EX-10.1 2 a2023q3ex101smithofferlett.htm EX-10.1 Document
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

October 4, 2023

Diron Smith




Dear Diron:
We are very pleased to offer you the position of Executive Vice President and Chief Financial Officer working from our Plano, Texas location. In this position, you will be reporting directly to Joe Dziedzic, President and Chief Executive Officer. In this role, you will be a member of the Company’s Executive Leadership Team. The effective date of your promotion to this new role is October 9, 2023. The general terms of your employment offer are described below.

You agree to the best of your ability and experience that you will, at all times, loyally and conscientiously perform all of the duties and obligations required of the position, which shall be consistent with those customarily performed by the Executive Vice President and Chief Financial Officer and will abide fully with the Company’s Code of Ethics.

During the term of your employment, you further agree that you will devote all of your business time and attention to the business of the Company and that you will not, directly, or indirectly, engage or participate in any personal, business, charitable or other enterprise that is competitive in any manner with the business of the Company, whether or not such activity is for compensation, without the Company’s prior written consent.

Compensation, Hours of Work, and Benefits
Associates of Integer are provided with opportunities to be recognized and rewarded based on individual and Company performance. The Company also provides a variety of benefits to its Associates. The Company reserves the right in its sole discretion to modify prospectively the compensation and benefits provided.
BASE COMPENSATION: Your starting compensation will be $16,923.08 payable bi-weekly on Fridays, which is equivalent to $440,000 USD annually, less appropriate deductions for taxes and other amounts as agreed or as required by law to be withheld.
As an exempt salaried associate, there are no set hours for your position. However, you are generally expected to observe our regular business hours which are 8:00a.m. to 5:00 p.m., Monday through Friday. Associates in exempt positions are expected to work the hours necessary to complete assignments on a schedule that satisfies the requirements and responsibilities of the job. Associates in exempt positions are not entitled to compensation for hours in excess of 40 in a workweek.

SHORT TERM INCENTIVE (STI) PLAN: Your position is eligible to participate in the Company’s Short Term Incentive program and will be prorated based upon your eligible earnings. Your STI target is 70% of your total eligible earnings. For 2023, your target bonus will be equal to 35% of your eligible earnings in your previous role plus 70% of your eligible earnings in both the interim and permanent Chief Financial Officer roles. Integer STI Plan awards are subject to approval by the Board of Directors and are reviewed annually.

ANNUAL LONG-TERM INCENTIVE (LTI) PLAN: Starting in 2024, your position is eligible to participate in the Company’s annual Long-Term Incentive program. The current program design
is to provide a target grant amount for associates fully performing in your position of
approximately USD $1,200,000. The grant is delivered in the form of restricted stock units, of
which one-third will be time-based (“Time-Based RSUs”), one-third will be performance-based using organic sales growth (“Financial PSUs”), and one-third will be performance-based using relative total shareholder return (“TSR PSUs”). The Time-Based RSUs will vest in three equal annual installments. The Financial PSUs will vest dependent upon Integer’s achievement of the organic sales growth target during the three-year performance period commencing with the fiscal year in which the grant is made. The TSR PSUs will vest dependent upon Integer’s relative total



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
shareholder return versus Integer’s peer group during the three-year performance period commencing with the grant date. Actual LTI grants allow leaders to recognize and reward the contributions of individuals who show strong growth potential and have differentiated themselves
in the execution of our strategy. Integer LTI plan awards are subject to the approval by the Board of Directors and are reviewed annually. This offer is contingent upon your agreement to enter into
a non-compete agreement, where applicable.

EXECUTIVE STOCK OWNERSHIP GUIDELINES: Integer Holdings Corporation maintains executive stock ownership guidelines, designed to align the interests of its executives with shareholders.
PAID TIME OFF: You will be eligible to receive Paid Time Off (PTO) in accordance with the company’s PTO policy.

BENEFITS: Subject to the terms and conditions of eligibility, you will be eligible to participate in the Integer benefit and wellness plans. Such benefits currently include medical, dental and vision coverage, a 401(k) plan, life and disability insurance coverage, Section 125 Flexible Spending Plan and other exciting wellness programs.

Additionally, you will be eligible for the following Executive Benefits.

EXECUTIVE LIFE INSURANCE: At the Company’s expense and subject to you meeting the underwriters’ insurability standards, term life insurance with a total face value of $1,000,000, with the death beneficiary designated by you.

EXECUTIVE LONG-TERM DISABILITY: Participation in the Executive long-term disability program currently providing a benefit equal to 60% of base salary and short-term incentive (short-term incentive is calculated using the average of payments from the last two years).
    
EXECUTIVE PHYSICAL EXAMINATION: Consistent with our interest in you maintaining your personal health, eligibility for the key management Physical Examination Program.

401(k) RESTORATION PLAN: This benefit allows you to defer compensation and receive the Company matching contribution on earnings above the IRS limits for qualified 401(k) plans.

DIRECTOR AND OFFICER LIABILTY AND FIDUCIARY INSURANCE: You will be covered by the Company’s Director and Officer Liability Insurance policies. In addition, you will be covered by the Company’s fiduciary liability insurance for any service related to employee benefit plans.

All plans, policies and programs described in this section are subject to change at any time at the sole discretion of the Company.
Reimbursement of Expenses
You will be reimbursed for reasonable expenses that you may incur on behalf of and at the request of the Company in the performance of your responsibilities and duties, with the expectation that you will exercise reasonable and prudent expense control practices that are subject to audit by a designated representative of the Compensation and Organization Committee. Given that you may be required to attend evening events and/or dinners, the Company will reimburse you for related business travel, hotel and meal expenses.
Change of Control
If your employment is terminated following a Change of Control, as defined under the Change of Control Agreement to be entered into between you and the Company, which will be provided to you at a later date, the Company will provide you with the payments and benefits to which you are entitled under the terms of the Change of Control Agreement.



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1cctPCmOQZ1YfdOznB7L/28pij1UAghhBBCRA9JURyCTiBDtKxellVo/dfl21veAvnKsekuGhPrhfsumxsFsBfQBaPS/t6cdLVnHDkVaP1Op7opqQXWfkmO1Z6U4dqF77d5P6dYyiaDyNsJQ1Pt4c0tvJdlF9qGvE1KqRNCCCGEiAKSojiEWnu6kdFim65tt0zIsFOHp9mBA1PcYjnWUkSDAGpgGswukqGJKQUuLY3jrkgLdlLTEKNFmYU2Jjnf2i3OcS28D9+8t1Msr3G4Q91RnnheOibdtVknUjg9raiDnxBCCCGECA5JURzBBqTs3zNiQ1GqHJucVh+dbgcMiL0IVfMkASk7d2SaE4fWi3JsqHecpKJVpOjQtiAyNzO9wLqtzHWtza/9M92J6L5xUHNEAws24b1jUoZLUaTN+Iy0ogYWuZXg2gshhBBCxBpJURxB1KLHqjx7enqm2+QTGSJiEesW24yDB6XYxWPS7f2FOTY6Od+lcuVsjgxVlrhFOGVxeXah2/y13qysuOjsRyofc2D3vimuUx0NIpAjxChZnRiEEEIIIXwjKYoxqd4ifHZGoUtDazov22pNzLAzvIU4qVM7x3gvnV29n3/M5v2GXp+TbV1X5rpUuXW55bvfUHmC5OVujtgNTcq3jxfn2BOepNIVjs1fYy1Iu3mSTNToEk9QOa423vENXF+0+WueokZCCCGEEBEhKYoBCEWW9z/rvYXsJE8ySJW7Z3KGW+zuFuNaFgZ1S3RBO3FoqtvTh+MjtSzRwDGIiI1MzreGnhTS9Y+9jcLCGutmDESPaHRBRGuQJ0aLMwudZEuOhBBCCCHKhqQoBlCHMzm1wNosyrGHpma6hS1pUbvFSaocLaGf+ivTvlia6+qbiJqQVpaIEDVCjJDCX9bkWcv5RV0A9x8Q20geAymjW95Jw1KdsL3qyVGv1XnufgkhhBBCiNIjKSoHwi22STtDhqgbajYv2xXz09Y61otrfj71SzQWuM47JlLlEAC6stFRLjF16J8k5Ra18P7Ik1n2ZaIJBvePFt5VYhwxIrp31og0e3xapn26JMeGezK71JOj9ASVWSGEEEKIsiApKgeoU2Ez01HJ+fby7CxXD7J3/xQXGYq1EDHoLEe0qv6sLBvhHSONBtgPp6ASNVEIAu4jqWnpBUWRI+Tj9okZ7l5WjYOoUdXNbbyPG5rqatOQ7wWZihoJIYQQQuwISVGUWZxVaAPW59uHi3Ls0WmZdp4nH+zzE2sRYgFNu2n2wKkzI8s6LC2KLlCwn6119A4hnZA9g37wxIONdcObv9I+O9b3lmMIN8h41ZPwjstyXYSSY66sDTKEEEIIIfwgKQoY1pzUoaRsbu1MV7kXPOmgoxwtlWNZnM/P3sWToX36Fy2aSf96a362a/ag1s6Rwb0mrY6ozHN/ZTkxKtpkNz6igHTMu8S7z0j5BDbZ9eYkka7K1EpdCCGEEMIvkqKAYZG8MLPQLZKfnJ5pV41Nt+OHproUq1gvkmmxTZSKCMLbngz1X59vczIK3Sag6lgWGeEW3is82RjvSUdPJHhmkRztFweb7pKiSb0Yx3PHxKLNXwcn5VuGJ+0qNxJCCCGEKEJSFAD53so4MzffZm7Mtj4rMq3twiz7v6mZrgh/jzhIpwrXmdA1jUJ8usoRNciRCAUKwTY61ZEu2WhutmtnTvOD8Ca8sZ4HSNrl3hx4yZO27itzbUxSri3LyLMc5dQJIYQQIsGRFAUAQrR8Y4a1mrrWqvdbbkf0T3IyFA972TCOHZJqD3uS1nVFrutIluIt3HPVVS5wuJ5EjrI3t/EekpTv0hPPGxkfUSO61IUjR8d5c+K5SRvt5yVplpSTeHtQCSGEEEIUR1IUAMnpWTZt8Wp7vvsI+1ej723X9wZYqOM0C/2aFLMFMPvonD48ze2D1Gphjv22Ns/mZhS66FChbCjqEIRb5V3scRsLrNPyXLfB6lXj0u2owakuahQTWe6zwUI/rbGduy+xap1m20U9Ztvrw5fY4pScWF8uIYQQQoiYIikKgLUb02zk9AV2X4vOFqr5ioX+r5WFGv1koS7zLfTjCgv1Xmuh3zZEfdFLZIoIFYX+F41Os2f+yrSB6/PdZrHKkIotdH9rvbCohfeJQ1OdtO5WXil1vyVb6Jf13lxcZaFvFljok8m20zvD7KAPR9qdPabZrHUZsb48QgghhBAxRVIUAH9L0Vv/s1CNukVidNdbFnqyvYWa/WKhLyZ7C9KVURciUrSQoQazs6zbyly30SgttpUqF3toZjEvo9CGbci3Dktz7Z7JGXbKsNTyiQ718qS883wnQ6H3R1moxRDbqWl/O+6jEfZYr79sbpKkSAghhBCJjaQoAP6WouaeFF3x36JxVR0LXVuvKGr0ancLtR5moa//slDP5Rb6ZV0gC94qvxe12D50UIqdMzLNLbTpLsZ+Qyu12VBckrO5O+G3K4pS6mqMS7eTPDnaL+juhMgQkaFui715N9tCbcY7GQo16WehRn/YTo3/sFPaDLdnf5lh85MyY31ZhBBCCCFiiqQoALYqRYwrn7dQjRcsVPNlC939loVe/MZCHSZaqMfSQBa+CNHe/VLsGm9h3WJ+tusol5q/yS28lS4Xn3BbaIWd4d2gBZlFG/v+d0ZRC+9AOxX+vKZIhj4aZ6HmgyzUtL+FGvd1QiQpEkIIIYQoiaQoALYpRcXl6Lr6FrqruYWe6VBUb9RmpIW6zLNQrzVFNR9lWPBSqH/isFS7ZUKGNZmb7brK/blRG7BWNDI9MaIZw6CkfPt4cY49Oi3T/jO6qFNdRC28e6/zhHu5hTp58+rTqRZqPdpCLQaXkCFJkRBCCCHEP5EUBcAOpWjLUauJJ0efWej9Qd4CdlZRvdGv67efKre5nTIF+hTq3z8l075clmurcwq131AlYH3uJuu3Lt9en5Pt6sKOHpJqe/VPcdHA7XaqQ6jpcogQfbfUQl/OsFCrUf+IDEmKhBBCCCG2jaQoAMosRdQa3dzQQve9a6E6X1uopbeA7Tx7u1K0b/+iFttPTs+0r5fnurqhxVmFbk8ctdiu+NAMg6YYU1ML7Nc1eS4CeOP4DDt0UOr2o0Y0Uei2xEIdplvow3EWemeYhd4cuF0hkhQJIYQQQpREUhQAZZai4s0Ybn3DQk+0s1DT3hb6bKKFvpljoR9WuAhA1b5FMnTqsFS7aUKGvTY7y3p5C+ZlngllqWioUkIGJHVho5Lzrf2SopS6y8ak21FDUm1Pao6IDNFEgZqh75dZqNNcC7Wf7In1cAs1G7BdEZIUCSGEEEJsHUlRAEQsRWExuvpFC93yelGnuiY/F7Xw/nW9E6IzhqdZ/VlZ9osnQ2tzNjkZwoekRJUT7ivZkKREsr/UzPQC+2pZrtWenGHHDk39/y222W/o4wlFkaEdpMpJioQQQgghto+kKAB8SVF4XP2ChW581UIPvGdVX+5i+34y2moNWuaiBUOS8m1JVqHrWiYSB+53Wn6RGPX2pLj5vGy7dVSS7d9pZlGq3NtDi4SoDDIkKRJCCCGE+CeSogAIRIqKjX3uamqnNOpi7YbNtHRvUSwZEtSNLcgotC9nJtnxbUeWOTIkKRJCCCGE2DaSogAIWoqOfaC5PfTRD9ZnwlwnRHIiwRxgb6O+C5PttI9H+hIiSZEQQgghREkkRQEQtBSd9tBb1qBDLxsxbX6sT03EGaOXJtu/20mKhBBCCCGCRFIUAJIiUV5IioQQQgghgkdSFACSIlFeSIoiJy8vz9LS0mzFihW2aNEi3yMpKclycnKssFC7J8eCTZs2WW5urqWkpNjSpUt9388lS5ZYRkZGrE9LCCECITs725YvX25TpkyxwYMH73BMnDjRFi9ebOnp6bZx40YbN26c+/OhQ4fawoUL3e/PgoKCv78/v1PXrl1rY8eO/fvrFixY8I+vq0hIigJAUiTKC0lR5PBBz+K3X79+1qNHD99j0qRJtmHDBveLQZQ/yChCNHv2bOvdu7fv+9mrVy+3gBBCiMoAv59GjBhhHTp0sHr16u1wtG3b1gYMGOBeHM6fP9/effdd9+evvPKK+4zl9ycvAoGXUnz+IlJvv/22+7qXX37ZfvvtN/c5ygurioikKAAkRaK8kBRFzrJly6xPnz52//3323/+8x/fo1WrVjZz5kwnW6L8QUZ5K/ntt99azZo1fd/P6667zr3tFEKIygBywufjo48+aieeeOIOR+3ate3TTz+1qVOn2vDhw91nIn9+2mmn2Ysvvmi//vqrJScnu+/NS6k5c+bYV199ZVdeeeXfX/fBBx+434tZWVkxPvvIkBQFgKRIlBeSosjhzdf//vc/+/e//22hUMj3eP755+3PP/90aQai/OFN5F9//WXvv/++HXzwwb7v57/+9S/74YcfYn1aQggRCKS2Eblp3ry53XHHHW7UqFHDjjrqKNtzzz1tl112sQsuuODvv3vttdesZ8+eLvrD/yM6fDbydfw7XgSuWrXKfe/8/HwbNGiQiw4ddthh7uuqVq3q5InoVGpqaozPPjIkRQEgKRLlhaQociRFlQtJkRBCbBvqeojY8DsKQWIQDb/77rvt2GOPdWL02Wef/f13RIGoByLS0759ezvmmGPcZ2OVKlXs+OOPt6efftql0AGRen6f3nbbbbb//vv/LUUPPfSQ/fjjj67mtiIiKQoASZEoLyRFkSMpqlxIioQQomzQdOH//u//7IQTTrC99trLunbtWuLvEakJEya4OqEjjzzSidOhhx5qhxxyiN10003u7xAtaov4mvPPP9/9/e677+4iSrVq1XIpdUhWRURSFACSIlFeSIoiR1JUuZAUCSFE2diRFJEWRxe5Bg0auLS4ww8/3C6++GL3GYsAUZdLCh0RpTp16riI0+mnn+6+buedd7ZrrrnG1RWtXLkyRmfoD0lRAEiKRHkhKYocSVHlQlIkhBBlY0dSRFoc4vPMM8+4z9Xq1avbG2+8YWeddZadeuqp1rp1axsyZIhLsbvnnnvc9+FracpAmt25557rhIotDioikqIAkBSJ8kJSFDmSosqFpEgIIcrGjqSIz9XOnTu7xgvUCt111132xx9/2M0332wnnXSSPfvss65DHS26r776ajvjjDPsiy++cA0W9ttvP9ecgW53/L6tiEiKAkBSJMoLSVHkSIoqF5IiIYQoGzuSIjZ8fe+991xXOuqJ6tat6xowkCpHmhxy9N///td1tCMqxHYGtO+mYQN/Tx3SjTfeaLNmzYrRGfpDUhQAkiJRXkiKIkdSVLmQFAkhRNnYkRTRRIF0uVNOOcUOOugge/31111TBdpxX3XVVe7356WXXuo62CFORJL4HOb7IEjUIfF1M2bMiNEZ+kNSFACSouiRW2iWXrDJsr3/z99ktinWBxRjJEWRIymqXEiKhBCibOxIijIzM110iL2MjjvuONdhjjqj77//3h544AH3OXnAAQe4tLnLL7/c7VNE/VCvXr3s2muv/bsxw6RJk1zThoqGpCgAJEXRY25GofVZm2eTUwtsVU6hE6NERlIUOZKiyoWkSAghysaOpCgjI8Mee+wxO/DAA+3ss8+2Nm3aOLkZNmyY29wV6dl1111dvRF1R59//rmtWbPGdax77rnnXDOGc845x3766acK2YFOUhQAkqLgKPSkJzlvk83zZGjohnxruzjHnp6eac3nZVvn5bk2ZmO+Lc8uNO9L3NcmGpKiyJEUVS4kRUIIUTa2J0Wkzi1dutRq167tpIiOcp06dbLCwkJbsGCBa6hAswVabyNG/A4cNGiQpaSk2MSJE+2dd96x8847z9UWUWNEh7qKhqQoACRFwUG6HFGhdp4MXTMu3Y4bmmp790+x/Qek2Bkj0uxxT5B+WJ1nafmbnBglGpKiyJEUVS4kRUIIUTa2J0VEdpCcmjVruvS5p59+2n777Tf3d6TQES2ijqhatWpu8NmLRFFzRA1Rhw4dXOoc4tSyZUsbP358rE4zYiRFASAp8keOJ0JrczfZyOR8+3xprtWdmWVXe0J06KBUq9Y3xUK/b3QDOTpteJrdPSnDWszPtp89OZqZXuD+faIgKYqcRJYiOgqR4rBs2TJbvHhxiUGXIN7yjRw50saNG+feCBb/+xUrVtiGDRvc94gnJEWRQ4oMGzAWnw8sasaMGeN2rJ8+fXqJecDu9GzWyG73iUpqaqpbNFI/Eb4u8+bNc9dq1KhRbkyePNnmzJnzj2eMZ49/XxFrLCKBucL8YsEcvgZcGxbVLJR5bhcuXOj+nOu5bt06Nyc3bUrAN53lDPfkyy+/dKlwtNceO3bs33/H5zzzmc1XX3nlFevSpYu7V2G4Z3Smo/scwoRApaenu8+F1atXu2fg3Xffdd+bGqOK2JZbUhQAkqKyw0dfgfc/RHwWZxXa0KR8azQn2y4YlWYHDPj/IrS1sWvfjXbwwBR7YEqmdVyW6+qONuZtcnJU2VPqJEWRU9mkiAUEv4x4S8eCgkUXrVOTkpLcIoNFyfLly90gjYFfYL/88ov17NmzxOjYsaPrLESXoRYtWli3bt1K/D0b+fHLju+BIPHLj+/PefMLEVmKxWI5aCmiePjbb79119HvIA2FaxLLRV7x+cEilQUPi3Pu4bRp06xfv35u4RK+z9QGvPnmm27R0759+7/nAaLI3KFwOrzAZ46RMkNRNgv9ir6YLX6tmNPM7fXr17tzRYR4hljMs18LtRLha8Z8Yc+WRo0aWePGje3DDz90nzFbPmMDBgxwsolocv15Nvne/Izwc8Sc4W18RbmW4WvGcTMXmBPh+cVc6du3r/38889/X4PwQpsIAhEFCvf5c64nm4FOnTrVSTrfg7kaL89RWSDNjHvIc8E9DV8XPi85r+KfyaUdxecL3yd8bfgZfAbyM8tyffhdwe9CJJXfX8zBMHw/5iOf9dzDRYsWlfj9xs8M/1teoHE8W/5bXrJt7d9WFCRFASApKjt5nsCsz91kP6/Js9fmZNn1f6bbqcPTXJoc0rM9Karyx0bbzfuaowen2sWj050cfbYkx0WNUip5JwZJUeRUJiniF2E4+sMbfhZd33zzjVvMsuhAcNhAjz0lGNdff71dccUVdskll7gdyouP888/384880xXIEtHIdqqFv972q/WqFHDfY/bbrvNHn/8cdeyNbyBH78AY3ENgpYiUknYgBAZ8DuQSBYMsYyusThjQcZik8Upi1K6St15552uVuCyyy4rMR/CtQDMhfD+I+G/Y+5w//m3vF1Gnqk1oLgaSUYmKjKIHYtN5hMvDqiHQHI41/vuu889Q9dcc427ZqQHha/LhRde6K4Vz85pp51mZ511lksv2vIZo0sX/579W2hhzLPJvWjatKl7a8/PHD16tIuasPCsCBE57jlznONmLtCljEJ7PiO2dq24NieffLL7/GWuXXTRRe7P+Zorr7zSbrjhBtfmmf1wEHOiFHxvXvTwrMc7fCYjQYgv+/bw2chnMp/HyCD3m7S18GdyaUetWrXs4Ycfdr9v+Fz/6KOP3GcMUTd+pyE5ZYlA8rVh8WfOF392w1KHdPH3fG/+OwzzsjT/lnu25b+tKEiKAkBSVHoyCjbZgsxCG74h375ZkWtPTM+0s0emWbUdiND2okb/8kTqxvEZ9v6CHOvlSda0tAIXOaqMNUeSosipiFLELyEW1rzN480b+eCkOA0cONB+/PFHt6Dily6/cCmOZWHBQpeFLXtMBHGexccuu+xihxxyiFvgsMB74oknXHThu+++c+l3vGFkIV4eBC1Fu+22mxNAFsF+R7t27VwaFQuE8oQ36yxUSYEJi/Jbb73lukmxdwgtdjnPSK5PlSpVbPfdd3e1BixoEaSXXnrJFV8TQeHtMW+0ma8skOIV3qqzMOTeEJlA6omaEfWhUPzJJ590cxvZ4Vz33ntv22mnnQJ7hqjF4Nk8/vjj3QuJW2+91f3Mhg0bunnTo0cP69+/v3vOuY9EC4j0xUPqHcLGPeZziHv+9ddfu1Qp5gKCw/WiCD+S68K/Y34xR3kO77nnHve9ES7mMteCuc1CPNaRI+Y3C38ip0RdeQlCZIz6HKSFNtV8NvKZzOcxwsz9pmNbWa8LDQ1I7T322GPd5y4vqPiM4Wcg74MHD3YvJkQwSIoCQFJUehZ5QkTd0P1TMu34Ial/R4Z2ikCIGPy7nf/YaHv0S3EpdZeNSbeGc7JtSqonRpUwaiQpipyKKEUsMKnnYIHEsfOL8N5773VvYfkly+KKtK99993XRTr22GMPt+jiF2mki5PSLF74/vwsFox0KSLCcPvtt7sIAsdaHgQtRSx8uXZcR7+DSADXoXh6SXnAgpU3yKRz8bb+mGOOcfOD+8SCs2rVqr4W+PxbxJjrxG73zDvmIIvYevXquYUy0ct4fkPMiwbeYhNhRUB4ocDCNXyt9tlnHze3kUfOFRkM8vnhGvIMcS/4GfwsfuZ+++3nniXEAsHgOSciS3oZtUscc6whksU9RoaJfrFRJ8fNXGBOcL38Xpvw/OI54nvzbDOXmdPMbV4QxTqSxmcPMo1Ih6WQ6BdzCIHhuHnmwteFe82IZC6F5wvXhc9dnuPwteHlF3sH8UJKBIOkKAAkRduHqM2c9EL7bmWuvTY7y2qOT7cTh6a6FDhS4SKRoW2l1R3kiRF1SUSg2izOsQHr821pVqHralcZFElSFDnxLkW85UeAwvUenTt3dmkkLEBInwi/vUaGWDzxCzIa0lPWwS96fvkfffTRbnFJAS41AzRv4G1qtKIGQUtRkIM3uSxUuJ/RhDfm4Tx/an+ICpGiQ+rboYce6hZi5XG+zEf2JmGBRqE1b82JbMYbc+fOtV9//dVat27tnl9EnrfvLGTL61rtaLD4Rc54zknPYy8YUspIT+Pzi/ouIlzlAc8u6VIIJOlspBQSweFeI8NBC+O2BnOZOU3Ek0gMaZtE0MoDnjGElKgQURnuQfPmze2pp55y6W2kSxLFQWzLew4h0DfddJM7LhEMkqIAkBT9ExoeZHv/s8ETookpBdZpea7dMD7DDvSkZecARWh746wRafb8jCzrvSbPNXNIpY13/GZ1lApJUeTEuxTRFYhfbqTQUMvAm1g2yov1Iq2sg8UB15iFJ8XlXJ9oRA4SXYrCtQEs9Lt37+5qD1icxfK8eStO3QjdqahjQopjWW8UTpXjOnEvWNg/8sgjrh0xxxrreVLagSghIbx0eOGFF5wURBue2XDRPSmSRGti+XlExIQoCUL26quvOvGmhieaUclw6jJSyEsHag65B0Rq/EbFghiSouCRFAWApKgkCBGpa+M2Ftjb87PtvsmZLnpDi20/qXJlHfv2T3ERqavGpltdT45+Wp3nNoWtyEiKIifepYjuXxS080s/HA1iERDrX7xlHbwtJa2KN/Dk1dPhjFauQZPoUoREk8pEETfz5sgjj3SpWLE8b9J8WDAiHTQUaNOmTYmWvuUNc4TuXTQyIE3u6quvdilORDajlV4ajYEQkGpHROvEE090tTzRhs9L6hYRXJoh8IzF+vOIe0baGOJNRJSaymh8toShwxqRTyKgpDRy7bkHCFGQdWaRDklR8EiKAkBSVBIaHMzx5IN22TXGpdthngyVhwRtq+Zot9822En919tjo9da9/kptiYj17LzK6YcSYoiJ96liLefsf4lG/RA7igi5y0rghBk1CBRpYg0S1LTqIdhwYp8EvUor1Sm0o4jjjjCrr32Wif7RLM47vKEKBXF+TSbINWJuUgUM9bXJYhBJ8FoQVMHPitJ3yVdjY04EbJ4kIDig4YMpBbSiQ0xikbEiMgi9ZvRaFoTxJAUBY+kKAAkRSXJKthkfdfl2Uszs+yEoamuCUKspCj0W7Lt9NNqq/rtAtun/UR7qM9cG7go2Valx3+Lz60hKYocSVH5D6JGLEQRI/YiCbLxQKJKEbUUzGM6WxGRi8cFK4O36USuatas6fbvIWJTnlDThjzQ4S1c7xFv4hjpiKYU0TXxk08+cTWM4esWj/OL4yKajhgRMYpGp0eiRLxwiNeooqQoeCRFASApKgmRIjZU7bM2z95bkOM6zf17RJpLZysvEQr9mmShnist5MlQ6PPpFvpwnIXeHmp3/zDdBi3cYKslRZIin0NSVPpBSiC1EGyAicwE0VI30aSIjlvUd/AGn9Q0UtRifZ47GiymWbjdcsstLuWL2oxogzRSb8KeLrQhj6QNcryPaEgRkTz2tGKvM0SW+xbr89zRQIyIGPG8ETnlMz5IaFwS63Pc3pAUBY+kKAAkRVuHjthp3v/84snRM39l2bkjizZnrdY3is0W+mywUK+1nhCtsNBXsy300Z8WajHEQo37Ohm4r8cUG7kk2dZmSIokRf6GpKj0g2gGi3ha2BItCqKlbiJJEc0CmGekgtH9i+5ksT7HsgzSj3ijz/Fz36LRUjm8oTHd2UiXY2+YWJ93tEbQUkTqGTLJhswIbEVqQsGg8yV1PzT3YH4F1fFSUpR4SIoCQFK0dXgXjBitzCm08SkF1m1lrr06O8uqj063QwZFIWpEhOi7pRbqOMtCbSdY6D1PHpoPslDT/n/LgKRIUiQpKv9B2hIL+ccff9ztuxLEniuJJEU0Vfjtt9/swQcfdAuheGnHXtqBFFNjRA0UdT4bNmwI5LoUh1oYnsdmzZpVqvqhrY2gpYjPRjZgZiNZ9h6K13SxbQ3SNBEjooOzZ88OLJVOUpR4SIoCQFK0Ywo8OVqTs8mGb8h3HelqT86wM0ekuQ1Xd/PTkS4cGfphpYW6LbFQh2kWaj26SIaa9PuHDEiKJEWSotgMFsZnn322NWzY0NWX+C2MTgQpKh79IP2wokc/2OS1bdu2gXekQ7LDc4HmDvFYAxPkCEqKiNiRNte7d29X90dnvlifm5+BIHTq1MntKRQEkqLEQ1IUAJKi0oEY0YQhOW+TDU3Kt5YLsl13Ol97F/VeZ6Gui4pkqJUnQ28NLpKhzelykiJJURhJUWxHuK0wGx6yG7zft7mJIEV061u9erW1atUqLlpu+x20M6a+jDSnIKH7GKmZbHYa67bR5TGCkiI2/uUFBREWIkQVLW1uy4HUkaY5evToQK6PpCjxkBQFgKSo7BA1+nNjgf1vea69PCvLbex60rBUFzWqsiNBIjqEDHVfYqGOMy3UZryF3h1hoTcHbjU6JCmSFIGkKD7GRRdd5Nro+i2KTgQpos4j3FgBoYxGWhPF6sgK6W1s/so49NBDo5Kix/ek8cHbb78dSJtuIh1E0hAirlG8tk4OegQlRdyDzz77zK6//np3b6LRnQ/R4vlE6sPzi/+Oxlxmj6wzzjjDNfXg2aEWzw+SosRDUhQAkqLIoOYos2CTzUgrsM+X5toDUzLt+KGpdsCAbaTUhbvK/bS6SIg+mWyhlsN3KEKSIkkRJLoUEamhTTKLaxYqRB323nvvvwcbWvKWPVqL7/AgBeyNN95w0uCHaEgR14fFod/BxpKjRo3y1YKc9EI2j6SxQlBpTeE5wL1nE0yuGxtSXn755W5xhVgwWCTz5/w9EsPXB7VhJd+D2ij2rlq/fr2vOUDa3LJly1zqV7Q3ZOV7c2+5Fiy+eWa4Nghl8cGfUc8Ufqai8Tz5lSK6P/L8sPkv6YaHH354IMeFVDFPuD5cC+T6lFNOsRo1argGDuH5xX8zp5lfzMMg215z/dnQeNiwYb6lW1KUeEiKAkBSFDmk1KXmb7IFmYU2JCnfvliWa49Ny7RzRqa5LnUlpOjnNRbqNM9C7acU1Q29PdRCzQZsM1VOUiQpKk4iSxELDhZzvK0988wz7YILLrCrr77aLbjvv/9+9//sS0LNB5uBRvONOwuw22+/3S2K/RC0FHGNKNZmfvgd3EtSBCNtKEAEhPnasWNHdz9YXAdx7Vl8EhG65ppr7KWXXrIvvvjCLYzZQwpJJe2IMXz4cPfn7P9CDRhfz30LInqEFFWvXt2aNm1qS5Ys8TUHaFFOpOPKK68MTNq2NVjkI/RcizvvvNNFA+vXr28tW7YsMfgzGoogfjfccIO7f/zbII/FrxQRXZs1a5ZLy2TOB5VyyDzl+9WqVcuaN2/uNj+lPfrQoUNLzC/+m8YhdLurV6+eXXLJJXbIIYcEIkYcAym6bBqckpLi6zpJihIPSVEASIqCIcMzpGXZhfbj6jx7bU62Xftnuh07MNl26bXGduqxzEL/m1PUYhsZKoMISYokRZAoUsSigLewnCepaizi6CqF+Dz33HMuSsOCpU2bNm7R0r17d/f/LFDee+89a9SokT3yyCPuDTL1HyyGg3zTzRv0U0891S1m/RC0FLEwpB6B+gq/g05eFHtH2mWPc/v111/tmWeeCURQkQXe2jMfWLDT7AARWrVq1XaPg3omFrHMFaJfpCYFse8PYsZ8nDJlijvXshJuQNGnTx+77bbbXEpWkItN5nv4OTr33HPdCwTOn2eUa0cxPymgLO7ppld88Ge9evWy77//3j1TPG9stMuzxNwP4vj8SlFycrJ17drV7r333kDqiEjB5IULEcdnn33WvvrqK5s8efIOPxuJ8rGgZ5PUu+++20Un/XYNRNyJTiGnzG8/7bmDliKihmy4zPznXE8//XQ777zz7OKLLy4xeE55ccXzdtJJJ7luivwbOngWfzEhKQoeSVEASIqCgY8uWninFxRFjn5bm2ePjkuyvbrMt13aji/ab4j22hEKkaRIUpQIUsRmhg899JD7hc7CbezYsbZgwQJbuXKlq3FJSkpyEQyOmzbG4cFbVRZL/D0toCdMmOAWwyw6gyzwJ8WGX+wtWrTwdb2CliIW+8wPzt/v4HqS/hbpgowCeMSVqF4Qb/GJohC1+Oijj1yEgHtPatGOai7CNTt8PXOdt/pIQhDHw6KvX79+bs5Fcu/XrFljH374oUvVYlEe5OIVUUC0EKFPPvnExowZ454h0v24FjQJ4R5zDTmW4oM/S09P//uZYj7wDPIs8TIgiOPzK0XhlEOiOkG88EBkSIsj8shnB9eHJiE7mv/MP+Y6c2DgwIFO2BEFP8fCCwA+X/jcomaK44iUoKXowAMPdJFDXr7w+6NJkyZOnH/88ccSg89tosR8BtB18umnn3bRNxqJFI86SoqCR1IUAJKi4KFL3fLsQvts5gar8eMcO+SjUWWqHZIUSYq2JFGk6LLLLrOePXu6hRjnzIKDBTp1BKWFxQoLOt7kE0XiFzNvNINcILDAZnHGoigSgpYiFht+U/qCgAUlaWEPP/ywezOMQPg5L6IdpBOxuOftfaTRK0SaxRdv4PmeyIif40IQWPixcC0rPHPUjLDvUZApcwgoaVwsqJF2uuRNmzbNPUN+Ftc8hzTMQHKDOE4/UsS5jBgxwtWN8bLD7/UjkkHUj89WnsdIW+0T1fn999/dxrtEnfy+DOBzkEgiDRciJSgpQrCJ+pJeSVof4oMEUndIdJGocvHBfOEzgM9w2vHz8oDPJiJwfN5RM4Ww8xnB5ygvsEQwSIoCQFIUPUYs2WCv9pttp7Ud4VsEJEWSokSQItJQgtwck0U6GyLWrVvXpRT5XaSHx6OPPupSs3iTHgmVVYoWLVrkFk1XXXWVr/NhsUsEhcUv3bjmzZsXyPGxcCUdkyiD34Vi48aN3QK9rNBGul27dlazZs1A5mK4AQWLcZoA8DlB6mAkqX1bI56kiGeZxTXpfH6OIRzx5fOGdFE/8lEcoiTMWeTUz/ERkeGzwY8wBCVFpF8iP0Rdg4DPTOr+ePnFvCKKKYJBUhQAkqLoISkqiaQociRFkcGbX1KBaHvMG/SgOlVJirYOb48bNGjge54SBeAtPjVOiBb3MAjYE4jrxELPz/FR40SaJwJYVogukf5FXUYQc5HFPfOapiPUciGQLGD91KMUJ56kqH///u6zizRbP8dAyhyNJ3j+SJnz2+ktDOmdRBD9RqapwyE6Q5QlUoKSIuozmVOkowYBn310tiTSTmSJdE0RDJKiAJAURQ9JUUkkRZEjKfIHqVfUpPAGNojjJOWGDlQ7KvbfFpVVipAEFlFspunnfFjkk2Lz008/BXp8LH6J1LDg9JPex7+97rrrXIe7sv58anyQsiAaF1BTQ1SCjnJE1IiMRpoCti3iSYqIEtEQwW9HPISUWhfSwIKEBT5RFT7HaNcd6d5JzH8imkRTIiUoKSLyxYsJEf9IigJAUhQ9JEUlkRRFjqTIHywWOV+/EYLwoCseKVCRbuJaWaWoQ4cO7nz8dgWjIQKCFVRaUxhq06ivad26teuSFamYEGn4z3/+4xoQlAUahnCfkPMgNhvlOp9//vmufojmDUSHylJ/VxriSYpY6FPw77e9OuJOpz2uWZBw/fmedMFkDkd6nJwjdUVc90iRFCUekqIAkBRFD0lRSSRFkSMp8gfNF/jFzv4sft7ghgc1MyzuIim0h8omRZwP3c0o8Pez4Sf3hSgT7ZaJ7gWV1lQc0oCo/eBnsPiM5Dg5R97m07K6LFAjQgtn0qOCeF5I06JwfcaMGYFHiMLEgxSRDkj3yRdffNGJRqTPb7j9Nu392WcqqDqZ4vCZSkMCIj2Rdr7k39GdrazSXRxJUeIhKQoASVH0kBSVRFIUOZIi//AGt06dOq4ewW/DBUlRSaj5odMZi1Y/54FMEcFp1qxZ4FGiMLzNpyvWyy+/7PZP8XO87GtTFnr37m1PPPGE7/RCmiswaANN3UmktW2lIR6kiPObOHGiq+Py87NptsJmuaTSBlWntiWk0NE5jvQ8vymSPAeRIilKPCRFASApih6SopJIiiJHUuQf3jSzEKadst+9YSRFJUE4WfA/8MADvs6D+0K9Fq3UiTxFA6SIKFSrVq18b5xaVili41RajPutiUHqiSawYXGQnea2RjxIEQX5bCjLtfPzs9nPC5Ek3TAaUUjg+9KOmigiUWk/xyspEmVBUhQAkqLoISkqiaQociRF/kGKXnvtNbfTut+aBElRSejgRcoQmzH6OQ/S0kgHGzduXNS6UlFzQxc6GhPQ4c7P8bLApl6ttFLStm1bq169uqtJ8vNz9913Xzv55JOta9euUblGxYkHKWLfGza7veKKK3z9bLoGvvPOO06Ko5VuyFzgeEmTpCGHn+Nt2LChi2jtaKPirSEpSjwkRQEgKYoekqKSSIoiR1LkH0lR9GCvERaBpCb5OQ82vWSjVtKlIlkIlgakiLlAIweihn6Ol6gW9TxsKloaWJDTCjrSWpPwIAW0du3arkV1tIkHKWIjZpoXXHjhhb5+NvtTEXHicy+oluVbgmzxPJCi51eKqH2aM2dORKl+kqLEQ1IUAJKi6CEpKomkKHIkRf6RFEUP3oyzO73fTTVJn6NAnQXwm2++ac2bN4/KYB7QdOOggw7ydbx33HGHS5VibpUGnhPuld/0TTqbNWnSxD3D0SYepIg9wR577DHfEks6G/edjXejNbdIeeNZuPHGG53k+zle6s8mTZpUaukujqQo8ZAUBYCkKHpIikoiKYocSZF/JEXRgzf57Ct0wgknBDIPKspgQ2BaO5d2vyr2Rwri5xKRoz6JKEK0iQcpojEGkkHnuFjf8/IcjzzySMSbREuKEg9JUQBIiqKHpKgkkqLIkRT5R1IUPSRF5StFLFR//fVX11Y62sSDFJEmyDNHTVCs73l5DkmRKAuSogCQFEUPSVFJJEWRIynyj6QoeowfP95uueUW362mK9qIlRTR0ILoyYoVK6J8Z+NDimhxzYa3NJiI9T0vzyEpEmVBUhQAkqLoISkqiaQociRF/pEURY/hw4e7uel3/6eKNiRFZR+RSFGPHj3cRrt+N12uaENSJMqCpCgAJEXRQ1JUEklR5EiK/CMpih6IAS2iY72ILO8hKSr7iESKvvvuu4SLEjEkRaIsSIoCQFIUPSRFJZEURY6kyD+SoughKZIUlXZIiko/JEWiLEiKAkBSFD0kRSWRFEWOpMg/kqLoISmSFJV2SIpKPyRFoixIigJAUhQ9JEUlkRRFjqTIP5Ki6CEpKl8puuGGG6xv3762bNmyKN9ZSVEsh6RIlAVJUQBIiqKHpKgkkqLIkRT5R1IUPSRF5StF1157rf3888/lsliVFMVuSIpEWZAUBYCkKHpIikoiKYocSZF/JEXRY+zYse6a7L///hGfw84772zVqlVz1+OYY46pEOOJJ55w587cKg08d8y9nXbaydf9vvTSS+3TTz+1GTNmRPnOxocU9erVy0466STbc889I/65dEbcY4893F5HsZ43pR3169e3iRMnWnJycpmvmaQo8ZAUBYCkKHpIikoiKYocSZF/JEXRI4jNW7kn++23n1WvXt1q1apVIcY777zj7mNpF60scol4+G1dzp49DRo0cEIWbeJBivr162eXXXaZr2dlt912c//+iiuuiPm8Ke34+OOPbfbs2ZaWllbmayYpSjwkRQEgKYoekqKSSIoiR1LkH0lR9AhCitiDZq+99rKmTZvayJEjK8SYOXOmpaSkuPtZGlq0aGGnnHKKi1j4ud9HHnmk1axZ021qGm3iQYoGDhzoFudHHHGEr/l11FFHWZs2bWI+b0o7+HxJTU21vLy8Ml8zSVHiISkKAElR9JAUlURSFDmSIv9IiqLH9OnTXb3M6aef7us8dt99d2vfvr2LvOTn58fsfKIF50akgoiYn+u0995723HHHWeff/65k7JoXqt4kKJhw4bZXXfd5c7Zz88++uij3UawXLPCwsIoXK34QVKUeEiKAkBSFD0kRSWRFEWOpMg/kqLoMW/ePHvzzTftkksu8XUepDgxl5ib6enpMTufaNG9e3erXbu2HXTQQb6uE1GPqlWruhS6adOmRfVaxYMUkSb41FNP+ZZu6olatmzpIpuRRF8qEpKixENSFACSoughKSqJpChyJEX+kRRFj8WLF1u7du3cAsrPebDQv/XWW+2LL74odfOCigRttOvUqeMrDaz4uPnmm120aPny5VE75niQoqlTp7q0yosuusjXzyZCd99991m3bt0sM7Ny/+6QFCUekqIAkBRFD0lRSSRFkSMp8o+kKHqwiWjXrl3tzjvv9HUeREDoMkYqHte2sqXQ8cy9/fbbvtPAwuP44493tVyTJk0qdV1TWYkHKSIS2bFjR9eK3M/PJhJJtKlhw4a2bt06KygoiMIViw8kRYmHpCgAJEXRQ1JUEklR5EiK/CMpih7UALGfit99eGhVTb3MlVde6c5nyZIlMTunaMD5dOnSxU477bRAnhcaU5x77rnWtm1bF03ZtGlT4MccD1K0Zs0atx/UPffc4+tn0/Z9n332sdtvv901b1i5cmXg1ytekBQlHpKiAJAURQ9JUUkkRZEjKfJPZZYi9gf66quv3P2MxdvvrKwsW7ZsmTVp0sTtNcTi08/5sEdL3bp17ddff3XtiOOp/iMjI8N1BIvkOvPvhgwZYpdffrmvPXeKD4SY9s0dOnRw94DjC5J4kCJqpkjR/O9//+uiPUQU/RwDnwFEiwYPHuy+d7xEJGn+wHxn+G0EISlKPCRFASApih6SopJIiiJHUuSfyixFvP1u3Lix2+gRQSlviFAgLp999pkdfvjhvltOI1a0nX7xxRdt1qxZgc3TIFi4cKHrtheJfLDQpY33I4884lLfgnhmEFCia7fccot999137rMiSOJBirhuzC8W+jRLQIz8HANCinjTHITUvHhp6sHnAvsSMfymQ0qKEg9JUQBIiqKHpKgkkqLIkRT5J56kiDfTFMfTUIBFnt/rRivrO+64w82R0m4kui1ycnLcPaCrGaMskvXjjz/a1Vdf7fuciASw8P3Pf/7j7hmbd65evTomESMWp6tWrXId0L799lsnn+w3tHTp0oi+H/e9devW7joF8cyEx7HHHuvmABvK0tCBVL0gmgnEgxSFoa6ITVwPOOAAX8eASDK/eI4RoxEjRrgao1i06eb5Yk5wDER76ShI0xK/n82SosRDUhQAkqLoISkqiaQociRF/oknKSKywoIViQiiE9kuu+ziNgWlsxlvvrOzs8tUX0IqGDLEG3MW++PGjXNRHxZpSUlJpf4+LOzq16/vu3VyeHCfSA975ZVXXE0JYsQikuONRv0M8H2RVq4haUykpFF/0qxZM7v44ovtkEMOsQsvvNAmT54c0fdHWvv3729PP/20W5xTRxXEtQoPrv2jjz5qvXr1cp8bpOxxzZC7HV03/o6v4Wv5N5w/TRzYXymoOig/UvTHH3+4ujWiPEEcC2JExA7JpSaOzx7uO3IUzfmF3Iev74IFC9x58Rl6wQUXuFRYOjD6rXeSFCUekqIAkBRFD0lRSSRFkSMp8k88SRGw8O7Tp49LE/N73VhYk0JHy2IWQ8OHD3fSVZpaCRbBLPwRGt7E16tXz2644QZXjM5bdESktCBU1AEFFQUJR4xOPfVUFwWhcxtRI97qs3gNGhbDLFZZBFJvghiSwnfjjTe6Z+/AAw90qX1+pCgceaI5AqmTRPmCuFbhse+++7qFPnVLTz75pPs53BMaMXDdkN9tgRTTSZCv/f33350MPfvssy46w2I9iOPzI0UI/zfffOOaSwRxLEgpzSrOOussu//++92xsVEsLwKi0c2PZ43nks8Nonncm+eee86uueYaJ51EwPhskhSJSJAUBYCkKHpIikoiKYocSZF/4k2KgDfERx11VGALYqIql156qTtPFsKkfM2YMcMtJplD4UHNAhtY8vcs/okI8W9uu+021xKbyBMRh5deesktkksLCz4WUE888YQTCL5PUOfGHjNEaoiGkcbGcVOXRZoYi9hwBKk0hCNjzH+kjyJ+rtOYMWPcdUMGOHfk8MQTT3QiVPxY/EhRGKSDFtNB7Vm0tUF9FwtuolJsWopQ9O7d2y3IBwwY4CJgSCb/zejZs6d9+eWX7mtZrLMg5vwRN7/NM8LDjxQhbRMmTHCNJRAIvw0Xig8Ela6HRCXZZJcXC9R/8cIgHEEqy/xiPhIVRIB5JpirI0eOdBG8Nm3auM9gXh6Q9rjlcyIpEpEgKQoASVH0kBSVRFIUOZIi/ySCFLFwpckBi+Gzzz7bHnjgAXvjjTdcDQsLsfAgXYhOXkRfqlevbieccIKTGAr2uTaRShGRFhauH330kVtg8v2CPjcWw1wzojfMu06dOrnFJsdZ2uYHLFhp84zYICdIIdepdu3a7rwPO+wwJ5hEEbgeW6a4BSFFLJKJFFxyySWBXaMtB/eRpgJEeUj7Q8COPvpol3528sknu3MlqsR/M7iuzB2+luscPv8g5cOPFDG/uM+kMhIVZbPfoK8VzwEiiHg1atTIbfRKOilyU5roJMfIywGOE4H75ZdfXMSRuUr0le9NzR3Xl5/HOWw5vyRFIhIkRQEgKYoekqKSSIoiR1Lkn3iUIupkkBKiINFYDLMAo1kBx8tb6fAgmsRcYhFMutWWi8tIpQiol+C8aHnMAjzIaFF4sIhk8X7++efbzTffbI899ph7w9+0aVMngF9//bXbDyg8ECcWph9++KFLwWNRzVwgNYy0qZtuusldJ97abxkV2toIQorWr1/v6nWeeuopt0j2OycjmSNBC09phh8pAmqkwrVFfrscbmvwPDB3mROIDGmINEAgnRThp/FE8fnFZ/Onn37qzi08v5iP3Nt7773Xatas6eYqz1tpngdJkYgESVEASIqih6SoJJKiyJEU+ScepWj8+PFuUU6kpjwXpjsafqSIQnLS2UjTQviodSrPYyc6dc4557gITHhQwE5EJKi6mCCkKAyL6SuuuMIdW9BNF+Jx+JUi6uR4lj///HMX0QoyWlSaQYSH+198flHjRKQtqLkuKRKRICkKAElR9JAUlURSFDmSIv/EoxRRs0CKDqlA5bmw29HwK0XU67CXD+2rqQMqz2NnkYxgkAYVHsVTwYL4GUFKEbVMiBHF/uUdLYrF8CtFzC/S2IhG0mWPJhzlefzhjojF5xfzLZwKF8TPkBSJSJAUBUDQUnRM7cZ2v/e9uvT/01as22hZOfGzE3l5Iykyyy/cZJl5BTYvKcO+mrjcTvhwmKQoAiRF/olHKaKIm5oFUnTKc2G3o+FHisKQHkYxP7VLBx10UKnS0irKCFKKEEj2g6KxAXOThXV5p7SV5/ArRWFosPH999+7OrCtpYBW5CEpEpEgKQqAoKVo9+vq2RF3vmGPtvzWegyZ5MQoUZEUmaXnFtji5CxrPXKRXfO/P23fFgMkRREgKfJPPEoR+5TMmTPH6tatG/OFWPERhBTRgYumC127dnV1TDQviPV5BTWClCIiHzyH7JPDc0QKVmVa4G85gpIiatdSUlJcnRjpkohRrM8tqCEpEpEgKQqAoKVo56vq2G7XvGBnPNzC7m7S0d7s9Lv9NHyKzV+xzlIygt9XIp5JVCnKKyx0x0i6HNGh+n/Mtqu+GmeHvzfYdm3aT1IUAZIi/8SjFIUXdu+//77rDBb0njWRjiCkKAxd1kgPY3FFmlFQrZ1jOYKUImAeEFmjgQDPJov8WDRBKI8RlBSFQSYRAFJQEaPKUJclKRKRICkKgKClqIQg1ahjB93awG55rYN1GzjB/lq00tKzciwvv8AKo7RbdDyRaFJEqlxWXoGtTs9xx9lowFy79IuxgZy7pEhS5Jd4lKIw3333ndtPhsLxWC/IGEFKEelhtL9u0qSJaxNOI4SKvtgPWorCsK8NEklXPCJrSHJFv1ZbjqCliPqicLSVOctmvxX9mkmKRCRIigIgmlK005XPu6gR6XSX/PcDe7JVN2v/8zCbPG+ZpWRkVXoxSjQpWpScZb1nrbHXPRm65dsJdma7kXZQy0GSogCQFPknnqWImpJPPvnEte2N9YKMEaQUsW8L+wKxZwvtjGlzTOODWJ+jnxEtKcrNzXWRwyFDhrjWznQ2o6g/1ucb5AhaikjT5JqNGjXKtcw+7bTTKnwqnaRIRIKkKACiKUVbjqNrN7LrX/7E3unS134b+5fNXrrGklIyLL+g0OVVVzYquxRxxzJyC2x5arb9uTzFOk5YZk/1+svJULVm/axK42BlSFIkKfJDPEsREQL2rHniiSdca99Y15QEKUUQ7kiH/LFJKlGxcCQklucZ6YiWFIVhL54pU6a4TXZpwkGHNeSI1MOKnh4WtBRBWLzZxJeI0WWXXeairkSNYn2+kQxJkYgESVEAlKcUVb26ru1V8yU75PbX7KoX21jLLv1sxNT5LqUOMapsVHYpItI3f0OmdZ+2yu7sNtmd5/5vD3RCtFOUhEhSJCmKlHiWovDb7p9//tmJUdCbuZZ1BC1FgBhlZGTYwoUL3eaqtWrVchtkxvI8Ix3RliIW+aSFrVu3zgYPHuw2pWWhT9vnil6TFQ0pAuYXz9C8efOsbdu2dsMNN9jBBx8c8/ONZEiKRCRIigKgPKWo+DjotgZ2eZ2P7KlW3eyjHoNt0MQ5tmT1hkolR5VRiqgbSsvJt+lr0qzHX6ut2eB5dke3SXZ066G2+5v9oyZCkiJJkV/iWYqATSkXLFhgXbp0cYsiIkaxWpRFQ4qAxT4RI/Znoo6qfv36rjPd4YcfHvctu5kzpGWxIW2DBg3KbaFIPRbNBNislCjIjTfe6O4Nx1IR9zWKlhQBLxeQSYS1U6dOrh08MkmULd6jRhwfEsdGvu+++66LHvtBUpR4SIoCIFZSFB7UHB19dyOr27an9R45zdZsSLXM7NxKkVJXWaSIu+C5kOV49yQpM89mrk239mOXWs3OE+yI94eUiwhJiiRFfol3KQpDJOWzzz5zYsSGo6TSlWfKFD+Ln8lmotxXv2+stwUL2KlTp7rOdNddd50de+yxLhIST13XuBYI4h577OHE7dxzz7XmzZu7+hVS3MoT0sOYGyz2n376aXcsdCxkjpCGyHXjWIOYK3wPIlJ8TxbrQTYviKYUFSczM9N9xtHZkQ2EjzzySHcf42kfKI6D42HeEzW9/PLLXYtx6u+QOz9IihIPSVEAxFqKaOG9x/X17JQHm9sNr7S3Fz7uad0Gjre5y9a6tLqKTGWRojzPiFJz8m3U0mRrN3aJ3e8dx4WfjbbD3htcbtEhSZGkyC8VRYrY24cUICIpRAbOPPNMtygtLzFikUb6HultRCeSkpICP0fgpRdvw7mGpIghR88884xdcMEF7ufHQ5oYnfJOOeUUe/DBB93impbZ06dPd2lttNEuT8L7PiFGPLscC2liL7zwgntuaMqAWHLMfs6ZhTpROySQe1GjRg0XvaCdehDXtLykiOvF3CUq2b9/f3vvvffsnnvucY0Y2Asq1mLEzyfaR0fGxx9/3N1LNjuePXu2+wzk+P0gKUo8JEUBsD4l3cbOXGwPvNUpJlJUfOzpydEx9zT2BO1r++TnYTZk8lxbtCppc82Rvw+IWFDRpSi3oNDWpufa5FWp9vOsNdZo4Fy7vvP4QDZg9StFp308wur0mWkLNiSGFLEQ6tatm1v4sDjxO5AYCvvJwQ8Cah6COK5HHnnEd9rItmAfGLpTcQ0pwvZznLfccovrFoesRovly5fbwIED7eWXX3YpZggxzQlYsAYpDMgWi0SiDhT0X3rppXbnnXe6N9YUrlMHVB4sWbLELfSZS/x89p05+eST3TmHU8WiKYZcV+4t14GFM9GF2267zerVq2fff/+9zZo1q1yuQ1ngc2HQoEH2zTff2DvvvGPPPfecEyQaWZA2xjVEbFh4k3J30kkn2QknnPD3OPHEE9258vd8HeeM8DO/WajTRp3F9YsvvhhYOmd5SdGWzJgxw6Wm8jxxX+n0yPkfeuihTiSjOb/4vkTz6Lp41FFHuWeZ+8M8b9iwofXu3dulzgZJ69atA/lM5hh5NkX8IykKgOS0TJu6YIU93PKbmEtRlSuft12vrmv73fSynXBfM7vfE7XPeo+wucvXWmpmxdv4taJL0Xrv5/Sbt95e7jvbzvAk5PD3B9tezQfYzo37xlyKzm4/yh0XbcATgWXLllmfPn3s/vvvdwsdv4NfmLxB5c1zELRr1y6Q43r99dejlpaEbLVv395dQxb+fo6TxSeSunTp0qgcKxCJSEtLcwtf3iBTZ8BiLuiubaRckSp37733utSwH3/80S0gV61a5YSIOqDyIHy+1NDQpY7rS6e6O+64wy3aDzrooKh15WPRynWlgQLRBLq+/f777y69j+vAywNqoeINWnjzDDO3iYRS/8WcJNpAW+9evXq5iCPpmC1btnQvQxCc8EAQaP1NlK579+5OSseOHeuid0g594JUrg4dOjipqshSRDoakXHu5/jx413k/ZVXXnECyLkhLNGKHvGMIUO8kCHqyOcv0Ss+g1evXu0+87iXQUIzkyA+k4lERiuFVgSLpCgAsnLzbPWGVOvYZ5Td2fhLO+uxd+zAWxtYlauej6kgIUcn3t/MbmzwqTXo0Ms69x1r42YttjXJaW7z14pQblQRpYgmCojGgPnr7eMxi+3Rn6bbeZ+Och3ldm4SOxmivfeuTfvZUa2G2BUdx7qo1R9z11lyVvmmsMQKfmmyUPnhhx/syy+/9D2oiSAFKKhfxOPGjQvkuIiMRGvxSU0GaUdcw6+++srXcSKoLNyDirRtC1LMuEcsTlnIEbFgccti7rHHHnPtmq+99lq32CLNjrf/vNGnPiE8jj/+eJcySCSAmgXSoW666SYnQWwS2qhRIyeLP/30k40ZM8a9FWYB6Td9xw/Ug/DmnEhVjx493KIdYWMh/+ijj7q315w3b9sZSFPxc95yECFhgRf+emqYEMz77rvPpewh46RXffHFF+46MJ9ZPHMcFREEk8goL1OQajaEZe4PHTrURZbCA3HiXPl7vi68QKfpRxiioZ07d3bzqyJLUXE4RzZ85Xogg7zUadasmdWpU8cefvhhlzpKdDY8X4jsbG9+kWJJlI2vJdWwZs2a7nvwAoZmDzxjrVq1cp87RIWI0vNM+60b2h40mwjiM5mXA7ysEPGPpChAFq9Osj5j/rI6bXvYRc+0ctGaXa95wUVvdoqhHO1So67tXbO+XVPvY3ur8x82fOp8J0bZnswVlNMbzEipKFKEYNJVLjOvwGatS7cfZ6xx+w39u93ImNQMbTl28WRsr+b9XQ3TTd9OsFYjF9q01fqQFokJkRsWvEgZC3jqfkidYvGF6LDYp0lDeNSuXdsV5pOmQ10MC0DSiKjjWbx4caxPp9Qgy4gKiz2kFIFBZBi8zS5+zluOBx54wKWC8bVcAxZ7RMSQgqDTliobyAOLeb/1jERhiJiwgW88ggATaePlAxE2XhSE5xeR4e3NL9J+iS7ytUSBiNLwPYYPH+7EVIjyQFIUIBlZObZi/UYbP3uJden/p9Vr94Nd9vyHdsDNr7ioTSxT6qp6YnRorYZ27hMt7a4mHa3FN31t2JR57njjmYogRQgRTRToKPfN5BX2wm+z7IqO4+zEj4bZfi0GxjQ6xAg3Vbir+2R7f8RC+3X2WnesG7MTI0IkxJaEN0IlZYoFF00ZeNPPYo7IyrBhw9wb8PAYMWKEiwawGSjpOixyKZzmTXV51QsFQXiDTorQWbxy3pwPgxSv4ue85SAyikSGv57oB2lmXIOgUkgrK8ypxo0buyikHymiLoyaNbrnxSNERhEjmjOQOkhkPjxfwlG2bQ0irDyDfC21Z4g2zyYpjRU12igqHpKiKEE63ZBJc+2db/tarTe+sHMeb+k2XI11Sh0/nwgWkSxS6roPnGBT5i93x5uVkxd3LbzjVYrCkaENWXk2LynDpcq1Gb3Yan832U72BCQeIkP7vDXAjmk91C7sMNqe+2WGdZq03EWxEDghhBDlQ8+ePV2aITVXfqSIPXhILyMdUggRPJKiKMEeQXR8W7Y22cbMWGTvdx9gNzX41Ha79oWYShEj3ML7oNtes+rPtbanW3e33qOmuWONt41f41WKCjwhSs/Nt9FLk631yEV2W9eJdsKHw2z/twfabs36xVyKSJU7s91Ie6r3X/bd9FU2dXWaE7ic/EIrjDPxFUKIykybNm3snHPOcR0KJUVCxC+SoiiTV1BgG9OzbMLsJa7RAXsIXVe/nR17TxMnJrEWpP1vfsVOf/gtu/fNr63Ft33tp+FTbNaS1ZaTl2+FhbFfPMebFCEUq9NybOyyjfbF+GWupXWNr8e55gU0MSBVLVYiRJre7m/2s3Pbj7L/+2Gak7Xf565zTR/SFB0SQlRiwnsQkRpIyhVpgrGG1EpSwGhJTuc/v3t7HXfcca7xAB3uhBDBIykqRzJzcm35umT7ss8ou6PRF3b8fU1tj+vq2S416thOV8Y2rY5xxJ1vWC3vuL7+fYwtW7vRUjyZy80riGlKXTxIEWdf4F2D7PxC16lt6KIN9taQ+Xbup6NczVCso0JVGvd10SmiVMd9MNTq/zHb+s9fr5ohIUTCQI0YdVJsDEtxPg0wECO6wMXidxg/k7oaBIbGHUF0naPtO7VJtPwWQgSPpKgcITUNMZq/Yp0NmjjH2v00zB5991s7+cE3bd8bX465FCFoR97dyC6v85E9/l4X+/jHoTZy+gJXaxQr4kGKkKEVqdnWZ85a18b6zu6T7KxPRtoBnoQQHYq1FP3rnYF2fafx1qD/HOs+baX9uXyjrUrLcRvHCiFEIkAxPkX67Cd0/fXXu5brXbt2dU0xyrsdMg0taBWNENHy/dhjjw1EiqpXr+46JbIHlhAieCRFMSI3L98Wrlzv0tVIqbu2fjs7/t6mtvcN9V3NTyzliE55/7rlVZfm1/irX63/+Fk2d9laFzlif6PyJFZSRJocUrEsJdvVDdFV7tlfZrgW2/EQHaLN98EtB7m6oTu7T3ZNHkZ5x5mRm+8aQAghRCJB6tzEiROdDLGR7GmnneaaG7Rt29b69u3rRILIzZZ7CAUN+xuRwke3NfbW2X///QPbMJd9pTgXzkMIETySohjhNhT0xCglI8tWrk/ZLEc/2BmPvG27X/tiTNPp+Nmk9O1V8yU7unZjq/5sa7e/0aS5yyw5rXxbY8ZKihCidZm51nnycnv4h2nu5xORifUGrOFBDdMNnSfYJ2OX2IQVKS4ylJFb4GROSiSESDS2lKLddtvN9ttvPzv88MPtyiuvtJdfftm6devm0uui2UJ848aNTojYxJQNcdlXiOMJQoruuOMO16q6IrWBF6IiISmKExav3mADxs+2D74fZI+928Uufq61HXZHw5in1FW9uq5L7bv0+Q+tTtueLuWP1D82f83JjX7xfnlLUUp2vk1cmWLfT19lbw2db7W6TnIttqvFuKPcTt6gxfZJHw2zW7tMtNf6z7EuU1a6DVhpolCg6JAQIoHZUoqKy8SBBx5o5513npOKF1980T744AMnSAMHDnSStHr1aleTFAnuBWdurqtnGj16tNuktW7duq7bHFIWhBAheDRZQOyIQkUz0iVEIiMpiiN4y5+RnWt/zlpizTv/YTVebGv73FDfdrvmhZin1IXT6k576C175oPuNmzqPNc0gnojaqWiVcdaHlLEdc8r2OQiLUjGeyMWWs3O421vT0KqNo3xxqveqNqkr+3ZvL+d7l2DB3tOtR9nrLaFG7SZnRBChNmeFBUfpLIdcsghdskll9jTTz9tn3zyiQ0ePNhtRJuSkuLqj/heRGNo1EBt0JaDP6eGia9jA2DS2fr162dvvPGGXXrppbbXXnvZzjvvHEh0iMGmrbfccot17NgxYnkTQuwYSVEc4TYE9QQjKSXDpi9cab1HTrN3u/a3mq+0dw0QYi1GbPxK1OikB9509UavfvazfTd4os1bvs6yc6PT4ac8pGh9Zq5NXpXq6nIe8KTjgs9G22HvDXZCVCWGLbbpKkeEiqYOj/883T7/c6mN8o59aUq2peeWb22XEELEM6WVoipVqli1atVci+yTTjrJLrzwQlerQxQJSWrWrJm1bNnS1SJ16dLFbby65ejevbt17tzZ3n33XRd5ok321Vdfbf/+97/d9w0yZY5x6KGHWsOGDV1XPWqWhBDRQVIUx7D569zla+2Tn4bZw+9842p7jvLkiMgRghLryNGpD71lD7boZJ/1GmHDp863BSvXuxqpIImGFI3wxIJucsjQ9DVp1mvmGntn2AK78qtxrq11rGuG2OuI+qVT2w63a/73pzv/XrPW2JKNsd93Qwgh4pHSStH2xgEHHGBnnnmmE6WrrrrKateubQ899NA/BhJ055132kUXXWRHHXWUk6ygBGjLQdTp3HPPtW+//dZFs+hsJ4SIDpKiOIbNU9lEdX1Kuk1dsMJ6Dp1sD739jR16e0Ordu0LMZcijuGAW161E+9vZre//rm1+3GYTZ4XbFecaEjR8MXJNntdhttvqG6fmXbZl2NdZGiv5v2dEO0UQyFicAyXe8f0xoC5Nnhhki1KznS1TmqxLYQQWycIKSLlDcHZY489nIxQE0T3uK0NUtr4OtLxgowKbTlOPvlke+SRR2z8+PGudkkIET0kRRUEao1oxkBKXZOv+litN76w0x9uYXte/1JM0+p2urKo1ujIuxrZ9fU/sVc79LJuA8e7TnXrNqZbgc+FfNBSdHnHsdZi6AJrPHCePf7T9KL9ht6JfYttNl891BMzju+5X2bYZ+OWevK2wUWz8vRmUAghtksQUhRPgzQ/GizQVvz777+3VatWxfoSC1HpkRRVQEhR6zFkoj3Vupud/MCbtv/Nr7gucVVi2MY7PA6+vYFVf66Vvd99gI2Zscg2pGa4aFekraKDlqIj3h9iF30+xg5sOSjmIkREKlw3xHHV+HqcfTBqkdsbKUM1Q0IIUWoqmxTtvvvudthhh9nHH3/smj+o45wQ0UdSVAFhA9UlqzfYqOkL7btBE+3Fdj/YRc+2dqlssZaiate+aAfe1sDOe/Jdu6fZV/b/2rv34KyrO4/jKgItt1pLW1q7Kx2RIqu1Y+loYb1QkUqBWmUGu8jo1ooFNMhFEBhuAQQqgkgIK1WIghBlQQMCQSCQkMg1CLkQAoEEEiK5X8nlyfMwn805lY7dujWySX7kOe/XzPOfMEl0GN+cc77f2e9ss8tfiz6Po6+rsaOo3ayPbRC19XjEtvmYBaxd5sfo9+8d1aKELH2Unq/j+ZWqqg8iFrACQMMFWxSZHUczZsywY77NcIWmGGQE4O8RRS2YmVRnrtXtOpKumau26rdT3rBX6joPnmTjxOtAMidYvUYs0Jil67V+9xElpp/TZ0VldlLdpQb+T39jR5HXn1bT/jpe2yxf7b1iv57ckKS1x3KVUVSlGj/X5ADgSgRLFJkrc127dtWIESPsEtiCggKvf7SAM4iiFsz8xZGJi4qqWmXnlyguKUML39tp9xv98LGpnkeReevU7qGx+u5vJ9n9RiGvr9eG2KP1YVTe4FOjYIoic13OXJXrtjjWxlDEpzl2olxJdZ1q/U236wkAgl2wRJEZ6T1y5EhFRUWpvLyca3NAMyKKgkTg0iX7fscMOFi1bb8mhG/UgInh+vHj022YXOvxeyMzjOHOp1/W72et1KyIrTaO0s5eUPnFmn/6fQVLFJkR23eGxdvlq/PiTtsR2+mFF5vpvw4ACG4tOYouD1Xo1auXRo8erQ8//FCZmZmM3waaGVEUpNKz8/TujkMaMu0v6jp0utr3H6vr+z5vp8V5GUfma+j46/F2et7KrftsGFXX1qkuELDDGP63lhxFZohCmxnb7XW5Xyz/RGO2HNeezCJd9Pm/9HsFAFyZlhhF5us0i147duyom266SVOmTLHfQ1lZmdc/TsBJRFGQMicwZ3ILtePQCS1+P8YuWf3pH17WN/u94PEI7+fUum+IXUL7788t0qhFkXpjU7wOp59TfmnFP3wfLTWKTBBdnihn9g2Zd0OHz5cpr7LWDlEgiQCg8bTEKDI7kXr06KHhw4crIiLC7iIqLi62gxUAND+iKIiZaTU1vjqdzM5XZEyixi/boAfGvKZbPx/jfd0D3l6pM6dG5hRrwKRwzXknWlEJSUqv/1rNpDqf32+//pYURSaE2s7Yru/Pj9HtS+P1+HtH9Up8po0hs28IANA0qqurdfLkSYWFhenuu+9Wt27d7PscEx7meprXAXT506ZNG7sU9pZbbtG9995rr8tFRkaqpKSEGAI8RhQFOXNNyww1KKmo0olzedq6P1XjwzfqnlELPZ9QZxe/PjhGnQaM1w8enaL+E8I0Y9UWxR47pcKySvtOqiVFkQmi79UH0aDViXbEdsLZEuVf9KmqjhHbANCUzPub2tpaZWRkaPPmzfYqWr9+/ey1NBNGXsfQ5U/nzp3t2yFzomXeDqWlpdkgCgQCjN0GPEYUOcS83TEjsc0I79fW79ZT81ar9+hX9cPHpuibD3k/wtuEkfl6/vRqpMI2xmpXYrrWHMi4qqOo1fRou2+ox5I4DVx9WBOiT+jtT8/rSG65iqr4Wz8AaE5VVVXKzc1VXFycVq1apVmzZumZZ57RgAEDdM8996h79+42TMxy1KYOoNatW6tTp072VKhPnz4aNmyYJk+erPDwcO3evVvZ2dmqqfnnw4YANB+iyFHmitqBtCzNW7NdD457XT8aMtWe2lzn8ZQ68+bITMu7/am5eu619zU5cq9e2JysnyyO9TyAvvi5dto2XV8fRN+as0M3L9yj/9yYVB9DOcoqrVaNP+D1v14AcJ45fTFvjVJSUrR27VqFhoba9zsmjm6++WY74KB9+/Y2kMxpkrnaZkLGDD9o1apVgz7mnzW/xvxaM0HO/D7t2rVThw4d1KVLF/Xs2VNDhw7VggULdODAARUVFXEiBFyliCJHmSt15opaSmautuxLUejb2zTopeX6zqCJav2rEM/fGt3wmwn6yROhun3UEvWYGKFOUz7wPIS++LmhPobMRLlno1L0l8PZ2n2mSKeLq1TpCyjAVTkA8JyJD7Pnp7S01I64TkpKUkJCgqKjo7Vu3Tr7/sicJIWEhNhTnIEDB+r+++/XXXfdpdtuu61BnzvuuEO9e/dW//79NWTIELt01ZwGLVy40J5Ubdq0SXv37lVqaqoKCwvtFT8AVyeiCKrx+e1+o/AP4zRk2pvqNWKBnQ5nTmy8vlJ3zUMTdM2jobrm+TWeh1DrGdHqNHuHXb7aP+KQnSr30Yl85VX6VONnnwQAtBRmMMOFCxeUnJysmJgYO+xg+fLl9kRn6tSpGjt2bIM+5m3Q7NmztWTJEjtBbsuWLTp48KCysrLsaG1OhYCWgyiC/UO7qtanC8XlSj6Ta/cHPb1gjV386nkU9Runax6ZUR9Fqz2Pohvn7tRPw+I15eOT2nqyQGdKqlRW47dDFDgcAoCWwwxmMNPeTBxVVFTYYQfmJCcvL8++ScrJyWnQ5/z58zauCgoK7NU4E0LmXZPP57PX9wC0HEQR/sZc+zKnRmZKnRmPbSbBPTpthXo+OUc3DnrR2yh6zpsoMu+GzIjt+948oD9Fper1fVmKyypWbnmt6gKUEAAAQDAgivClzDjsgtIKbT94XM++uk53PTPfXqe7vm+IHYYQ7FFkpsp9Y+Z2dZ63ywbRkk/O2olyAAAACD5EEb7U5cWvuYVl2n88UxHR++1+I/PeyOwVarbFrx5FUffX4uzy1XlxpxV1Ik/H8ytVzIhtAACAoEQUoUHMe6OE5DOa9tZHGjBxmXo+OVudB09Sq77PN+3JUTNFkRmx3XH2Dv3LK3v08/BPNHJTqt49lqu0gkpV+wN2CS4AAACCE1GEBqmrD4PK6lp7chR79JTmrt6ufuOWqkP/cXaEdkuPIvN26Pal8frjBynakHpBKXkVKq6us1PlCCIAAIDgRhThays2i1+PZ+nNLZ9ozOv/rf4TwtTtP2aqTVPsN2rCKDIh1CF0h+5clqAn1h/TvNgz+ig9X9llNaqqY2oQAACAK4giXDEzqe58YZmNo8dnrdT3H3lJbfuNUasHGvFKXRNEkbkqZ3YO3TB3p25dHKexW9O0L7tUBRd9Xv9IAQAA4AGiCFfMTKgz+41O5RRoV2K63tgUrydffke3Dpuljg+PuyqjqPX0aH1rzg71XXlQE6JPaG1Srg6fL7NBxAJWAAAANxFFaBS1dX47wntD7KcatThSfV9YYpe/dvj1//PNUSNFUduZ29Vlfox+tixBg9ck6s97z9h9Q5U+rskBAAC4jihCozAjvP2BgEoqqpRxvsDG0biwDeoxPFQdHx7veRT9YEGMHl17xC5fPfpZuXLKalRR62eIAgAAAIgiND5/4JLO5RXbK3WL3tulp+at1i+e/bO+98hLav0rs/y1eaLIjNj+8at7NGh1oiZ/fFJrj+Xq2IUK1fgDChBDAAAA+BxRhCYXn3xa097arD6jF+k7gyep7YNjGr789WtGkRmi0Gp6tL0uZxawPrbuiDYez1N+pU/+S4QQAAAA/hFRhCaXX1KhT09lKyo+ye43GjAxXF2HTm/0KLq8gPWOpfEaEZWiZQfOak9msc6VVn++b8jrnwQAAACuRkQRmoV5c1Tjq1Nq1mcK2xhrp9T97Ol5uumxqWrff5yu+79GeH9FFF0+Gfr23J26ZVGs+q3661S5LScLlFVS7fW3DQAAgBaAKEKzMUMNqmvr7MlRYvo5rd11WMPnvq3uT4SqzYNjriiKTBC1D/1Yv1yxTy/Wx1D0qQI7RKGsxq/aACO2AQAA8NWIIniioqpGmZ8V6YO9xzRz1Rb9buoK/dtTc9TRjvAO+cooMjH0o1d26743D2jU5lSF7T+rmDNFulBZ6/W3BgAAgBaGKILncgvLbByNWhSp7sNm6dsDX7RhdK25UveFKLrWxNC0aLWZsV03zNmph98+pIXxmcosqbIT5QAAAIArQRTBc1W1PjvCe29ShiK27VfIkvd1X8hi3Thoolo//OLfoshck+u2OFa/e/eIQndn6IPjeUrNr1Slz68AUxQAAABwhYgiXDV8/oCKyi9qx6E0vbx6uwZP/i/1+OMr6jRsvv51+kb1WbHfTpV7KzFHyXkVKq3xe/0lAwAAIAgQRbhqmAl1ZvFr+cUaZV0oUkLyab30zg7dOWmlRq7bp4gj55VWUKmCiz5V1wU4HQIAAECjIIpwVarzB1RaWa09qWe1JDpR21JzlF54kYlyAAAAaHREEQAAAACnEUUAAAAAnEYUAQAAAHAaUQQAAADAaUQRAAAAAKcRRQAAAACcRhQBAAAAcBpRBAAAAMBpRBEAAAAApxFFAAAAAJxGFAEAAABwGlEEAAAAwGlEEQAAAACnEUUAAAAAnEYUAQAAAHAaUQQAAADAaUQRAAAAAKcRRQAAAACcRhQBAAAAcBpRBAAAAMBpRBEAAAAApxFFAAAAAJxGFAEAAABwGlEEAAAAwGlEEQAAAACnEUUAAAAAnEYUAQAAAHAaUQQAAADAaUQRAAAAAKcRRQAAAACcRhQBAAAAcBpRBAAAAMBpRBEAAAAApxFFAAAAAJxGFAEAAABwGlEEAAAAwGlEEQAAAACnEUUAAAAAnEYUAQAAAHAaUQQAAADAaUQRAAAAAKcRRQAAAACcRhQBAAAAcBpRBAAAAMBpRBEAAAAApxFFAAAAAJxGFAEAAABwGlEEAAAAwGlEEQAAAACnEUUAAAAAnEYUAQAAAHAaUQQAAADAaUQRAAAAAKcRRQAAAACcRhQBAAAAcBpRBAAAAMBpRBEAAAAApxFFAAAAAJxGFAEAAABwGlEEAAAAwGlEEQAAAACnEUUAAAAAnEYUAQAAAHAaUQQAAADAaUQRAAAAAKcRRQAAAACcRhQBAAAAcBpRBAAAAMBpRBEAAAAApxFFAAAAAJxGFAEAAABwGlEEAAAAwGlEEQAAAACnEUUAAAAAnEYUAQAAAHAaUQQAAADAaUQRAAAAAKcRRQAAAACcRhQBAAAAcBpRBAAAAMBpRBEAAAAApxFFAAAAAJxGFAEAAABw2v8AvqsxLseydSEAAAAASUVORK5CYII=
Termination of Employment
If at any time during your employment the Company terminates your employment for any reason other than Cause or Disability, you will, subject to the terms and conditions described in this paragraph, receive a severance benefit, payable in a single lump sum cash payment, that is equal to the sum of one year of your current base salary at the time of your termination of employment and the amount the Company reasonably anticipates it would otherwise have contributed to the Company’s medical plan on your behalf for the 12 months following the date of termination, less applicable tax withholdings. As a condition of receipt of the severance benefit, you will be required to execute a Separation Agreement and Release satisfactory to the Company in its reasonable discretion within 45 days after the date of termination of your employment and not thereafter revoke the Separation Agreement and Release as permitted therein. If you timely provide an effective Separation Agreement and Release to the Company, the severance benefit will be paid on the 60th day following your termination of employment. Notwithstanding the foregoing, no severance benefit will be paid under this paragraph if a severance benefit is payable under the Change of Control Agreement.
If your employment is terminated for Cause or Disability (as hereinafter defined), you will not be eligible for the severance benefit. “Cause” means a material breach of this letter, gross negligence, or willful misconduct in the performance of your duties, dishonesty to the Company, the commission of a felony that results in a conviction of law, or a material violation of the written policies of the Company.  “Disability” means a disability that would qualify as such under the Company’s long-term disability plan.
Code Section 409A Compliance
It is intended that all terms and payments under this letter comply with and be administered in accordance with Section 409A of the Internal Revenue Code (the “Code”) so as not to subject you to payment of interest or any additional tax under Code Section 409A. All terms of this letter that are undefined or ambiguous will be interpreted in a manner that is consistent with Code Section 409A if necessary, to comply with Code Section 409A. If payment or provision of any amount or benefit under this letter at the time specified would subject such amount or benefit to any additional tax under Code Section 409A, the payment or provision of such amount or benefit will be postponed, if possible, to the earliest commencement date on which the payment or provision of such amount or benefit could be made without incurring such additional tax. The Company will, to the extent reasonably possible, amend this letter in order to comply with Code Section 409A and avoid the imposition of any interest or additional tax under Code Section 409A; provided, however, that no amendment is required if such amendment would change the amount payable by the Company under this letter.
Notwithstanding any other provision of the letter, if it is determined that you are a Specified Employee and that any amount or benefit payable under this letter (a) is subject to Code Section 409A and (b) is payable solely because you have incurred a separation from service, then the amount or benefit will not be paid (or begin to be paid) prior to the date that is six months after the date of your separation from service (or, if earlier, your date of death). Payment of any amount or benefit to which you would otherwise be entitled during the first six months following the date of your separation from service will be accumulated and paid on the day that is six months after the date of your separation from service. For purposes of this letter, a “Specified Employee” is an individual who is determined to be a “specified employee” within the meaning of Code Section 409A.
Any reimbursement of expenses or in-kind benefits provided under this letter subject to, and not exempt from, Code Section 409A will be subject to the following additional rules: (i) any reimbursement of eligible expenses will be paid on or before the last day of the calendar year following the calendar year in which the expenses were incurred; (ii) the amount of expenses eligible for reimbursement, or in-kind benefits provided, during any calendar year will not affect the amount of expenses eligible for reimbursement, or in-kind benefits to be provided, during any other calendar year; and (iii) the right to reimbursement or in-kind benefits will not be subject to liquidation or exchange for another benefit.

At-Will Employment
Your employment with the Company will be “at will,” meaning that either you or the Company can terminate your employment at any time, with or without cause, reason, or notice.
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
Acceptance
To confirm your acceptance of this offer, please return a signed copy to me via email at kirk.thor@integer.net.
By accepting the offer presented in this letter, you represent that you have read and are familiar with the responsibilities required by this position description.

Diron, we truly believe you have the right knowledge, experience, and values to be a great fit for this role and for Integer. We are all looking forward to continuing to work with you.

Please do not hesitate to contact me if you have any questions.

Sincerely,

Kirk Thor
Chief Human Resources Officer

/s/ Diron Smith                        10/9/23
Diron Smith                        Date
Understood, agreed, and acknowledged.

CC:     Joe Dziedzic     
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