaired) call 1-800-733-4829 from 8 AM – 8 PM (ET), Monday - Friday. Assistance is available 24/7 unless otherwise noted. Additional information about EFTPS is also available in the Internal Revenue Service Publication (Pub.) 966, Electronic Federal Tax Payment System: A Guide to Getting Started.
- For questions regarding enrollment on the Pay.gov website, please contact Pay.gov customer support by either calling 1-800-624-1373 (toll-free, Option #2), emailing pay.gov.clev@clev.frb.org, or completing the contact form on Pay.gov. Assistance is available 7 AM – 7 PM (ET), Monday - Friday, except U.S. Government Holidays.
A. INSTRUCTIONS FOR COMPLETING ITEMS 1-21
- Enter the name of your national organization.
- Enter the page number and the total number of pages included in this report. Example: Page 1 of 2.
- (a) Enter the name and/or number of your reporting unit. (b) Enter the Employer Identification Number (EIN) of your reporting unit.
- Enter the RRB unit number (BA number) assigned to your national organization. To obtain your unit number, contact your national organization.
- Enter the appropriate month or quarter and year. Example: Mar 2018 or 1st Q 2018.
- Enter the employee’s last name followed by the employee’s first name and middle initial. Also, enter the employee’s nine-digit social security number.
- Enter the appropriate month of the quarter you are filing. Example: If you are filing for the 2nd quarter of 2018, enter Apr in 1, May in 2, and Jun in 3.
- Enter the employee’s last daily pay rate for the report year exclusive of overtime and other allowances. Use the actual daily rate of pay if it is less than $200.00. If the rate is equal or greater than $200.00, report $200.00. Do not report amounts in excess of $200.00. The last daily pay rate need be reported ONLY for the last month the employee worked in the year. This information is used in certain situations to determine the RUIA benefit rate. Instructions for converting pay rates to daily rates are in Part C of these instructions.
- Enter the gross earnings and Tier I Medicare earnings. Note: Both amounts consist of all taxable compensation. Only include amounts earned for services to your unit.
- Enter the amount of the employee Medicare tax withheld from the employee’s earnings. Instructions for calculating the withholding amounts are in Part B of these instructions.
- Enter the Tier I creditable retirement compensation.
- Enter the amount of Tier I employee tax withheld from the employee’s earnings.
- Enter the Tier II creditable retirement compensation.
- Enter the amount of the Tier II employee tax withheld from the employee’s earnings.
- Enter the creditable RUIA compensation. Instructions for determining creditable RUIA compensation are in Part F of these instructions.
- Calculate the totals for columns 9 thru 15.
- Enter your name and title.
- Enter the address of your organization.
- Enter a telephone number you may be contacted at.
- Enter the date the report was completed.
- Leave blank. For NRO use only.
SAMPLE
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)
B. INSTRUCTIONS FOR CALCULATING WITHHOLDING AMOUNTS
In December of each year, the RRB releases notices of the earnings maximums as well as the Tier I, Tier II, Medicare, and RUIA tax rates for the following year. The earnings maximums and tax rates are subject to change annually. This information is also posted on the RRB website (www.RRB.gov).
Enter the annual compensation maximums in the corresponding boxes on the OE-1. Compensation should not be taxed or reported in excess of the annual earnings maximums for an individual. Tier I taxes are not assessed on earnings above the Tier I annual maximum limit. Tier II taxes are not assessed on earnings above the Tier II annual maximum limit. There is no compensation maximum for Medicare tax.
An employee pays three payroll taxes: Tier I, Tier II, and Medicare. Employees do not pay the RUIA contribution. The employee and employer tax rates are the same for Tier I and Medicare but differ for Tier II. To calculate the tax withheld, multiply the taxable earnings by the tax rate.
The following is a calculation of Ed Engineer's January withholding from the sample shown in SECTION A.
MEDICARE
TAX
WITHHELD
|
TIER I
TAX
WITHHELD
|
TIER II
TAX
WITHHELD
|
$ 480.00
|
$ 480.00
|
$ 480.00
|
X 0.0145
|
X 0.062
|
X 0.049
|
$ 6.96
|
$ 29.76
|
$ 23.52
|
NOTE: Beginning in 2013, employees pay an additional 0.9 percent Medicare tax on yearly earnings above $200,000. An employer is required to begin withholding Additional Medicare Tax in the pay period in which it pays railroad retirement (RRTA) compensation in excess of $200,000 to an employee and continue to withhold it each pay period until the end of the calendar year. There is no employer match for Additional Medicare Tax.
The following is a calculation for the Additional Medicare Tax an employer would withhold if Pam Payroll was to earn over $200,000 in RRTA compensation.
In 2018, Pam Payroll earned $250,000 in RRTA compensation. $50,000 is the amount Pam Payroll earned over the $200,000 threshold. Her employer is required to withhold the Additional Medicare Tax on this amount.
|
ADDITIONAL
MEDICARE
TAX
WITHHELD
|
|
$ 50,000.00
|
|
X 0 .009
|
|
$ 450.00
|
C. INSTRUCTIONS FOR CALCULATING THE DAILY PAY RATE (Item 8)
To determine the daily rate of an employee paid on an:
HOURLY BASIS - Multiply the hourly rate by 8;
MONTHLY BASIS - Divide the monthly rate by 21.75;
ANNUAL BASIS - If the annual rate is adjusted for months employed, divide the annual rate by the months employed. Otherwise, divide the annual salary rate by 12. Divide the quotient by 21.75.
D. INSTRUCTIONS FOR USE OF FORM OE-1 IN COMPLETING FORM CT-1
Form CT-1, Employer’s Annual Railroad Retirement Tax Return, is the IRS form used to report railroad retirement taxes. Form CT-1 is filed annually for taxes imposed on earnings paid in a calendar year. If the cumulative earnings for all employees are less than the Tier II maximum, then the cumulative gross earnings will be equal to the cumulative Tier I and Tier II earnings.
Enter the cumulative earnings totals and withholding totals in the appropriate spaces in the TAX CALCULATION WORKSHEET on page two of Form OE-1. The cumulative totals are the sums of the totals from all Forms OE-1 filed in the year.
Enter the tax rates in Items A, B, and C, on the worksheet and multiply by the earnings. The items from the TAX CALCULATION WORKSHEET are in the same order and directly correspond to items on Form CT-1. Transcribe the amounts from the worksheet to Form CT-1 using the "CT-1 references" column on the worksheet as a guide.
The cumulative yearly totals in the following example are four times the quarterly totals from the sample shown in SECTION A.
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)
The amounts in Item A should equal Item D and amounts in Item B should equal Item E. The items may differ a few cents due to rounding of partial cents.
* 0.65% is the minimum RUIA Contribution Rate for any employer. To get the individual contribution rate for your organization or unit, contact the National Organization or the RRB.
E. INSTRUCTIONS FOR USE OF FORM OE-1 IN DETERMINING TAX LIABILITY
Taxes reported on Form CT-1 are paid monthly with two exceptions: 1) your tax liability is more than $100,000, in which case taxes are paid more often than monthly, or 2) your tax liability is less than $2,500, in which case taxes may be paid annually. All federal tax deposits must be made by electronic funds transfer. Generally, an electronic funds transfer is made using the Electronic Federal Tax Payment System (EFTPS). If you do not wish to use EFTPS, have an authorized financial institution make the electronic deposit on your behalf. Taxes must be deposited with the U.S. Department of Treasury; taxes must not be paid to the IRS or to the RRB.
The RUIA contributions reported on the Form DC-1 are filed quarterly by your National Secretary-Treasurer or National Reporting Officer after they receive Form OE-1 from all of their system subordinate units. The RUIA contribution payments should be made electronically using https://www.pay.gov/public/home. If your National Secretary-Treasurer or National Reporting Officer does not wish to use Pay.gov, they can submit a check or money order made out to the ‘U.S. Railroad Retirement Board’ at the following address:
Chief Financial Officer |
U.S. Railroad Retirement Board |
844 N. Rush Street |
Chicago, IL 60611-1275 |
The frequency, monthly or quarterly, for filing Form OE-1 is determined by your national organization. If you file Form OE-1 monthly, the form can be used to calculate your monthly tax liability by completing Items A through I on the TAX CALCULATION WORKSHEET. It will be necessary to sum the RUIA compensation for the three months in the quarter to calculate the quarterly DC-1 RUIA contribution amount. If you file Form OE-1 quarterly, the form can be used to calculate your DC-1 tax liability by completing Item I of the TAX CALCULATION WORKSHEET. If you develop the monthly earnings and withholding totals, you can enter the monthly totals in the TAX CALCULATION WORKSHEET to calculate the monthly tax liability.
If all employees’ earnings are less than the Tier II maximum, another option for determining monthly tax liability is to multiply the monthly gross earnings by the combined tax rate. The combined tax rate is the sum of the six tax rates: Employee Medicare, Employee Tier I, Employee Tier II, Employer Medicare, Employer Tier I, and Employer Tier II. For example, the sum of the six tax rates for 2018 is 33.3%. If all of the employees’ combined earnings are less than the Tier II maximum, multiply the monthly 2018 gross earnings by 0.333 to obtain the monthly 2018 tax liability.
The following example demonstrates the calculation of tax liability for March 2018 and DC-1 contributions for the first quarter of 2018 using data from the sample shown in SECTION A. The totals in Items A through I were developed from the figures shown for the third month of the first quarter.
![](data:image/png;base64,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)
The amounts in Item A should equal Item D and amounts in Item B should equal Item E. The items may differ a few cents due to rounding of partial cents.
F. INSTRUCTIONS FOR DETERMINING CREDITABLE RUIA COMPENSATION (Item 15)
If an employee worked only for the system unit in a month, earnings are creditable under the RUIA up to the monthly RUIA maximum. If an employee of a system unit also worked for a railroad carrier in the same month, the employee’s combined earnings are creditable up to the RUIA monthly maximum. If the combined earnings exceed the RUIA monthly maximum, the creditable RUIA compensation may be prorated or allocated between the two employers. The method of prorating is not set by the RRB but by agreement between the two employers. Any method which yields the correct total RUIA compensation is acceptable to the RRB. If RUIA compensation is apportioned between the system unit and the railroad carrier, the system unit must retain, for the full payroll records retention period, the records of earnings paid by the carrier provided by the employee for determining the apportionment.
Method 1
One common method of apportioning RUIA compensation between two employers is for the system unit to report RUIA compensation only in the amount not reported by the primary employer. For example, the 2018 RUIA monthly maximum is $1,560. If both the system unit and the primary employer pay $1,000 in earnings for the month of January 2018, the primary employer reports RUIA compensation of $1,000 for January 2018 and the system unit reports $560. The sum of RUIA compensation reported by the two employers is $1,560 the maximum for the month.
Method 2
Another method of apportioning RUIA compensation is for each employer to report RUIA compensation in a ratio equal to the ratio of the gross earnings paid by the two employers.
- Determine the total earnings for the month and the total creditable RUIA compensation based on the total earnings.
- Determine the ratio of the system unit earnings to the total earnings.
- Multiply the creditable RUIA compensation by the system unit ratio. This will yield the system unit share of RUIA compensation under this method.
The following example is based on Ed Engineer from the sample shown in SECTION A.
Month
|
Local 100 Earnings
|
RR Carrier Earnings
|
RUIA Compensation Method 1
|
RUIA Compensation Method 2
|
January
|
$ 480.00
|
$1,500.00
|
$ 0.00
|
$ 349.20
|
February
|
$ 512.00
|
$ 500.00
|
$ 512.00
|
$ 516.12
|
March
|
$ 512.00
|
$ 0.00
|
$ 512.00
|
$ 512.00
|
Jan: $ 480.00 + $1,500.00 = $1,980.00; 2) $480.00 ÷ $1,980.00 = 0.24; 3) 0.24 x $1,560.00 = $374.40
Feb: $ 512.00 + $ 500.00 = $1,012.00; 2) $512.00 ÷ $1,012.00 = 0.51; 3) 0.51 x $1,012.00 = $516.12
A second example is based on Tim Trainman from the sample shown in SECTION A.
Month
|
Local 100 Earnings
|
RR Carrier Earnings
|
RUIA Compensation Method 1
|
RUIA Compensation Method 2
|
January
|
$ 150.00
|
$2,000.00
|
$ 0.00
|
$ 109.20
|
February
|
$ 190.00
|
$2,000.00
|
$ 0.00
|
$ 135.72
|
March
|
$ 10.00
|
$ 300.00
|
$ 10.00
|
$ 9.92
|
Jan: $150.00 + $2,000.00 = $2,150.00; 2) $150.00÷$2,150.00 = 0.070; 3) 0.070 x $1,560.00= $ 109.20
Feb: $190.00 + $2,000.00 = $2,190.00; 2) $190.00÷$2,190.00 = 0.087; 3) 0.087 x $1,560.00 = $ 135.72
Mar: $ 10.00 + $ 300.00 = $ 310.00; 2) $ 10.00÷$310.00 = 0.032; 3) 0.032 x $310.00 = $ 9.92