EX-10.3 4 catalent-2019930xex103.htm EX-10.3 Document

Exhibit 10.3
data:image/jpeg;base64,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
Management Incentive Plan
FY2020 Summary
Introduction
The Management Incentive Plan (MIP) is a variable annual cash incentive program under the Catalent, Inc. 2018 Omnibus Incentive Plan (the Plan) that rewards performance against annual individual and business-based goals. Individual performance goals designed to support the broader business goals are established each year between eligible participants and their respective managers. The Compensation and Leadership Committee (the Committee) of the Board of Directors (the Board) of Catalent, Inc. (Catalent or the Company) selects the business-based goals for the MIP from among the corporate financial and strategic growth objectives approved each year by the Board.
Eligibility for the MIP is based on several criteria, including position in the organization and past performance. MIP participants are expected to play an important role in achieving the Company’s strategic goals and contributing to the growth of the Company and its people. Key features of the MIP, including funding and the determination and payment of individual awards, are described below.
Market-Based Program
Catalent believes that providing competitive market-based compensation is critical to attracting, engaging and retaining key talent and the critical skill sets and expertise necessary to make Catalent successful. With this in mind, Catalent’s incentive programs, including the MIP, are reviewed on an annual basis taking into account market compensation trends, annual financial goals, and changes in business strategies. Where appropriate, a review is performed and changes are generally agreed prior to the start of the fiscal year, although the Company reserves the right to make changes at any time.
MIP Alignment with Financial Goals
Catalent believes that the MIP acts best as an incentive when there is meaningful alignment between the business performance factors used to measure a participant’s achievement and the participant’s ability to enhance the performance of the overall organization through the participant’s position within the organization. Depending on a participant’s role, the business performance factors can be weighted among one, two, or three organizational levels (i.e., overall Catalent, the principal business unit (BU) to which the participant’s efforts are directed (if any), and the principal site and/or region to which the participant’s efforts are directed (if any)). In some cases, the business performance factors may also be weighted differently for participants who support multiple BUs and/or sites. The chart below provides several examples of weightings for the business performance factors.



data:image/jpeg;base64,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
(1) As noted above, there may be cases in which other weightings are used for individual participants.
(2) Includes positions that support business unit-wide initiatives (e.g., VPs of operations, quality, or finance for a BU).
(3) This weighting may take into account site/regional results, which may include the results of multiple BUs and sites.
Business Performance Factors Combine for a Business Achievement Factor (BF)
As noted, the business performance factors measure achievement against a set of goals fixed each year by the Board and the Committee. For fiscal 2020, there are three business goals, (1) EBITDA (earnings before interest, taxes, depreciation, and amortization), which accounts for 65% of the overall business goal, (2) Revenue at 20%, and (3) Annual Capital Deployed at 15%. Because the MIP measures achievement against budget, adjustments to EBITDA, Revenue, and Annual Capital Deployed that are used in determining the budget will also apply when measuring performance, and results in foreign currencies will be converted to U.S. dollars at the currency exchange rates used to determine the budget.
EBITDA and Revenue directly measure Catalent’s overall financial performance. The goal of improving Annual Capital Deployed is to improve Catalent’s working capital ratio, which in turn should result in an increase in cash flow. This improvement can come from, for example, improvements in collections and the management of payables. The target for fiscal 2020 is to improve this ratio by one percentage point. Annual Capital Deployed is calculated as the 12-month average of the Working Capital ratio using actual results at budget rates, where the ratio is (Working Capital) / (annualized computation of last-90-days revenue).
Achievement against each goal—EBITDA, Revenue, and Annual Capital Deployed—is measured separately, and an achievement factor is assigned based on the attainment against each goal. These achievement factors are then weighted—65% for EBITDA, 20% for Revenue, and 15% for Annual Capital Deployed—to determine an overall business achievement factor (BF).
For fiscal 2020, the Committee has established the payout scales set forth below, which are used to convert the achievement against a goal to the achievement factor used to calculate the MIP.










EBITDA and Revenue Payout Scale

% of TargetAchievement
Factor
Assigned
Comment% of TargetAchievement
Factor
Assigned
Comment
>125%200.00%100%100.00%Target
125%200.00%Maximum99%97.50%
124%195.00%98%95.00%
123%190.00%97%92.50%
122%185.00%96%90.00%
121%180.00%95%87.50%
120%175.00%94%85.00%
119%170.00%93%82.50%
118%165.00%92%80.00%
117%160.00%91%77.50%
116%155.00%90%75.00%
115%150.00%89%72.50%
114%145.00%88%70.00%
113%140.00%87%67.50%
112%135.00%86%65.00%
111%130.00%85%62.50%
110%125.00%84%60.00%
109%122.50%83%57.50%
108%120.00%82%55.00%
107%117.50%81%52.50%
106%115.00%80%50.00%Threshold
105%112.50%< 80%ZeroCommittee Discretion
104%110.00%
103%107.50%
102%105.00%
101%102.50%
100%100.00%Target
100% performance results in a 100% achievement factor. Performance above and below target increases or decreases the achievement factor as indicated in the chart above. The minimum achievement factor is 80%–below that, the assigned achievement factor is 0% (though the Committee remains free, in its sole discretion, to still make a MIP award in respect of this Business Performance Factor). Similarly, the maximum achievement factor is 125%–above that, the assigned achievement factor remains the same.





Corporate Annual Capital Deployed Payout Scale
data:image/jpeg;base64,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
Reducing our Annual Capital Deployed by one percentage point results in a 100% achievement factor, with the achievement factor increasing and deceasing based on performance against the target. The minimum achievement factor is -0.25%–below that, the assigned achievement factor is 0% (though the Committee remains free, in its sole discretion, to still make a MIP award in respect of this Business Performance Factor). Similarly, the maximum achievement factor is ‑2.00%–above that, the assigned achievement factor remains the same. The Annual Capital Deployed Scale may differ within one or more of Catalent’s Business Units.
Set forth below is a chart showing, at multiple example levels of achievement, how the three separate business performance factors–EBITDA, Revenue, and Annual Capital Deployed–can come together to give participants a singled combined BF.
data:image/jpeg;base64,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
Note: For fiscal 2020, the Committee has set the EBITDA and revenue performance thresholds at 80% of target and the Corporate Annual Capital Deployed at ‑0.25%. Funding for the MIP is dependent on achievement of at least one of the threshold levels. If no hurdles are met, MIP awards can only occur at the sole discretion of the Committee.



Individual Performance Factor (IPF)
Each year, MIP participants, in collaboration with their managers, establish appropriate individual performance goals based on their roles. These goals should be aligned with the business performance goals established for Catalent overall. At fiscal year-end, managers determine each participant’s individual performance factor (IPF) based on the participant’s overall performance for the year, including achievement of the participant’s individual performance goals. In general, the IPF ranges from 0 to 150%.
For fiscal 2020, MIP participants who receive a performance rating of “Did Not Meet Expectations” will receive a zero IPF and will not be eligible for payout under the MIP regardless of the BF achievement.
The Business and Individual Performance Factors Are Combined to Determine the MIP Award
At the beginning of each fiscal year, a target MIP payout is set for each participant, usually expressed as a percentage of base salary. The amount actually paid to the participant following the end of the fiscal year is dependent on both the participant’s combined business achievement percentage (a non-discretionary fixed amount) and the individual performance factor assigned to the participant (based on manager’s discretion). For fiscal 2020, the combined BF is weighted 70%, and the IPF is weighted 30%, in order to obtain an overall combined performance factor, which is expressed as a percentage and then applied against the target. Because each BF can range from 0% to 200%, and the IPF can range from 0% to 150%, the total MIP payout can range from 0% to 185% of the target payout amount.
MIP Calculation Summary for Fiscal 2020
Set forth below is a graphical summary of the MIP calculation process. For participants with multiple business factors (overall, BU, and site/region), the business factor calculation is performed separately for each segment, then combined as a weighted average, in order to determine an overall combined BF.



data:image/jpeg;base64,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
Sample MIP calculation for illustrative purposes:
In this example, we assume that all relevant business metrics perform at target. We also assume that the participant has a base salary of $100,000 and a MIP target of 15%, and that the participant ends the fiscal year with an individual performance factor of 100%.



data:image/jpeg;base64,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

Performance Updates During the Fiscal Year
The MIP design is open and transparent, reflecting Catalent’s confidence that Company leaders can deliver on its challenging but achievable goals.
Throughout the fiscal year, participants should review their progress against their personal goals with their managers. The senior management team will also provide updates on Catalent’s progress against its business goals. These individual and team updates will help participants to track their and the Company’s progress toward annual MIP funding and payout.
Effect of Employment Status Changes on Eligibility (Subject to Local Laws)
Your eligibility to receive a MIP award is affected by your employment status at payout. Listed below are payout provisions pertaining to different termination scenarios:



Event
Occurring prior to April 1, 2020
Occurring between April 1, 2020 and MIP payment (scheduled for Sept. 2020)
Voluntary termination (including resignation and job abandonment)Not eligible for payout
Involuntary termination for cause* or for other than reduction-in-force/restructure/divestiture
Not eligible for payout
Involuntary termination due to reduction-in-force/restructure/divestitureNot eligible for payoutEmployees with continuous MIP-eligible service through the date of termination, where at least 90 days of that service occurred in fiscal 2020, will be eligible for payout at the normal payout date based on actual company/BU/site results (pro-rated for the portion of the year in service) and IPF as determined by the employees’ manager (similarly pro-rated)
Death or Disability**
Employees with continuous MIP-eligible service through the date of death or Disability, where at least 90 days of that service occurred in fiscal 2020, will be eligible for payout at the normal payout date based on actual company/BU/site results (pro-rated for the portion of the year in service) and IPF as determined by the employees’ manager (similarly pro-rated)
Retirement***
Not eligible for payoutEmployees with at least 90 days of MIP-eligible service in fiscal 2020 will be eligible for payout at the normal payout date based on actual company/BU/site results (pro-rated for the portion of the year in service) and IPF as determined by the employees’ manager (similarly pro-rated)
Certain leaves of absence (LOA) may affect eligibility. Applicable LOA policies should be consulted on a regional basis.
* Management reserves the right to determine in its sole discretion whether an individual termination of a participant is for cause.
** The definition of Disability shall be as set forth in the Plan.
*** A termination (other than a termination when grounds existed for a termination for cause at the time thereof) initiated by a participant that occurs on or after the date on which the sum of the participant’s age and period of service (calculated in months) equals sixty-five (65) years, so long as the participant is at least fifty-five (55) years old.





Eligibility Guidelines for New Hires and Newly Eligible Employees
If an employee’s start date or entry into a MIP-eligible position during the fiscal year is between July 1 and March 31 of a fiscal year, then the MIP target amount for that employee will be prorated to reflect the portion of that fiscal year during which the employee was eligible. Any employee with a start date or entry into a MIP-eligible position during the final quarter of a fiscal year (April 1 through June 30) will not be eligible for participation in the MIP for that fiscal year.
Timetable for Bonus Determination and Payment
After the close of the fiscal year, BF determinations are made and overall MIP funding is calculated.
At the appropriate time during the Catalent annual performance management cycle, year-end performance reviews are completed and managers determine and assign MIP-eligible participants an applicable IPF value based on assessments of individual performance against goals.
Individual MIP awards are typically communicated within 90 days of the end of the fiscal year (generally in September).
Clawback/Forfeiture
A participant’s participation in the MIP may be cancelled by the Committee in its sole discretion, or the Committee in its sole discretion may require that a MIP award paid to a participant be forfeited and repaid to the Company, if the participant has engaged in or engages in any Detrimental Activity, as defined in the Plan and summarized below. In addition, if a participant receives any amount in excess of what the participant should have received under the terms of the MIP for any reason (including by reason of a financial restatement, mistake in calculation, or other administrative error), then the Participant shall be required to repay any such excess amount to the Company. Without limiting the foregoing, all MIP awards are subject to reduction, cancellation, forfeiture, or recoupment to the extent necessary to comply with applicable law.
“Detrimental Activity” means any of the following: (i) unauthorized disclosure of any confidential or proprietary information of the Company or its affiliates; (ii) any activity that would be grounds to terminate a participant’s employment for Cause; (iii) whether in writing or orally, maligning, denigrating or disparaging the Company, its affiliates or their respective predecessors and successors, or any of the current or former directors, officers, employees, shareholders, partners, members, agents or representatives of any of the foregoing, with respect to any of their respective past or present activities, or otherwise publishing (whether electronically, in writing or orally) statements that tend to portray any of the aforementioned persons or entities in an unfavorable light; (iv) the breach of any non-competition, non-solicitation or other agreement containing restrictive covenants, with the Company or its affiliates; or (v) fraud or conduct contributing to any financial restatement or irregularity, as determined by the Committee in its sole discretion. Notwithstanding the foregoing, this definition is not intended to, and shall not be interpreted in a manner that limits or restricts a participant (or any other person or entity) from (1) initiating communications directly with,



cooperating with, providing relevant information to, or otherwise assisting in an investigation by (A) the U.S. Securities and Exchange Commission (the SEC) or any other governmental, regulatory, or legislative body regarding a possible violation of any federal law relating to fraud or any SEC rule or regulation; or (B) the U.S. Equal Employment Opportunity Commission or any other governmental authority with responsibility for the administration of fair employment practices laws regarding a possible violation of such laws; (2) responding to any inquiry from any such governmental, regulatory, or legislative body or official or governmental authority; or (3) participating, otherwise assisting in any governmental action, investigation, or proceeding relating to a possible violation of any such law, rule or regulation.
Important Information Regarding the Summary
Participation in the MIP in any year is not a guarantee of participation in any future year. The application of the MIP to any given individual may vary depending on various circumstances, including the terms of any applicable employment contract, applicable regional laws governing employment, benefits, or payments under benefit plans applicable to only a subset of employees, and the terms of any applicable collective bargaining or employment agreement. Furthermore, the Company reserves the right to modify or cancel the MIP at any time, with or without notice to employees, to the fullest extent permitted by applicable law. In addition, separation from Catalent employment may affect a participant’s ability to participate in the MIP or the amount of the participant’s benefits in ways that are not fully described in this summary plan description. Employees with questions concerning eligibility for the MIP or the terms and conditions of the plan may contact their Catalent Human Resources representatives.