Section XII A shall not apply where the Settling State at issue meets the eligibility criteria for and is entitled to Incentive Payment A for the Payment Year at issue, except as expressly provided therein. For the avoidance of doubt, because all Settling States are deemed eligible for Incentive Payment A for Payment Years 1 and 2 under Section IV.F.1.c, a suspension of Payments under Section XII.A.2 shall not apply to any Settling States for those Payment Years.
Xxxx and X Xxxx: Scalable protocols for authenticated group key exchange, in: Advances in Cryp- tology – Crypto’03, LNCS 2729, pp. 110–125, 2003.
Xxx, X XXXXXXX ---------------------------------- XXX X. XXXXXXX Notary Public, State of New York No. 02F14788741 Qualified in New York County Commission Expires August 31, 0000 XXXXX XX XXX XXXX : ss. COUNTY OF NEW YORK : [signatures continued from preyious page] BE IT REMEMBERED, that on this 1 day of November, 1999, before me, the subscriber, personally appeared Xxxxxxx X. Xxxxxxx, who I am satisfied is the Senior Vice President and Chief Financial Officer of XXXX ADMINISTRATORS CORP., the corporation named in and subscribing to the foregoing instrument; and he, being by me duly sworn, acknowledged, deposed and said that such instrument was made by such corporation, and that he signed and delivered the same as such officer of such corporation as its voluntary act and deed for the uses and purposes therein expressed.
Xxxx, X Xxxx, Chief Corporate Counsel of the Company, shall have furnished to the Representatives a written opinion or opinions, dated the Time of Delivery for such Designated Securities, in form and substance satisfactory to the Representatives, to the effect that:
Xxxxx and X Xxxxxxxxxx. Non-Commutative Geometry, Non- Associative Geometry and the Standard Model of Particle Physics, 1401.5083.
How Much May I Contribute to a Xxxx XXX As a result of the Economic Growth and Tax Relief Reconciliation Act (“EGTRRA”) of 2001, the maximum dollar amount of annual contributions you may make to a Xxxx XXX is $5,500 for tax years beginning in 2013 with the potential for Cost-of-Living Adjustment (COLA) increases in $500 increments. However, these amounts are phased out or eliminated entirely if your adjusted gross income is over a certain level, as explained in more detail below. Year 2020 2021 Xxxx XXX Contribution Limit $6,000 $6,000 You may make annual contributions to a Xxxx XXX in any amount up to 100% of your compensation for the year or the maximum contribution limits shown in the table above, whichever is less. The limitation is reduced by any contributions made by you or on your behalf to any other individual retirement plan (such as a Traditional IRA) except SEP IRAs and SIMPLE IRAs. Your annual contribution limitation is not reduced by contributions you make to a Xxxxxxxxx Education Savings Account that covers someone other than yourself. In addition, qualifying rollover contributions and transfers are not subject to these limitations. If you are age 50 or older by the end of the year, you may make additional “catch-up” contributions to a Xxxx XXX. The “catch-up” contribution limit is $1,000 for tax years 2009 and beyond. If you are married and file a joint return, you may make contributions to your spouse’s Xxxx XXX. However, the maximum amount contributed to both your own and to your spouse’s Xxxx XXX may not exceed 100% of your combined compensation or the maximum contribution shown in the table above, whichever is less. The maximum amount that may be contributed to either your Xxxx XXX or your spouse’s Xxxx XXX is shown in the table above. Again, these dollar limits are reduced by any contributions made by or on behalf of you or your spouse to any other individual retirement plan (such as a Traditional IRA) except SEP IRAs and SIMPLE IRAs. Again, the limit is not reduced for contributions either of you make to a Xxxxxxxxx Education Savings Account for someone other than yourselves. As noted in Item 1, your eligibility to contribute to a Xxxx XXX depends on your AGI (as defined below). The amount that you may contribute to a Xxxx XXX is reduced proportionately for AGI which exceeds the applicable dollar amount. For the 2020 and 2021 tax years, the amount that you may contribute to your Xxxx XXX is as follows: Single Individual Year Eligible to Make a Contribution if AGI is Less Than: Eligible to Make a Partial Contribution if AGI is Between: Not Eligible to Make A Contribution if AGI is Over: 2020 $124,000 $124,000 - $139,000 $139,000 2021 & After - sub- ject to COLA increases $125,000 $125,000 - $140,000 $140,000 Married Individual Filing a Joint Income Tax Return Year Eligible to Make a Contribution if AGI is Less Than: Eligible to Make a Partial Contribution if AGI is Between: Not Eligible to Make A Contribution if AGI is Over: 2020 $196,000 $196,000 - $206,000 $206,000 2021 & After - sub- ject to COLA increases $198,000 $198,000 - $208,000 $208,000 If you are a married taxpayer filing separately, your contribution phases out over the first $10,000 of AGI, so that if your AGI is $10,000 or more you may not contribute to a Xxxx XXX for the year. Note that the amount you may contribute to a Xxxx XXX is not affected by your participation in an employer-sponsored retirement plan. To determine the amount you may contribute to a Xxxx XXX (assuming it does not exceed 100% of your compensation), you can refer to IRS Publication 590-A: Modified Adjusted Gross Income for Xxxx XXX Purposes and Determining Your Reduced Xxxx XXX Contribution Limit. The amount you contribute may not exceed the maximum contribution limits shown in the table above reduced by the amount contributed on your behalf to all other individual retirement accounts (except SEP IRAs and SIMPLE IRAs). Your contribution to a Xxxx XXX is not reduced by any amount you contribute to a Xxxxxxxxx Education Savings Account for the benefit of someone other than yourself. If you are the beneficiary of a Xxxxxxxxx Education Savings Account, additional limits may apply to you. Please contact your tax advisor for more information.
Xxxxxx and X Xxxxxxxxx. Key-agreement in ad-hoc networks. In Nordsec’99, 1999. [4] X. Xxxxxxxx, X. Xxxxxxx, and X. Xxxxxx. Authenticated Group Key Agreement and Friends. In 5th ACM Conference on Computer and Communications Security, pages 17–26. ACM, November 1998. [5] X. Xxxxxx and X. Xxxxx. Communication complexity of group key distribution. In 5th ACM Conference on Computer and Communications Security, November 1998. [6] X. Xxxxxxx and X. Xxxxxxx. Random oracles are practical: A paradigm for designing efficient protocols. In 1st ACM Conference on Computer and Communications Security, 1993. [7] Xxx Xxxxx. The Decision Xxxxxx-Xxxxxxx problem. In Third Algorithmic Number Theory Symposium, number 1423 in Lecture Notes in Computer Science, pages 48–63. Springer-Verlag, Berlin Germany, 1998. [8] Xxx Xxxxx and Xxxxx Xxxxxxxxxx. Applications of multilinear forms to cryptography. To appear in Contemporary Mathematics, American Mathematical Society. [9] Xxxxxxxx Xxxxxxx, Xxxxxxx Xxxxxxxxx, and Xxxxx Xxxxxxxxxxx. Provably authenticated group Xxxxxx-Xxxxxxx key exchange — the dynamic case. In Xxxxx Xxxx, editor, Advances in Cryptology – ASIACRYPT ’2001, Lecture Notes in Computer Science, Gold Coast, Australia, 2001. International Association for Cryptologic Research, Springer-Verlag, Berlin Germany. [10] Xxxxxxxx Xxxxxxx, Xxxxxxx Xxxxxxxxx, Xxxxx Xxxxxxxxxxx, and Xxxx-Xxxxxxx Xxxxxxxxxx. Provably authenticated group xxxxxx-xxxxxxx key exchange. In Xxxxxxxxxx Xxxxxxxx, editor, 8th ACM Conference on Computer and Communications Security, Philadelphia, PA, USA, November 2001. ACM Press. [11] Xxxx Xxxxxxxxx and Xxx Xxxxxxx. A secure and efficient conference key distribution system. In X. Xx Xxxxxx, editor, Advances in Cryptology – EUROCRYPT ’94, number 950 in Lecture Notes in Computer Science. International Association for Cryptologic Research, Springer-Verlag, Berlin Germany, 1995. final version of proceedings. [12] X. Xxxxxxx, X. Xxxxxxxxx, X. Xxx, X. Xxxxxx, and X. Xxxxxxxx. The VersaKey framework: Versatile group key management. IEEE Journal on Selected Areas in Communications, 17(9), September 1999. [13] Xxxxx Xxxxx. Zero-knowledge undeniable signatures. In X.X. Xxxxxxx, editor, Advances in Cryptology – EUROCRYPT ’90, number 473 in Lecture Notes in Computer Science, pages 458–464. Springer-Verlag, Berlin Germany, May 1991.
Xxxxxxx and X Xxxx¨cker. A detailed account of Xxxxx Xxxxxx’ version of the standard model. IV. Rev. Math. Phys. 8 (1996) 205–228.
Xxxxx X X. Xxxxxxxx
Data Protection Xxx 0000 19.1 For the purposes of the Data Protection Xxx 0000 (the “Act”) the Executive gives his consent to the holding, processing and disclosure of personal data (including sensitive data within the meaning of the Act) provided by the Executive to the Company for all purposes relating to the performance of this agreement including, but not limited to: