tag:blogger.com,1999:blog-57196167461044083022024-03-14T08:28:38.207+01:00Dott.ssa Giuliana Comin, MSc, Omeopatia ClinicaAggiornamenti su argomenti di omeopatia clinica,Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.comBlogger57125tag:blogger.com,1999:blog-5719616746104408302.post-21021530127190320832020-06-11T11:05:00.000+02:002020-06-11T11:07:03.130+02:00La diagnosi omeopatica, il farmacista, i rimedi omeopatici, i livelli di salute del paziente.<div dir="ltr" style="text-align: left;" trbidi="on">
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Vorrei ritornare ancora una volta sull` importanza del colloquio omeopatico. </div>
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Come tale il colloquio del paziente col medico omeopata ha come obiettivo di stimolare il paziente a fornire </div>
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al medico tutte le informazioni necessarie per poter inquadrare lo stato clinico omeopatico del paziente e raggiungere la diagnosi e successivamente dopo un analisi dettagliata arrivare <i>alla prescrizione del rimedio.</i> Dopo una lunga esperienza omeopatica, mi sono resa conto che la gente non si pone mai questo obiettivo nemmeno quelli che si rivolgono all` omeopatia. La maggior parte di loro pensano, per cultura aquisita, che l` omeopatia consiste nel prendere un rimedio e curare il sintomo ! Anche perchè fino adesso l' omeopatia si fa in farmacia....che consiglia....e poi quando vedono che non funziona cambiano rimedio e poi se non funziona anche quello aggiungono un altro rimedio....e poi visto che non potrà funzionare cosi, perchè il substrato patologico persiste, consigliano di rivolgersi al medico. Intanto però e stato complicato il quadro clinico del paziente avendo assunto rimedi a caso perchè il faramacista non ha posto una diagnosi al paziente ed ha alterato il quadro clinico-patologico iniziale.</div>
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E una persona logica si domanda: ma come fa uno che non ha le competenze a fare l' analisi clinico-diagnostica omeopatica per raggiungere una diagnosi a somministrare rimedi? </div>
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Dopo questa breve introduzione e poichè credo che l' Omeopatia essendo una MEDICINA OLISTICA può aiutare moltissime persone a trovare una soluzione naturale dei loro problemi di salute vi allego questo bellissimo articolo pubblicato di recente il quale descrive l' analisi omeopatica di un paziente con artrite reumatoide giovanile la progressione, le eventuali recidive, i rimedi, la risposta di un organismo che si cerca di allontanare la malattia ecc. e tutto il processo diagnostico attraverso l' analisi dei livelli di salute dell' individuo. Per leggerlo clicca qui sotto:</div>
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<a href="https://drive.google.com/file/d/1CYuwqgWez6-RIDKPYJM-PU4WInquH7Cu/view?usp=sharing">https://drive.google.com/file/d/1CYuwqgWez6-RIDKPYJM-PU4WInquH7Cu/view?usp=sharing</a> </div>
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Se volete inoltre rimanere informati sull' Omeopatia descritta in modo semplice e con esempi di casi clinici potete consultare il <b><a href="https://www.tipografiafaentina.com/prodotto/quello-non-sai-ancora-dellomeopatia/">mio libro</a></b></div>
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Buona giornata a tutti</div>
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D.ssa Giuliana Comin</div>
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/EY01zaDI8yxyHM8knzPOaimAuRizBKCVEhpYhFRAEfz+cRORwciw1l8ZaoDBCGPAUhDIHwQ3O4oWn04CxyeA42CoRMAQEzS/Ozi7PzoDkgZAEMX4SjF7A4AJYMQlFARCIIhwehcKAlFACOBEKhwAXE0iIcClgCA5YWAPOT85Oj86ODC+ODwIkJ2MIcbgmIR0GxRCyaTkWw2EscHozNhbI4YB4PIhOiVGKCWkRRC5lqAUfD5+mkHIOKrVQTlcsEmQOtcqP1bsxKiOBOUCOb7NyJ9PBEtX+s3DuSbe+Kc+u8tTjbG2YaHWjJMkBsW1R6ILoA2pMVJPdNmT1Hds+xvuPY3rans6ZgTO6MCORmnEgFlSogUgVUIocxuVAiBQjHz8xDR8aA/SOQwWHE0BR8GIaaw1PhDC5WKMIp1RSNkak2MJQ6mtrAUBsZSj1DqWPrDDy9kafVsfQ6lt7IV+u5Ci1TqWXL1WyxkiFRMIVymkBOFkpoAgGbyyMzOVgqC0tloqksLJWFZbJRLB6GLyKLZFSJkqHS8jRagVorUuulap1IaxAYjTKDSaozSnRGkcbI1xuFJpPMaJLql8X6FbHGJJQp2XwhmcxGg8iAEfjoi+k33w88/+7l0wfPfvzy+0d/fPjgy+8efvndwy8fPfjDt9/+4dsHf3z08Osfvn/w8+Nvn/747dOfvnv+y/cvnn4xO4sfGgf3Tc71zUy/nZsYmB8dBo5OwCan4DNz0MVFGAIKo6CgHNQSFwMUYOfFmBkBYpa0NIkDTKBmRpbG+hdGBiYH3470vRp6+7q/723/wJv+4b6xicHZqSHQ3DBifgwLHCdDJrnISRFxTkYGSplgCR3Gp0I5FAiDACKi51GQSdDiyPzMwPTMwOTc8BRgfA4zBafNk7hAvgSiUsDUKphRCbXJoCYBREEDsAizJMwsHDoBWBgdnxwemBx9Oz7SPzM8AZ4AoKdR5AU6G8gXgeQSqEqGUIngcj5MzIRwyGASCYHBooEwzDgQMwDA9AFI/SDmIIw3guWP0SSzAhVKoqTJxSIpW8UmaqgIIwViIIDUOKAIC2ZiwEQClEBEIvFIABY+g4HOoKCjSOggFjqJh8yTYUtMFEqApUooPDldrGWrdRytkqFSUNUSsoxH4tOIZCIZgyXCkKQFKG0CyhyGcEYgrHEgbQKAn4KiAUgkAg1B44A0ApBBArKpYD4DKGSCREyQgAHkU0Es4iIJuwhHzCOWZpeAszOg+RnQ4sL83Pz09NTU+NzEKGBqBLYwSQTPMREAAXZJRETx6QQum8pk0AgMJoFMh5EYIBIbyGQvCTlImQAv4hGEbIKQSeSx8TwenslHsqRwugrCUINFRrjajlsOktxJemJfsnEg3dgT5zYF2Q1uMs3wB3EWB0yqmaWIRnHiUYJmlmZe0q8J/VvWcMYVS7vX0u5o3BlctdgjWq1XSFcj8bx5AnsWzZxAMMdBlPE57MgkpH9k/m3/zOuB+b5h4PDM0hQcuYQn4ah0EotLEkmpIjmVLcbShQiaGEaRAolCMEWKZCpRbCWSKYXRxTCmHEWToegyHFtG5SpYXBmTKaHThGSqEE/gotF0OIYGRVNBMPI8lDq3RJ2F0GYxjAU0fR7HAhB5SzQRgiMlCGRUgYwhkLP4MipPRuYrqQIFWSgnCeVEoQwnVBAkGqpMS5dp6TI9na8ic0RoOhuGowNAxKkxxNCb+Tc/DTx7/OLJw2dPvvnph69/+O7L7x/98dGDPz769u++/eaPDx784cGDPz56+M1Pjx/8/OODp08ePX/y/ctfviCA1Mh5MXyeDwWwICAmFESDA5koCIcAE1NgajpkmY1c5mFW+BirAGkTQB3cJQsHZKIDNBSAHD8rQk6wIZMU8CQBMIZbHMMAJjDgSRxqioGb5ZEWxNRFJR2gZQFNbKCdD3ZLID4p0q1Au4VYCx9j5CD1dJiSAhYRFrmYWSZiioqapWEXGSQQl7uklMCMGqTbiAmbMKFlTFiPi6gwHjHSzIEqKUABfoGFnKbAZnCQGfTSDBw+jSfMsehAMQ+skcNWNAinDhHUo4MGrF+F8cgQViFcx4ZJKAgOBomHoSBg1BwYMQvGzsAoC3g2jCUkicQ8nVRnUtiNIp+OHlbjo3J0QoJMSOBRCSwghNrZS2oqlE9comNAaAQAApkHgmcWYHMAzAKSDKSy4HwhUqlG2g0En5kaMTOiZkZ0hRo1k2N6YkhJdPIIGi5ZxmLxGRwGXUpkqDAMHZquRVGVBJqIQmcxmRQBiyAVIg0ixIoEZpPCHXKYWwFzSmEOIcTCXdJQATzcPAk2C1ucnJ+fnFqYngbMzs9OL85NQxZn0EvTNOSciAjS0SBmFszOR7mFeJuEZBZT9UKmis+SMllMCh1LZMAIFDCNCqPTUUw6hkFFk0hIIhFNJKKIVCSFhSZxkXQhRqgiK4x0rYVmDXHCGUVqXZ7JypJJUWyNEwlTXXaMWrlIZQzD8UNg/BiQNocUI6ROuTXk9viCQX8k4ov5PVGPO2i22aRGFZ5PXiJB5rGzk+jRMcTAKHywb7Hv9fSb5+Ov+qcGJudmAAAoDILHoRgMkoRNlXJYIj5PxOGzSSwikg4D0+YXqGNz5NE56uQiYwLEHAPSJiH0eSQXguGhKQImWyjkS2RiiYLHl7K4QjKbgWbiIWQ4kACaw01NYgYncYOT+MEp/NAcYWQWP7JEnkYxlogcBF1A5oo5fImILRIyhRy6gEkVkMk8HJGDwLNAGOYCjjNPEABJwiWSGE4Ro4l8JJUFJzOgWAoYTgAsYmZHl8aeT/Y/7n/21ctf/vDsyde//PTV94/+8Ojbr75/9MdHD//w4MFX33339Y+Pvvn5u0dPf3j88smTt788HXj2hRQREix5uBAnG+pgQO0sqJUHdQhgLhkiqEKuadApDSZmJCZMpKSBEDcQYjpMTAtLKGGrMmhACHJyFi1MgIm6qKEuaigAFRWoZoB0wqUVMcQhQ3iVyKAaFdZi1kzo9DJufRm/sUxIm8kpAzluIK2pcWE52idBuIUQhwBi5y1ZBVCbBOFQYF06XNBIiDsomx7aro+256Pv2KkbZlJKT4zKkV4xzM1dcjCBVibQzAIaWSADD2QTQTxKVMCAiVoJCRsp7SDm7OScjZJbIWf0hDUdJiKH+8VwBxuhpyIVJJSEgpBQsVIaVSbkGDUiz7Io4BTHbcKMnb/pYO46KAdW8r4Zt2sh7JtxW0Z0Wo3wi5FmAULPXJJRACL8Ipe8IKIvyLlAnQRqVyK9y7i4E7/lo+77GIc+1qGXdeSh77vp+3bajpmeMjCCRl7AIPPrVS69fkVl1CvMeuWyVmUwaDUWrdil4/qNrKiZlDQTMhZ81o7fcOC2bPhNIy6rRSZk0AAXbKQBJNg5JmwGD5nBIhYI8EUKEsDCLcpIAC0LbBVDw0pkUofKLGM2V3DbFvKGlZ61MNaWOWE1yyljm7gMMYVCwWHRGAwKi0MTCXgigYDH44lYKhlLp5FYTDqXwxGJRHKlQm3Qa0xGpc2hjKyuZGLGbFSfCCqjHlHATrNoMEI2iIieQkGBaDgWj2EwqHKt3G03JLyG9fDyRti0GTTsenRZs2xVyrVT8UoonDa3hBhdmH0zM/B0/NXTsdcvxgYHJmcWZtHIeQ4VoOZCzSKMQ0kMKih+Gc0jZTj4NCOFLEXiqQsY6ChichA69BbU3wfuG4YOzWAWl0hYHJXBYsjETIuK7dXx/EZeQMcJKlleIc1Mp0qxRDoIixqHTw9DBgeX+gfBfYPg/iHowAxmGoKHE6lMHlsuFRrVIptG6FLwHHLOioihYzCkRCoTTsYCSYBp/PgEfniGMDJPnoIwl3BcDIGNZzAZbDaHw+YzGXwCiY3G0oFLmJHpxRcjY4/73n7z4vlXPz3+6vvvvvrh8ZffP/ry0aM/PnzwzZPvvnv20y9vXr4ZHBodn5mYnv3CTNw0YnIG7Loel9Phs3pcxojLLeM2rcQtB2nXRdlzk0495DMX9cRJOXZQDx3kQwfu0ILdNaI3tMiMBpFSI9cUyLACFVIigmpsWI+PGvFrZmJyhZy107ZctF0Pbc9PPfTR3/mYZx7GgYux66DuOqj7Fsr2MiFnwmZ0qJQenTJgUsv4zAopZ6VtOtmbPs5BkHe2yj9fE55H+ech1oWHdmYnnZgxhwb4rhq6oYLl1LCsCpLSwbJ61MYydttC3HHR9vzMvQBnN8TfC/D2ffwjD+fQwdp3UQ9shD0TdkuDycgxCSk2rsIkVYSEmpkw8nJ2wa6Hf+ATHPhEJ37JWUh4HmKfBXinAc5JkJUPMc8CtGMXcWsFlzKhMxpEQg6LSmFRJTSqha2ZkFkbbsdFOghQT6P0izi7GOOVYvxiXFiMiC6CovMA/zQgOAgIN0PyjYB+22vacJmTTnPcvpK0ryRd5oRLl/IotjzifS/vKMA5CbNOwsx3UUY+SsuH6XkP48xKPDBiN1WoVSncw4M6mSALA7TMgliYUBcf4ZfC11So9DJu24Y/9hDOQuSzKK2wyixF2IUo5yzMOfCKth38jIkXkrFXODQ5hcAjYOk4DJWEZ1HJXAZFwMHLBWSNhGFUcC06sWtZ7jcr/A693210heyuZNC/EXBt+Cxppy62LAtoORYpRczAszA4OozGg6vkBJeJtuYSbIVkp1HFeVzzLqE7S6oKq7Izt2DfQE1LUCEa0oCAsufn4EPjUy9HBt6MjkxNwqEAJgWsEy75tNC0GbttI+45yEd2+sEKY9tIy8rJYQ7OSkDJgHDKKADwanrox5GXT4Zfvp4dnoEgYRghk2BUUiPLjG0H88DN3vdx9jyMIzt110hLyShOJl6JxDAXkLAR8PCb2bevpt6+mX87DpsC49BEkkBAX9FwVs3clJ2bdXC37Jx1CzOtJgcFZDsNp4Jj6bNYyBvEyBvgwFvg22H4yCIOhGaSGAKBlG9UiW1qiVsldMu4Lj7VwsBqMRDe0iJhegb8ZmTix743D57/8vVPj7/+4ftvfvz+659+evzsxduByakJBHiWhgGICWD5Fx7muZt+5qK+c1BOnNQTD+XUSz31084DtPMAPR9kFIL0YpBR9DEKPuaFj1nwMi/c1LyT/M5BPrGTjm3EIzth10HasVN2bZQdB33PwzrysU997NMA912Qfxbkn0UExTCvFOIWI7xyiFcMcC/87KKPdeFhvnPSj53UIwflyEk5ctMOA6zjEPs0wj2LCvMJSSkhq6Rl9ZS0mhTX1vi1CLscoBXdpLwde2bFnNkw72y4Uzvh1EE8c5POgtR8iHkR5ebj/LOE8DwmKcSkxZi0siauRgTlIKfkpRed5As7/syGP7cR3jlJZ27ymZue97LzQW5xVViJiktxaTUlq6Vl9YyklhbXMpJ6SlRPCGtr3MoqoxAhX/gIeTf+nRN36sCcOLCHHuJxgHIeoRdj7EqCV03ya2lRPS1upMWNrLSVkTTSkkZa2kjJyklFMa0rJc3V2HJh1fwubH4XtpytWk+iK/ur+sNV9UlMcR6VXqxJCjFpISmvJcW1pKieEtSSvEqEVQjQLtyEMxvmeBl1tIw6NCG2zZidZdyulXjkIrzzU/JBejHCLMc41YywnhXVNyTNTXFrQ1bPysox6XlYfOwTb1l5cSM7qKZ7ZFSnhGIVU1ckLJuc5dFzAsv8Naso55ZvetU5rzrrV+fC+lTEHEu5YxuR2JZ/dcMVTK3YowZzRGVySrRGnkZDNKsQQSNmw046CjHyMU4pJa7n5K1N1eWWtr2uusrIWzFxNcg5d1L2lPgYG2UhgKXwBQZ4ngwHsGiLy2JoWIfccOJOAuR8lF5KscopTiXFr8X4pRD7nZd1sEzKStFeMlwBAVBGphd+GH7zy8joxCIaAZGxkT4DIe2mHwR5xVV+NSaoJYS1OK8SYRe97BMrM6slBzk4MwElWISCBxYGn8287gOPQZA4Jl6uIwYd1E0/52iVexHllCLsQph14WeeOsh7BlxWAg9S4DoolDYKWHw+9fbniTdDC4DaiWsAACAASURBVLNQOJFFkKvYNrMg4ZRueWWHXtmRS7pr5W6YGOsyXJSFtGOgUtAibXIC+mxg9MuXT//w8+Mvnzx98mJgeHAWPE+ighRSmEePTCyj1r8IcipBViXALvnZJR+zFGAUQ4ximFEK0opBajFEKwapRT+14KOX/KxygF3yM0s+ZtnHLPmZxQCrHGAWQ8xCiF0Icooh7kWQVwgLK1FhNSqsrgrLUVEtKqxHBNVVYW2VX40K6hFeNcKvRfi1EKcaZJcD7LKfUwywS0F2McwprfHLcX45KaxmpLWMvJ6RN9KSZlrcTIkbCWE9xqtGOdUQs+ijFXz0ko9e9DNKAVY5wKoEOJUwrxbj1+KiWlJczUhrCVkjIWslFZdJaSsubsTFjVVuNcipBJiVALMSZJVD7GqYU43wq6u86pqwnpK1krJWWnaZk1+tK9vryqt1+dWG8mpd3spKWilRI8GrrrHKUUYpwioGmSU/vbjKLK2xKgluNSVspMWNjKSZkTSzssuc/Conv8rKL9fllxvyq5y8nVNdZdXtdX0nZ+mkLa20tZGwVhPWctJajFsvEqaLpK6U1tSy6kZOd5nRXK5rrzbVnQ1le1N2mZO00qJGnF+LciphdtlHK3mpRS+1GGCUAqximFNM8GoZcTMjbuSkzZyitaPp7GnaB9ruoa57qO3sa6+21K2svJaUFyOS46BkxyPacYq2nZKsTRJfkcZtioxHvRHU7UeMJ9Hl07WVk5jlKGk7TNt30s7sRjC3G8vtBnLbrvS6LZZZjiY1sag8FhInfYxNL+kkRCvEWOUkv5YRNzcU7W11Z1fbOdT39nXdPV1nS3m1Lmmm+RUP+2iZmdGSI3K8T4r3yXBBPX7dRj7y0QsRViXBq2aFjW1Za1dxuaO83FZdbcpbGXE5wj110HMKgoOJkMBBxLlFKACIR8OkPIx3mbIXZJ2v8ctZSWNd3tpQXu2o29uKq03pZUZcjwrOvLwNIysmIi8TcdRF2MIkZAaERVEIMgXd62Jux7iljKS2Lm1uyq+25JebsmZWWF9jl330czNxW4IOEBFKyBJxAgAcBSwAljAktEhGc1gFyaB0L6a6SGnqGW0rpa3HlaWIpORmnyzTNqW4VSbMggaKZqYwzwemHr0c+PHl4PAACDbDZMJ1alzQRdmOMfNJTvkLP7N8rwCr9PlXphd8tIKXWvSQLzykCw8576EUPJSCj1HyMUs+eslLLfjoxRCrHOZUQuxylFOOcSur3OoqvxbmVVf5tTi/FuNW13i1GK8W5dYi3GqYUw1xKmFuNcKthbnVMK8aZFcDrEqQUwlwSiF2OcKtRvm1OL+W5NVSgnpKVE+JGylxMy1ppcTNpKiRENbX+JUop7LKroRZ5SCnHOJWw7xahFeN8mqrglpYUFvl12KixpqwGRe1UrKrpOwyrbhKyS6T0lZC0kxIGjFhfZVfiwnqa8JGTFCPixsJSSMhbsTFjYSkmZA0U9JmRtLKSS/X5a2srLUuu9pQXmZlzbS4kRY1UqJ6UlBLCGprwnpM2EgIPjtbRtLMSltZaSsjaWWkrYykmZY0M9JWVtrKSi9z9xyqOhu66w3Tzfry9fpKL2vppFeuUuZm2lTPGBsZbXtD09nWXm/qe+u67raut2PobWk726p2Tn6ZljRTkmZK3EiK6muCWoxfifGrcWE9JWllZZebyva2prOr6+zpu/uG3oHx+tB4fWS6+R/S9/bVnU3VVVZey8jLa/LyqroQ0Z8E9bth017YtBezHiXspwnnu7Q7n/UWcr6LLf/pduBk2390sHpyFDs59J3sOg53rMc7pnc7uosdZW1TUk1xy0l2NcOrrgtr6/LWpvpqW/P5G46M1+9MvVNT70TfO9J19lWXWVktJSqvCYshXiHIKfhZBT+rFOZWo/xaWtLMyS83VVd7mvahvnuk7x4busf67qGqvS2vJET7Pn7CwnJqKEYF3Sin2jWUiJW2E2AU0vzahrS1o7jaVnd2dZ0jQ/dI1z3UdA40nS1lLS05CYp3LOKgiqsWsNl8Nl/EVWrZPqdgKyoob0iv9jXtfW3nUNc51vcOde1dVWtT0kgI6wHWhYW+LSP5GFg1BSegEnksokTBWLHx46uy43VVdU/fPjRdH5luj0y3+4betradljai/KqXfm7CbgogftyccnGCODEEmRmBwacZHMCygRDxMw7T/MqWqLmruPzCQy95GWUPreSmltyUoptS9NCKbkrBRSo4CHk7Pm/HnzuJF07ihYt04aaW3OSik3jhphY99JKPWfYxSn5GKcSqhDmVILsS4FRCnEqYUw2yykFWJcQuh1hlP7viZ1UCrIqfWfYxKz56yccoexllH6PkY5R9jFKQXQlyq2FuJcqtxrjVOK8a51bivGpSUEsK63F+bY1fi/GqEW4lzK6GOdUwrxriVu/pDXErYV41wquGBfUIv7bKr0X5tTVRPS5pJiTNpLR1T11S2kpKm2ui+pqoviaux0S1qKgeE9WjonpUUI+JGjFxIyaqxwS1NWE9KWqkxc20uJGWNLOyVlZ2z08rK21lpM20pJmWXyZll2lJKyNpZiStlLCREtSTokZc1IgJ6zFBbU1QWxPV46J6QtRISVspaSulvEyrrnLa7rqut2G4yRmvs8brlKGb0Xeyuu669npb193RdTf0vXVdb1vX3dR01pXtnPwyLWulpa20pJUWN5OSZkLaSktaWdllTn65qersaHt7+t6+oXdoujlavj1avj003Rwu3x79TYemmwND70Df3dV0tjSdTXUnq+lm9Fep5XLSdp52nqXdZxn/adb/Lut/txE634xcbK+W9iPFg0jlMFw7CrdOwpcn7qsDW3PP3Do0dva1nR1le1PayokbOVF9S3a5p7ra1Xb39b3PzC9fn5ivLyy3ecvthfUuv3J7Yugeadv76vae4nJd0kqLW0lRMy5uJMSNpLSZlV9tadt7us6+vntsvD41XZ+Zr8/MN3nT9ZmhcWA43zEe5HTZlDqVVG3HFIer4osYr5bl19cljU3F5Za2s63r7eq6+/ruob53pO+cGq6PDe0DfWnLeJQxp2Nm36rZHrX6osvhNd1mSnuxoWzvqdrH+vaR8frQdHNkvD7Udw90nT1le1PaSgnqIV7ew1u3CEIrModDbXep3EFVOK7a3tGXTo29C8v7gv3uwnZ3YbvLW+7emW/2dd11WSvBr4bIRQvyQAKKkBe1eACftiQQwNVGtNfPzGUFF/vy5pm6/U7f+8JBKTioRTulYCXnreS8g3ThIF/YyAULMW8l5q3EvA1/5iTkHcT7WwUbKW8l5h3kgoNccFGLbmrJQy16aEUvreyjlzyMkpdR9jHKXnrxXj5GycUoOxllJ6PsoJcctJKTVnRRP8tJKbppZR+j4mdVg+xKkF0Ocf6GFqcSZt+n30qAXQ2yKn5WOcCqBjlVP6ca4NSC3FqQWwvxap/Z41ZD3EqIW45wq6v82qqwviqsr4kba+LGmri+Jm7cM7YqrEcEtVVBPSpsRIWNVUFtlV+PChsRfi3Er0f49VV+fVVQjfFqa4J64m8EZiTNrKSVkjST0mZC0oxLW3FJMyVppYWNpKgRF9TW+NWYoBa930FQv99/TVCPi+r38CflrZT8Mqu4Wle2s5puVtvNarsZbTer7eU03S11b0vd2Va119XdrLqzrr7Kyi8z0lZWepmSXabvCZdephWX66r2lqq9rWnv6jt7hs8/+pHp5njl9th6c2K5OV65PV65O1q5O1y+OVy+2Tde7xuv9w3XG7rupq6zqeutG242jTdb1tamu7jhz28EztZXT9ZjR7m1g43E0UbidGetdLTaOI5cHQV6J74PJ94Px44Ph5a7A9P1gf56R9NZV16tKy43FJfbyva+pn2gax/c82a6OTLfnthu39nfF1wfi66PJc+nkvtj3vb+3Hx7auwe6bs76vam6mpDeZWVXeZkl+uq9pa2s6Pv7ht7+8s3xyu3Zys3Bdtd2fm+7Lwpu9olfz3vO3vnOTp2nR5by7umyw1dd0Pd3lVerSvbOXV3Q9db13W3Db1dY2/X2DtauXm3cntuub5wts/9+Xeh7bNoOp9I5BO5s9WtE//hsbt6ZL05Nl2fmXrHKzcH1vcH5pt9U2/f0N3VdnaVl9uKy3VVPWc4TlvXs+7YZiC0E4od+dJHzv1TW+nCcVt2fSp7PpY8H0vuTxeOD2fW98fLN7ua9rqsleJWQuQLB/rQgI8amF67wBcQh+PSWE65dagp5LXtium6aLn9wko4txLPLYQzC+HMSjy3Ec/txHMbOW8l523EvJ2ctxPPHaQLO+nCRrmwkvMW0rkV/1l24oWTXHBSLlzkgpNUcFIKLmrRRSu6KAUXteCiFl3UgptWclKLTnrJySg56EUHvWilFRzUgpNadFKLTmrBTSu5GWUXs+xllH3Mio9ZDjLLAWbFxyj5mGU/sxxkV/2sipdR8TIqPmbFz6z42ZUApxrkVkO8eojXCHFrQXYlyK4GOdUgpxLiVMO8WpD3maKIoBYR1CL8aphbifBqEV4txKkFufUAt+bnVgPcaoBbDXIqQU4tyKuHebUw929Gyq2u8qv3TT0pqidE9TVBLS6sx0WNuLgREzfWRPW4qBET1GKCWlRQiwnqMWFjlV+L8GufwRM01kSNmKgel7Ti0ss1SSspvUzLLtOKq7TqKqtqZ1XtjKaTVbezynZWcZWVXaYVV0lZ676LJiT1pLS5JmkmpK2k7DKluMyo2hva7ra2u63r7Oq7e/ruvqG7b+gdGHqHputD8/WR+ebQdHNguN43XO/pu7v67o6+u2243tT31vXddX1303S7Zb7ZtlzvuC43/aWN4PlG+Cy3dpqLH+aShxvJk8342U60fBxun4RuTzyfjpyfDuzv9yzvd803u8brHX1vS9vNKa9yqvamprOr6+3puweGe95uTix372x3BefHkvvXqvdT1fup6v215PlUcH46t96dmm8PTTe7ut62prulbucU7ayivanubuu6O/ruvul6f+X22Habt38oOz82PJ+ufLfdWO86ddWOV1qrlUagXvV0CvbbY/PNPSFZTSej6WY1nYyms67tbul6u8begfn6zP6h4rtrRTvdbOlu9+zu8ODuaO/9wfHN1mk7WWhE2hXvp7ztwzvL7ZH1dtdys2O63tZ1t7WdbW1nX9M+0nWPl69O3BdnkeNSfLuWztVyuXpmux57VwvXm8H3jcBvFd+vBc+vedenU8f7E+vt4fL1vqG3o+nkJM0EtxplVWLid0nd3rp5c9+yfmHbLDuOavZSy3rdsN2VHO+/sGDfWXHnK9h3K9h3Vvy5FZ+3EfN2Ut5KPHeSL5zkgp1SsFELFnLeQs6vkPIrxHMb4dxKOLPizmyEcxshbyee20kXDnLBSSk4KQUX5fPJ/YqbWnRRix562U0rOagFO6VgoxXs1IKdemGn3p8UHYySnVmyM0ouRsXDKPkZJR+z7GWU/Myyj1EKMMt+ZtXNKHuYFTej5GGWfexKgFsLcmtBXj3Iqwe4NT+n6mdVA+yan1X1saoBTjXIqfnYFT/73gYrIW41wK4GWNUAu+pnV/2cqpdb9XIqPnbl/uhnVwPsSoBd8bMq/nuDZVWC7EqIU43wa6uC2qqoHhPV10T1mLAWE9ZiwnpEUIuIGpF78xQ2VoWNML8eEtRDgtp/KCysR0SNVXEzIm6uiu4RaiZlzbS8lZZdZpVXaVU7pbpKqa6SiquErBUT16PCelRYjwhrq8L7GNyMS1v3Siqu0pp2TtPd1Pa2dN0dbXdH193V93YN3V1Db1ff29X3dnS9bW13S9PZ1HY3Nb2cupPTdHKaTk7X2zDebC7fblludhy9HXdnw1fbDJY2QoVM9Cy7+m4jdrYdLexEqvuhy2P/7bH706H9097K7e7KzZbpestwvfG5c3Y3tO11bW9D29v93CRvjlduT213eeeHoutjxf2p5v217vm15v1U9nwsOj/lbR9ObXeH5tv95dstw3VO3cmoOml1O6Pubmh7G7ruluF633R9bL19Z/9Qcv9a83+6DP72ce39X9Zv/7LR+T3T/rR2cxu66fjums6PF5bbQ9P1pq6b1nTSqquU6iqjbmdV7Q1NZ0/XPTTd5F0fW6vvf91s/+NJ7V8L1f+lXPyXYv6f8oV/OKr8daP7a/xTO/j7hevjof3DzsrNlrG3ru/l1J2cqr2ubu9pO6fLtyX3XTXSaCTPe9nTDxtHH3YO7/aO329Wb9LtXuiuHfyt4vv13P3pxPnh2PHhaPl239DdMXY3tZ37Kdqmqr2ra53aSoXgcT10eBM8eh9+9yFUvfXeXLk/VV2fvjDjz1bw5yvYd2bMqQV/ZiHmP3saOW+nFpyUgo1WsNGKNmrBSrmwkPMWUt52Hz4JeRv5wkbKW0h5CylvJefvk6qd/Fk28oWdcuGgFhyUgpNatFMKFsqFlXZhoxfs1KKNUrBRCzZKwUq+sFELNkbJxijYGSUXvexjlLysipdZ9t4bIL3kppcdtKKLUXLRyy5mycOuuDlVL7sS4FR9nIqPXfWxqx5W1c2ouJllF7Pi4VT9rIqPVfaxKn52JcAq+5hlH7PsY1W8rLKXWfaxK15u1c+p+jk1P6ca4FT9/9Mbvcyyj/m5iwY5tTCvHhE2IuLm54B6b6H8WohfDwgbIUE9xK+FeLUQrxbg1kPcWpBXD/FqIW49xKuHBfWwsB4W1MOixqqosSZqxsXNpKyVkl8m5ZdJ5VVCdpmQXSZkrbikFRM1ooL6qqAe4dcivNqqoB4TNddErTVJ62+PXaZU7ZSqnVG1c+r2hqa9qenmtN11XXdd31vXdnOaTlbVzijbacVVWnGV0nSSqquU4jKjuMyqOzldL2e43jBeb5lvd6y32/buhru17q3nApVMoLAeLG0HLre91/uuuwPH+33L+x3zzZaxt6nr5bTdnK6zru1uajpb2s6mprOlu97U9XYN3QPTzdHy7ant7szxoej5VPX9Wvf9Vvf+VvP8VvF8Kjg/5m3vTy23Ryu3u6abHcPNhrabU7WzynZW3c6pO5v63pbxetd8d2S9e+f8cOH+ter70IrcdhN3v6/f/Kedu7/fvfnL5t2f0r99jP7W8/9W83y8sL8/XL5Z13XTqk5KfpWUXaZkl2nF1Yams6fvHZlvip5PN+lP/3R687+VO//e7Pz7Vev/aDb+92rzf823/3n/4++ZP3Uif8q7P+7b7rZMNzldN6PtZFRXacVlWnG5qWmfrNxWfZ9asW4nV/mwe/6ng6M/HR/89fTkz0eVX7fbd/H3veCnuvfTuevjieP9ge393vLf0NV006r2pvrqWN/Lr1w3fM1urPwhWfhLtvj32dI/ZJq/x26uA+8vXR+/WCGcrxDPVwjnVvyZhXBuIV/c02WjFKzUgvUeG1rRQS/dr6+Qz1fIF2ZSfoWUt1Dy9x5ouSeKcmGlXFg+K28h523Ugo1etJMvrOQLC+XCRi1YqQU7rWSjFu9lpRas5IKVcmFjFu2Mop1WdNJKPsY9ACUvo+xlVLz0sodedn72urKbWfayK25OxcOueNllD7vsZpU9zIqTXXYxy05m2c2qeDk1P6viZ1d8rIrvf+BU8jBLLlbJwyq7OeV76nzcmu++KLKrvvthD6PqZZZ9rMq9hQa4tQCvFuDVg/xGiFcLcGtBbt3Prvg5VT+35uPV/Pfi1vzcWoBbDXJrIV49yK0HubUQtxbk1kP8WohfD/FqYWF9VViPShoxcTMmaa5JmmvSVlx+uSZtxSStqLgZEzVjwsZ9yYzwqlFhIypqrooaMfFnu0vILhOKy7jiMiG/TMkv04qrtKKdVLaTqquE8iohv0oo2nH5ZUzajEmbcWkrLrtck7XikmZS2krILlPKdkbbzWq769repvF6y3SzYb7etF5vOnubju6Wo7dlu922fNgx3+6Ybjb0vZy2m9N0Pxuyup1Vd9ZV3U11Z13bWdf1tnTdPWPvcPnm2Hx3Yr09c7wvuj+VPZ8q7k8V96ei62PB/uGd9e5o+frA2NsxXm/qb3Kabkp5lVZepRWXGeXVuqa7pb/eNt7sW96fOD6cO95XvL82Qx+u1m4+rN/9Zfv9X7bu/rr58a/rf/lT8u8/Rv98Gfit5Pp4YrnbNlyntZ2k8iouba1JmglZK6W4XNd09vTd45W7Uujj73sf/q1y839edf7bdfv/vbn8v7vt/6t5+1+Ld/969Pvvmb9ehn5/5/iwvXyzYbxNazsp1VX885S7lVO1D5avy55P7ejNh42r3w8L/+n05B/yh/+YP/qHd8W/7jV/y3y4Dv/W8P164f506vhwYHu/vXyb0/Wy2m5a3UkqrjZVnRNDr+J4fxO8/hS/+ut661+36/95p/Ffdlv/snH9KXF97bv7wkI4txDzVsK5nZR33nsX5cJCKVjuqbjvYLSSg176D7tbuY+apPwK+fw/kqeFdGEh5++Ny0UruWglF63oohadtJKLUnDSik56yU4rOj4jV7DTinZa0UYtWEh5O61oZ5YczJKdXnQzyl562cuseJllD6PkY1X8zIqHWXGzqm5W1cWqulk1D6fi5Vbv5eNWfZx7wMpuVtnFKruYZQ+7eh8U75H7D/bczJKbWXKzy/fseTkVL6fq41T97Or9M76/FUgvs+znVIPcWoBb83CrXl7Vx6vdg/Qf3uhhlX3cqo9X83KrXl7Nz6sFefUgvxHg1/28mp9XD/Dqfl49xK8HefUQtx7i14OCWljUCAsbEVF9VdRYFTVWxc1VcTMiakREjdX7vCpshAW1sKAeETVCwnpYWI8KGzFxc03SjEtbMVkrImutSVtxaWtN3IpJmjHpZVTSikibUVkzJmmtipphYS0sqoVFtYiosSpuREWNmKQZkzTikmZCcZVSXH3uk9pOTtdb119nTNcbptst492G4WZd18npu1l1J6VqJxSXCdllQtqMy1rJz2G4vaFpb2g6WW13U9/b0Xf3/qdSd2Z9f2H/ULC9L9jfn1puT5ZvDpavd/W9bV1vXdfNartpdTulukqqrtKqq4yqvaHrbRtu9lZuD+zv37k+Fl2fav7fL4O/9mK/fkr/6ffcn35P/+nX+J8+Rv/8PvRbJ/Bb2f3pnfVu23iT1fWSqqu4rBWXtNbEzYT8Mq1qr+t6O6bekeOuFrv9+/Pbf29f/7eb9n//ePX/fbj677fd/+fq438tf/rn4798Sv6l5vv1yPZhw3ib1vfiiss1WSsmbsZEzTXpZUJ+taXvFh0frlbvPq23//Go+q9n7/61cPwvxaN/yl/843HjT7n3d5HfGt5PedfHE/vdvuVuZ/luw3CT03XTmk5CfpVWtvcNvYrzw03g05/j7/95/fq/bF392+7lv+02/vNu58+5zl3w+gvLfTcj5B3kCyf5wkG6sJAvrJTCCim/Qr6wUS7stIKTXrqfQFopFxZS3kLIW+4dkphfIZ1biec2wrmTXLCT8/cDFTet5KGXPfSyi1K8v3TTyl562UkvOeglx/1ujLKDXrJTiw5qwUEvOZkVN6viZpU9/z9X793cRpqfi843O/bujAKJnHOORA6Njmhk5iiSYgLQOQIdAIqSRhpN2Oy1z3rtqrXv8blV99xvcv94Qa3rVnWxwCkUBWr618/vSa+s8+b2vLVNtS1Uy0pBNhqyzpvWWdNBNexUw0a1HHTbSTeddNtJbwbATnXsdMdOt+xUwz6v26i6dd62UZCNblvnQFZtWuct6xx6nr26bda0zlqbt1Et66xtnUM2qm2lGtvz5jbVtlEdBw05aMhOtZ10y0G1nHTHycAOGnYwHScDO5iOne6AyXTQsIOBnSwAT8jFQk4acjJf19fNm51sy0l33Bzk4WAPh3o51MchPh7x8bCPQzbfsqiPRb0s6mURL4t4WMzDglWz6+fIAI/5OTjI4QEeA7PqYRE3C7tZxM2iXg5xswj4bE4GdtEw4JY+FvfzRJDvBnkyJHQDPBkS+iFhEJb6IXEQk8m4PEgoo6QyismjqDyIyt2I2A3yREAgfFzXy+IBvhsS+iFxEBYnMXE3Jg9i8jih7CaU/aR6nFocpdSjzPI8s7zKadfZ5VV2eZJST1KLw5Syn1AmUWkYlYYxaRSXR3Ew8OoumNucfl42Lmurm/rjtL6mWu+EztMCfa8TH3T8g4a8V6F3UvNRaqyY+vptUT/JLSYJtR+VumGhGxB6QbEXFAZhcZxQ9tPL47x+3VxLu6vf0sbfNPV/PQr/9V78X+/E/zTVvynr/0k//vTmh9XgI1VfnxX1vYw2TC/ImESERczH4z6+G+LJsLCXUO52TBExnvbVX95wf7i7/8Ps7R/pm98+zH6+4j7tmyv8ndB8vKutLsvG6Y52UtAOs9p+ZjlKKv2oREbE3ZhyUzTk9rt3xOPPY/N3u9KfDvg/HbK/PxJ+2Bfe4ctvii/uwJiVX09Lrx5KL+93XtyWXtyVvrvb+e629uqh9t197eVD/fW0/mpaffVQ/vau/I+3pV/dlH59U/r1bfnbW6C+VF/e119Pm1uz1jbV3J43tme1V1MgqHz1CSqvpzvbD2XLrLY1a7yeNl5Pm9vztoVqWOctK9W2UgBzmpY5MBvqVqpupcCLmpWq26i6fdZ0zNtOuuli2g6m46DbdqoDCJ6TaTvopmPedFJtBw1YGbAEwVOgbaWg51UTslIt27xhnbXsVNtOtawUZN3Qv5ZlBi7YQSNOBnYxkJttudm2m4UdG7aGuLiOk2m5mbabBRfkZjfw66Bbm2cB3QEQaqchGwWYZMtJt13M5nIysIvtuNmOi0U8LOxhUQ+HuNmOk0HcDObjUC+DejjYRSNuBnUzqIfBfSzuZXEvg3sZzMvgPpbwch0313ZzHScLb+aNbjtp2Mmgz1Iq5mVRL4v7eTzAE36BCAgAV3EfR/j5rl/AQwIeEoiQQIT4bkjAgzzm4wm/gPt5xMNgbhbz/+5FXQAAIABJREFUsLiXJXwM6ed6Qb4fEroBDtzuw4g0jkqTqDSKy3sJ9SChHiaV/aS6m1B3k8puUpkk1FFcHiXkYUIeJ5Td1GIvpe6n1IP08iirHee1s5JxUTWva6ub6uq+vp43H9nmI9d6ZJqP8/pqWlvdlo2rknFRNI5y2jihDiJSLyiQoQ3dHUalcVQ+SC5OctpZ2bxHtMcz/c+i8Tdz8f88yf/vB/G/nsS/rdR/k80/zx9/OPm0JD7cVM3jgjbKLHpJpRuX8YiIhwQsJKBBAQ8L44RyUTT4zuO7ff3nS+Gf7um/zKi/zqm/TPk/3PA/nOpmfy1BT/f19XV1dV4yTwraYU7fz2rjlDqISv2oNIzJp9nFtLpaQo8f8XdfesbPPfV3I+k3I/FLn3/C1W/KW9PS6wdw7by6r7x6qLy8r764r3x7W355X9maVl/eV18+VF7e1149VF/el7+9rfzqpvyrm/K3t6Vvb3de3JW+u6t8d1d7PQUyY9NCNS1Uy0IB3bKxNau/ntZeT8tb09L2Q9kyLW1Py6/uq68eGluzloVq2SigcwBpEayCNdu8ZqVqlnlje17fmjUtgNFRDSvVtFJNO9VwMA0bDTnoNjAMnBTsYhAnA35Ix0FDtnnLOm9aqIaVqtmopoWCrDTQV9oWGrLOWw66aaMAqYMc7MZ1cILUCwUDjAJT4eE6Hg72cpiHRT1gA+QRD4d4OMjFNJ3U16lrO+mWnW7aqLadatrnbcffiSVYd9v/bepaLhp2s4iTQZwM6mFQD4N4GNjBAiqIelnUzWIeFnbTqJvFvBwQclAvi/pYDEijPp7wCbCX63gAyrGoi0HcLOxlUS+L+VjMx2F+DgvweIAnAHsMCpif3wg8Hhb1cqiLhd0s4uMRDwd7wcV3PDzi4WE31wGPBhcLu1jUzWAelvByuIfF/Cwe4AkfRwZ4MrDxMIGqMYnK47gyismjuDJOKOOEMkktJqnFKKnsphb76eVBenGQXhxmloeZ5XFWO8ovT3e08x3jTdG43DGuS8ZNSb8pGVc7+pu8dpbXjrPafno5Ti8GCbkbEbphsRcSe2GxHxKHUXEvrhwmlbOMelHQLxom09O+PJj/oiz/Zir/5536f95L//tJ/A9z+Vfx8Y9379/vf5bg91fl1X5eH6WXvaRCxmUiImFhAQ0LeEggQ+IwLp/lNL797uN4/Zs36p/v+b/OuH+fs/865/94x385094N1gr89NB4fFtZnZdXJzvacUE7yGm72cU4pQ7i8iAi7cWVy4LGV4xla72GHz/A+mdU/YjK7xHJ7Cy/qW3Paq+n1dfT6quHysv72tastjWtvXoov7ovvX4obz3Utqa1rWl1a1p+eV98cVd6cVv59W3l27vKi7udFxv1pbL1ULfOGzagbVBNKwVZqbaVbluotnUjh9St86p1VnoNQPW+/Oq+ujWtW+cN+xyyUpANAB3dslItCwVQrm6lGtZ5Y3vWtFItK9XcnrcsVNtCtyxU3UZBDgay05CdRlws6qZRD4u6WGCdw04GLJx1G9V0Mk033XYwkJ1uu5i2k27bacgxh10M7KQRJ4M4GNTNYi4GdT2nXlw07mbATQnUSzTAY8ENa8L9HObnYQ/f8XBfIa7tpFtOuulg6ja6YaMbdqpun7ftNGSdA6IIYBx84M3u6qBhILe4WMRDox4G9jCQh0Y8LPwswID1Egcj52G7Xh73cZifx/wcGhLwIPgwLO7nuj6+6+MIH0d4ua6P7/oF3M9jAR4LCXhYJMMiGRLIsEBEBCzAo24WAbjtYKBnBO64WdjNAV7acbOQmwWUFbyhCd7jYjsOBnaysIdD3M/WiJft+ljSz/X8XC/AD8LSMCoPI9IoJo8TIAmgTtKLcUrdTS720suDrHaYWR5klwfZ5WFWO8gsD3PaYU4/yGoHWe0gvThMLw7T6n5SHcflYVwexGUyKhFhAQvyaIjHQkI3LPWi4iAqjePKYUo9zSwuCss3O8ZlWxMPFj/R2j+r4n88yv/7vfJ/Pyn/9aj8h7H+V/7Tb95+Mkafmda7ix1zklkO04t+ekEmFSIm4WERDYtYiO8FhUFUOk4vuOb6h8GHP5wb/3y7+Lep+O9z9q8z4c/3/M8X6oexocFPVPPxprp6U16dlfSTonaS1w+y2l52OU6p/Zg0iEoHSfUqu6QqhlRbL6qmXtO1mqbWdblufFN+/QA0j+rWtLY1rW3N6q+npdf3pVcPQO2obc0aW7Pa1gzokKUXd6Vf35a/25jmxRd35dcPNcu8bpsD3GjZqb9rIVYayPQdOwVZqfr2vGyZ1izz5ta8vjVrbs2b2/OGdd6yUG0r3bJSze0NIaxZZlXLvGUFQEG1LFTz+VvIRjWt85ad7jgY2MHATgZzs6ibQZws4mRQD4d5OMzDosAHd7MdDwd5uI4bbIYs5GLaLgZxMIib63gY2P08qA4GcdKom0HcDOZmMC+LeLmOh8d9PB7gsbCAhQQsJOABHvfzuF+APfzX+7LlpBt2qmGnmnamYaObNrpuo+o2ummj2jaqaZk1t2dtGw0UUchOd2wU4mAQF4u6WMTFom4W9zC4l8M8HOZjUC+LejjUyxI+jvDxmBdMHYd7OcLPd0MCERa7EZGMiN2wQIYFIsCTQZEM8L0gTwY4ILqQIYEI8XiIJyICGZV6EakXEbshngzxeIBDvZvfGnLQbaD0bkgsDTto2MVCbhbAMuRkgLcJ8LztZDoOBnGzHTcLA0D2sriXI32bP7cXFIZReRiTR0llnFIn6cVuZrmbXk5Si0l6MUmpk8xiN7PcyyzHmeU4vZhklqP0YphaDJPqIKEMksogIfejUjcgdIMC5ucRHw/7uY6fg/0C7OWQAIeHRSIi9aLyMCbvJtTjtHqRW17u6NdV4xpXlDPxZ174F539j3fifz6K/9ej8p9r498XH/6J/vHz2U8y+em2/nhY0Ibp5TC9GKQXvZRKxGU8KqMREQuLQC7eT6rzivGx+/F3x+//+Wr917vFv02Ff53yf7rnf7kUPoyVBbymGuvbqnldMS9L+mlRPykuT/L6YU7fy2iDpNKLy4O4sp9SL/LLm5IxLxlM0aAK+mxHn5f0b0pA3N+e1qxU3UpVt2eVrWkJmGmvH8qv7lsWqmWl6pZ5bWsGHLnyr28r3909mwR35dfT6vas6aA6bhZy0i2wSlmplmUG2emWjYIcNMiXtK1UE0yOlWpvtlBqYw9YaLCRAjRr2KiGfd62bVbWFkA5G4U4GJBBASP0nD5hUS8LO1mg++F+DvNxuJdD3AzqYWEPi/h4zMcDwxrxMLCLQZws7Obam7WQaTqotpOGnDTkYmAvh3lZxMfCXg72sJiPJfx8NyTiQQEJcYifR7wC7OXbXq7lYlpOuumg6rYZiLzV7XTd9ozSdqZtp1uWWdsyhaxz2E7BDgpAK+JkUBcDwiuoG9y4LO7jiY2kyXWDPBEUukGR8PO4j0P9HOrn8CBPhPh+WBxGpEFEGkXlYVQaRKReRARDRUbFbkggwZiFxV5YIMPCICKNYsogJg+iUi/I94IC4d9MHfjfBHQjxMnADrpjpwCV7bjZjpMBF+JkYPdG2kG9gA0KuI/FPGzXz3f9fD8kDsPiAHyquDJJLUbp53nLLPdz+n5O380sR5nlJL0EoDdMqb2UQiYVMql0E3I3IREJCY+JWEhEAwLs52GfAHm5todte9iWh217uY6HQ70cFuS7IaEXkYZxeZxU9lKLk8ziKq/dlM3blvkwVFe3yu+X/F8e6b+9Y/+2Ev62kv9d1/5F+PDbu1/e7f9Ew+/fVMxJZjlILYbpxSClkimFiCt4VMYjMhaRsKCAB4VBXL4vm4/Yh593P/zT+eO/vl385Y77l1vmD7fsz1f0h11pCa3o2uNd2XxbNq/LxmVJP93RT4v6cUE/yuqT9BL8Xv2EMkkt9vPaeV6/yi0vc9qb7PI8u/gGqPYV66xpo1oOumqdly3Tzci9fmhbKNjBQDaqDQKWVrqxNat8e1f97r784r7y8r7y6r6yNW3YNqZz20G3NtyJgmw07KBhO404gOJHte3U1yHs2CnIOm9tU2DvAoDWslCQnek4wEXDDqZtpdtAaLHRELg/HAzsZFA3h3pYzAMCIkCN4DA/h/k4IihiQR7zcaiHg10M4mGwAIcHNuo86mURD/cV9L6C1bMbwXRcLOphYTfTcbMdLwvURczHYwEBCfCwlwc0r+lmWk66baeAXdHYntct87qdqlnndeDU22nISW/ceeu8Y6dhO4U4KNRFY89Bza6Px70c4eMJv9ANCGSQJwJCNyiQYb4XlnohsRcU8K+sLCT2wuIgLI2iyiAm96NSPyYN4goZk3oxuReR8IjUD0u9iEBGRDIkkCG+G+b7EWkQlgALIgMCGeAJH4e4GRhwYBvdcdKom0FdIILDYm4GdbOoh0M2OMxgbsBmWczHEX6eDAC9XugFhF5QGISlUVwZx+VRXBkn1XFa3c0sd7Pabma5l9X289pBQT/IG3s5fZxZDtKLUXoxSiqDhNJNyERcIuISHhOxiICHRTQgIF6h4+XbPg4MW8vDtj0s5OVgn4AEBDwskBFxEBZHMWUcV3ZT6kFmeZbVbneMWf1xjq6448X3nPqnNfev7+d/e0f/bSX9u6H8T0X7PfPxh8vfaKMvd613JyVjmF4OUotRdtnPLHopFY/LWEzBIzIWFtGwBAclIiK9Keoy9O6J/PDT3rvfnyz+6ZL98zX9x2vmN1fshz1+gSzp+uq+snpbMW6qq7cV86JsnpWM0x3tOKcdZLVJVhtml4OUOsosRil1N708ziyPs9phZrGXUr+pbk0r29OaZd6wUU3LvPp6Wt2a1iyzmnXettEdF4u5OdhBQ9Z5x0F3HEzLOm+8fGi8nNZfPtRe3jdezyAr1XLQbRfTcTANO91w0DXLvLI9a1nnYEgQF4u4GNjFtN1s081AHq7zdbGxU5CNhhwMEP1AmhnxMLCbATHLZ5eZAYI4vOFCDGSnUTcDu1nYyxJ+FvXzkJuDfTziF7CQiAWFZ8GAQ70c7GMRD4tstAEGdrGwk0EcTMfJtN1My8W0NoooAztZEMhEvCzkYVtetu3lIA/X8XAdL9f2cG0PgDimaaeadrppZxr2edNOta10x043HXTDTjUdVMvJtFwM5GJhJ9txMG3wrHHTmJvGfM8bo58n/EI3KHYDIhEUsJCIh8VuSAIDQwaFXlAkgzwZFIiAQAT5XkToh8VhTB7ElV5C6cZlIiZ3YwoREcmwRIbEbpDvh0QyLJBhoRviiSDfDQlkSCQCPBkSiABP+Pmun+/6BczPYT4W8TCImwXEDGTBST9P+DjCzyNBHvNx3YCwmTFg4gcFMiQAj37wFdwSCoC1vaz2FdzA6/2cvpvVRtnlOKtNstpuZjlOqeOUOkzIZExCwiISEvCIiIdFzM+hAaHj4yEvB3t52MtDbhbysB0vB3t5LCiiIQGPiERc6kalYVQex5VxQtnPLA4yy/O8fldfM+iTsKstboQvC/EP72Z/frr/6zvm33TlL4rxB2795e7Hp5PfCuSnq9q7ox1zlFsOc8thbtnPqGRSweMKGlfQmIxGZTQso2GJCAtHmeW08aiiHz72P/84Wf/+WPrjG+5P1/wv1+KnM8EYSmzHeKg/3lRXN9XV2+rqqmKeV8zTknFS1I/y2kFWO8ga4C9kklnuZrX9nH6Q1XdT6m5q8U11e1p59tBqW9Pa62lje96yUm07hThpoIMBnxd2MbCTgWxUY2vW3Jo1tudNy7xtpWAH03l2pZoWqro9K7+elremte1Z00Z3HAzi5jAPg3lYzMfBXhZ2s5CdguwAxGjYwYDsIupjUR+LeBnEQz8nGFnUyxJBjghuHs9g9iA71bTN2y6m7aIhN4sFedQvdDwc4hPQAI+GODwkIhvLi4GdLOrcgFvTQW1kAyfTsdNt+0YObTrZtpOFXSwKlEkPC7nZtptpepgGoDduFnKzkIttOemGfd6wUC0LMO6phmPeslOwg+m4aMgNLAG642bgzUrGIh4WcXGImwP3N+bjMC/T9fFEQOj6+V5YIMMiGRa7UYmMyd243ItJ/ajUi4j9iEiGBTws4iERDwkE4DNxuZdQegmFjMvdmETG5G5UJsISERLIIEcGhG5Q7IYEIsgTAQH380SA74UEEsS1A3x3o7vwXR+He1nwH79SskFE6ofEfljsRcR+VAKRF7CdDqLSKK4MY/Ioqgyj8iimjOLKOKXuZZb7Of0gbxwW9MOicVgw93P6QV4/yGu7WW2YWQxSC4Atg6Tai8v9uExGRCIqYxEJDQlYWARsGQ3wHT/f8fGwl0N8PBrgsQCPh3giyJNhgYxIvajUS8iDmDza2H3KUV47K2hXJXMGPXEjU7mQdHb+SZ/9sr75w/r+jybzp4X6e8H8cfr+08XvjN2fKfT78/LqsGiOctowuxzmlv3sopdWyYRMxBUiIT8TPImISJOk/GbHoFqPGvb++8H7n/eN354pv79Wfr7hvlxz708kpW9QrfW0+nhXNW8qq6uycV42TkvGyY5+XNSPCwbQh/bzxm7e2M/p+zntMLfcz2j7Wf2bumUGGF3dMq8DO9sCQsMs6uZwL4f5wHORRdwcmLq6ZQ40j7aN6gCAcjAdB92yUq1tqr49A7SwZpnXbVTLycIuGnXRhJ8nAjzqZWFgPduolpVqWKi2k4E9DAIomY/DvDzqE3Afh4HXzwID5KDbDgpYC03bvGGnm06m6WTaTgbAUdvFAERC/Bzs41supuNiMc9mwCAX03YzbScNu9iOiwHKAQR0GhsNuRnEw6JeBvUwmI/teFnIzbY8bMNFNxxUy0lDLpDzYjYKpJ2G7EzbwXwVMBE3i/pYxMPAbg71cqiXwbzs/y96gvk4wEVRL4v5OTwkkJENNPWiUj8qDSJSNyriYb4XEcmw0IuI3YiAhUUg3OFREY+K3ZgERg58JaIiHhaxsIiHwYLKE4FnR27z57KDkNgLCl0/RwY4wseS/s1++Ox3ycONeS0DoR9cu6nFJLUYJ5RxUh2n1HFSnaQWk5S6EUXSi82VWYCp28+D2TM3WJfVBunFILUYpBa9lEomlG5M6sYkIioSEQkPS2hYRJ6njvDzWEBAQgIaFIDoCnTXflgcRKRhRBollI08k1rsJtX9NAhMa1c7+m19TeFP3PFy8cAa8v2TNv+kP/yksT8vpN/w659mnz5d/mZ1+AtHfr5uvjspmccFY7+gTzLaMLsYZhb91IJMKmRS7iVkMrEheHhU6ifl3czysrTioCeT+Ph59OHH48efL9c/veU/vWU/XHLmgSISBtUyZ7X1XXV1XTEuKuYZ2DNLxunO6rhgHBf0o4K5VzT388ZBQT/MLw/z+n5e/6b5rNFXLbPK1rSxNe/YKMhBI04GslGwg+l4OMS/8XAgN9e0z1vbs68sHCQzwIuWlWpuzRvbMyB+lremNcu8ZadhJ426QOOG6ziYlmXe3J43tqcNK920UG37827pZQHIwF4eAdDqYmEPB7lZyMW0XEzTSTcc87pt3rDRkI1u2agmaAy4mJaTadjoloNuOemmnW7a6Kadbjlo2MlATrplpyAXAyRHoIlDm7Qk07HTqIfF/BzQLXAfh/s5kAtpu9m2i+t4Nx2CDSf0MoibhZ4NbqCOoh4G29jQAhYU8CCPBXksKGDgHgqJWEjAAhzm44FsCHkY1M8hIZ4Iid2ggAf4blggg3wvIOCb207AQwIeFrAwD+5LLCxioc3UdaNiPyr2Y3IvKnUjAhYR8bDYBfHLwAbicP8GS4kA1wsKvYDQ9W9yYWSAH0SkYQzsaepuarGXXuylF3tZbS+zHKcX4/Ri91kLmWSWk/QGrIbpxSi7nGS1SWa5C0SRpDpIqaPMcpLVdrP6Xk7fy+nDjDZKLybpxSi5GMTVXkIhE0o3ruJReXNFJCwsohEJjUhgwPCgiEckLCrhUZGISd2ohEcEMiIOo/IwpkwS6m5qMUkvdtPL/czyKKudZLXznHZZNN5WjPvmO2r4TrpcLueCzjOPkvBOkt4Lxgfu8eP9lw+Xf1gd/Ubsf7ntfDirr47L5nHROC4ae3l9mFkM0uogpZJJpQt0naRMxGQ8qhAxhUyoZErdy2m3tZWAfHga/PBh79PH06fPl9qnK+njNfv0RtQPFJHQ6ObjQ2V1UzGvK+ZVybwor87K5lnJPCmaJwXzpGQe7RiHReO4ZB4XjOO8cVwwvmmA/Mf2rLo1LW9Nq0DjttNtG9UCMUg3hwR4JMDDXq7tYloOGgQ4OnYKddOA7MEupuNi2jYKYGBra1b77q7+8qEFejp2GnYysINqWyngm9deTZvb846dqduphp1uAifNteFFDTvVtoHdb9500C0XA3k4MDNNO121UTUr1bbOIdscZE2AUroJT4Kss4Xq2DcxrqaLbjmotpMB9lrbzUIuBnEyqJdBvQBjWTIkkGGxFxR7IYEM8YSfxwIc7OM6no3XjPt5YmMuM7CLhVxMx811vBzsZxEgmQZYkJBEgjwa5PGwiAb5zbSERTQkwD4ecnMt18YcA5ZGx8uhHg7zcl9jX1hAgP0cGuQRP48GeMTHogEODfB4SCBCYjcs4hERDwtEUMCDQi8g9oICERaIsNgN8YRfIP0C7uM38csA3w3xvag4iMrDiEyGhW5I6AOZMb2YZBaTzHIvrx8UdGCdHeT1cVYbZpbj/zZvgLMN04tBUh0k1VFqMU4uhgl1mFoM48ooofYSSj+hDJMqsAGGqUUvqfbj8jCmDGJyLyYRUbG7mTcFi0jgQsMiFpHwiNSNykRE6oXEbkTEYxIRl4i4SMZlMi6TMRn85ElK3c9oICZ6lNVOs8vznHZRWF6XjIfaagq9ZybfC1dL4V5Up4pBaSv63SP1aTX9Yl7+zjj6nTD88b7z8U3j3WllfbRjHBX14x3zMG+OM1o/qQ6T6iiukgmln1D6cYVIyHhMIWIqHlPQuNzPLI53jPvW46L3/Wry+fH448fTD58utU83wvfX3NOJYIwXArKaVoy7inlbW72tmG8q5nnFPK+YJwD0SsZx0TjZMU92zJMd43THPN0xv6lsT4Fl19iaNS1Uy063rTTkoFvWedtKd2xUx0GjLhb1MOizwoG6WLBbYm4WdjDgvoeAN2ChWxaqZZ3VXk5rLx9ARw4gYdNG1Syz+utp5cVd9du75tYM5KQa2/OGharbqLqNalhpIME3QOXcTjVdbNVJN92bMEfDTjXtm4pAx860rFRja97Ymm/CnFuztmXetlEdB4M4QfSRgQCFc9Ig1dVxsygIWGwoFof52G5I6IWFfkTsgx0vJCA+HtB6zM/j/s3UAdBrO5mWg2q6mI6X63g51M93g3wvJPSiIh6R8LCIhYRuSCL9AuHnMZAF8bGIl4PdbMfJtFw0qCm0XUzHuWkzoKBQ62EAzKIBDvVxmJfHPaC8x3b9PBkQyQBPhAQ0KHSDQjfAkz6eBLQnLPRCG+Xj7+2EkNAPi8OoPIorw5gEkiKjhLKX0SbZZ4pfMI/Lq6OCcZDX9/P6bk6fZLVJVtv7byO3l1sOkuoorgzj8jihDuMKkHP6CaUXl8mEDKjmMKGCpZeMAcIpETERj4pETNmwuLAILiwi4ZGN5diLSL2YNIhKffBDksowqY5S6ji1GKfUcXpj7h1ktaOMdphZnuX1N0Xtqmy8rZh3FXNaXzPoR2H8RTxZi29W6tU79e0n9eYX7ep3xpvfK/u/cP0v9+jH88b6uLo6Ka+OS+bRjnFQNHdz+hg8TVLqIKn2Eko3ruBxmYhK3ahMxpVuTCZiUj+l7ma045Ix67zXhp/Xh18+Hf/w+c3601v5wy37dM2tziVhIs1a+kNldVc2bivm26p5WTHflFenJeO0bJzuGMcF86RgnhTNkx3zrGyelc1vSq/vS68fQPEU5Dw6NgYYZTUr1bQzIHKFOGjEzaIulvByuI+H3Qxkp1EPBzuY5va8ZZlv0vrbmwRJY2ve2Jq1rVTLSnWcTMfOtCxUdWu6A2pE396Wv72rg7DYy7va62lle1bZmtZAAnNrWn55t/Pyrro9q9vpqm3ecNAdBw0sNdT97NI62E3G+vV059VD+dV9ZfuhbZu3gc7pYBAni7o4DPhvHq7j5Tte/mvNFH9mPkSQI8NCLyyQUYmMy3hEQvwCsAcQv4AGeSzIEyER9/OIlyV8PORigSoDeVjExxMRqR+VBlGpH5O7Mbkbk/CwSAZE0r9JiuDeTYoK97AdJ9t00S0H3bTPmw6q5aBBEBSyP68MoNLuYwkfT/qFTevHzeAelvTxhI/tBnjczxM+jvQLpJ/vhQRgMAAhZBAWgb43jivDuDJOqaOEMk6qo7gySqh7GW1DunL6Qd48LJgHBXN/x9zNG+OsNs5quzl9nF2OMstxZjlMqaP0YjeznGQWvY1yI/VjUi8q9eIyAUhaROxGZTKmEBGpG5W7UbkbkYiIRETFbkzGoxvyhjzPGxoR0bCIRUUiKvaiYi8iDmOAsC3GqcVXi28vo+1ltb2MtpfRDnLGYU4/ymtHueVxQXuzo1+XjeuKeVNdTavreeORQz6I/R/k3c/y4efF4Rfl+Bfp+Lfi/i/S+EeW/HzTebpsP57VV0fV1XHFPC6bxzurA/D75rRhatFPqv2USiZkLC7DMRmLiERUxqMyEZO7CZmMy/2EMs4sLkomj300xl++P/rx85v3H6+Upzv+6ZY3rzn5ROBwnao/PpSNu5JxU1m9ra4uS8ZZyTgvm2cl46SonxSN0x3ztGSeV1YXlfU3xRd3xZd3la1p20YDzQ12MU07VbNRVdu8bJlVLLOmjQKS/Sb7ExRA/ArxMh073dyeNbenTRDVt1CQhYKs1Nc1FRTV2ja6/mpafXFffnlX/u6u+A/XxV/dFL+9LXx7U/z1Tem7252Xd6VX95WtaW17Vn55V3xxC1Ivdcu8YaObDgrqSijzAAAgAElEQVRyULCTRZ0syGq1vFzTTTccVMMyb1nmVcus9uqhaZl3HPQmPezhUKDOB4RuUAQ6IREBIVceDfJ4SMSCIh4SyJjUi0lkVOrGZCIqokEBmHKIT0ADG2bfjUp4gAciJOSim0664+FQD4+HhW5M7kXlflgkwwIWEbGIiAcFMiCCQirh5XAv0/WxXR+LezjYyUJOpvPsUIP6bMtCtYHLsrHIONzHdX1cLyB0fTzmZlAnjXtYwscSPrbr57q+TfGnHxZHcXkcV8ZxBbRdJ8nFXkabpBdj4Iyl1ElmMU4vBkl1mFLHWW03b0zy+l7BOCiu9ormbsGY5PVxVhtltVFmOcwsB+nFML0EODBML0epxSipdqMSEZGIsEREJTws4hERCwOZR8DCEvGVnoVEPCRiYYHYzN6GwmFhEQkKSEjYbJhRAY8Kg5g8jCujpDIBFh/w97LaYd44LhhHeeMwZxxk9aO8cZzTTwraSUG72NGvygZo0N7V1/P6I9185DrvBeJ7of+DPPyiDn6Qhl+44Rea/IFCv7+B3p83H09r67PK41n18aSyOi6Zh0XjIG9Osto4q42AuJpakAkZi0pYVMKfd2A8KuExsZuQuwm5l5D3Msvr+kokPj3u/vj+5PP7i9WHG+X9rfD4ll1dSovdJdtZzarr+7JxU12/ra6uysZF2Tx/NvHOSsZZ2TyvrC6q6zfV9TegilqzzDsuFvezeIBFvWzTTlUt87JlCuqqG+/OSeMejvTzXR+PgXS8A8iAmzYN/JwV6rjZjodFXCzsYjdVGsu89vK+9vK+8t1d9cV96de3O7+6KfzjdeEfrov/+Hbn17fP1Yf7yta09Oq++OK29Oq+uj1r2GjIxSAeru1iIAeNuljcy6JeDvLxkI/r+FiQsWpa5y3rJgCNuFhiQ2wEMrxZY4YxZRCVemGBiEhoSEBDAuBdeEQEj+1uVMKjIh4WYB/X8fCwl0cDPOJnsZAI7iE0wKMeBvEyHTcDOWnYzSJuDglwRETCo2I3InQjAhrkUaAc+jnMx3X9fBdI9n4e2NOoi0GcNOJiECcNO+mOg4LsFOxg0efmeNfHkX6e9POknwOVTdzL4F6W8G1+DlAje0FhFHuuzICI40ZR1Pay2l5W28vp46w2zizHWW2UWY6ev46z2iSn7xYMMHKjr2/YrFsLMi73k+ogveinNpH8bkwiYjIRk9GAhAYENMgjQR4Li0hAQAI8CmYpLCB+DgUb9bMICQYVD0t4WMQiAhYV8aiER8VuQiLj8iCmbLy+rLaf0w7y2mFOA2LDSdE8KZpHef0or58UzZOicVLUzovaVcm4LhtvK+ZDdfVQW9ONR6b5joOeuM57Fv/IoR845AONfT9Fv7+F3l833l3UH0+rq+OycVZdnVVX4PVhwdjP6eD3HaWXg5Q6TC/IhIJHJSwsYREJC0tISISDAhoWsaiERUQiLg+SynFBf+h8WA5/eDz46cP5l4+Xq/fXytON8HglGMeySKpUc/1QXd2UzbcV87piXJbN85J5VjZOd4zTHR3slheV1Zvq+hsQjKzbKMjNYgGu6+dRD9u0U9Wt2c6ru9Lrh9J3t42tGWSbQ7ZZx07jHg73sIhrk+ttbs9a25tAPexh0RDfCfJtL9fxC6hXgN1sy0a1bFTdMq9uTSuvHzb9upcPle/uy9/dVb67q768r7zcRGGejxKbVi2zhp1uOpimg4GcdMfNNF1sy0GjboYMiGRABD0UzLfpjGIeFvcyXT+PeTjUw3b9Au7nNr5TRBrEpEFS7cUVMiZ3YzIZEfGQAPs4xMej/s34ETEJi4hYUPwKdEiAQwLc8z0koEGh42ZgJw07GdhOd+w0MNPxoIAD8cPHod5NdBj2MIiXIfwcQCcg1hNejvAw4Dij5zMFmY6TwT3gLDMeMLEBsMhi8jAuD6JSLyT0I+IgIg3C0gBEfpPqKKFMUotxejFJL/dBECSnj3PaKKftF8yjHfOwaE5yOrCn9/PGftHcLxjjzHKQWuzn9f2Cvp839vPGML0YbfBt0UsoZEwmImI3LpMphUwq3bi0gbWIiESEToBve7iOl0X8POIXEJ8IYglISEADIuLnkSD/zNxEIsSDRx4ZEcmQSEQkIJbgcZFIyL2kMkwo45S6m9H2c/pRTjvMacc547RonO4YZyXzdAcsZvpp0TgtGW92zKuScVU2rsvmbXU1rT7O649cY821Htn2E9V6mkHvH9pP9+2nm/bTVevpTe3xoro+r6xOK+ZJ2TitmGeV1VnFPC6tDvLm+PkpA3jdML3oJiQ8JiMhAfILkF+AfALkEzp+AQ4IcFjAYjIZV3czyzfVNYt/XI6/vDv8+f3pp/dvjA9vF4/XwvqNoB8pHGHeNx5vy8ZNybgqGddl/bJoXOwYZ8/b5nlldVFdXdbMb6qWWc1G1S1zyA0qXizspBuWeW1rVn51X9ue117cQ9szxEFDdqq5TXXsNOqiO3a6tTWrvLgrv7pvbM1bNqrtpDseDgsJSEho+xg4wCMBvgMG2DqvWGYV66xqo+oOum6jWtvTJjjFaGvetlEtO92w020n03YxTQfVslMNJ91ys03Qo3HSnU3Ug8G8bD8o9oJC18eTfgHzsLCTht0s7mO7fm4QkkDwAtiM3RDfiwhkSOhHpWFC7SVkMiZ3wyIRFAg/3/FybS8PeznUz2FBsBwKaIiHgUYS5JEAhwR5JMijIR4NCpCH7TgZ2E63n2vmQP/AfBzm4TtuDnKCvh/dtlOwg4ZdDOZlCS/b9XNdP0/6BbAi4j4G97K4h8Pc4FBAvhcUwNMBMLHxsxu2m15Mkuo4oYzi0jghT5LKJKlOUupeVtvP6bs5DQzVXk7fzxt7BXNS0CcF/WBndVBa7RXNcVYDsv5uXt/PG4DFTbLaQV4/KJp7OX2S1UACuJ9UAcpt/LS4TMQUPCpjYQHxC2CukADf8jItDwvEVdjLI14e9gpoQEBDHNjb8YiIRyQsIhIxqRfZPD6A498FlgAghAm5l1SHSWWSVvey2mFOP8rrxwXjtABuTfO8bJ6VjbOyeVoyzkr6m5JxVTLfVlZvq+ZtdfVQM+f1NdN85BtrvvFINd9Nm+9um083jcfb5tNVY/2m/nhRXZ/X1mdl86y8Oq2uTqurs4p5VjYPS6u9nD5ILzbwnloMkuogoZIxGQuLSIBvefiGk4W8HBIUIR8P+XgkJKBRqRtTBin1IK+9bbzjyU/66Menwy/vz58+XBkfrtXHa3F1Li8mJgU/3pfNt/nl9Y5+tWO8KRoXReO8bJ6XzfPq6qKyuqytruqrb0ov78uv7huvp5CVhmwU4mBaFqrxalp79dDantdtVHN7Dlk2tevW9rxtoyEr3dye17ZmOy/uSlsPdTtdc1ItD9vxcSBSgHlZkJRH3DRsp+vWec02bzqZNuhfutmOg25YqaqFajiYtpuFXCzkYREv33YxLVBQcLEtF912M20X3XbSmIfruBnYtcnd4z4G87G4nwOeGzgNgfCyXd/zUQh+HvNyRODvdvMgJvUiIhkUSL+IeznCy0FuFvJzqI/FvRzqZYmAgAcEJMDBPhbzcUSIJ8ICERKwsIgGedjLt1wMZN0QMNTNdr0c4d0cXgQaaG0n/bxOz2A7DdvojoNC3Qzh5bp+rhvgugG+GxK7IZEIi0RIxINCNyz2I1IvqZCZRS+zGGSX442WsNzLLMF5tXvp5V56sZ9Z7qUXe2l1N73YzWoHeX0/Z4DI1W5W28vr+0XzoLjaL5oHeeMgZxzkjN2sNkwtBqnFMLMYZZaj7HIvbxzk9P2Cub+z2i+a45w2TC8GmSWZUgGBAcFIMqlspi4iwQEBCYlwUOz4hZaXgzwcFhLRsAD7eCTAowEeCwtEmMfBrh6RiKiIRwUyJg/jyiAmj5LKKKUOYnIvIZNJpZ9egGDNILkYJdRRerGXWR7ltKMc0Bt0MHVnZfOssjqvrN5UV1cVE2yVN7XVfW09ra6o2optrLnGim48zpqP08bjQ/PpbePxsrG+ajx+Rbmz6uq0Yl5U1ue19VltdVIxT8qbh9E4uwSLwCi17MdlMir2IjIe4FEfj7hBOEZEAwLs4yEXC/s5Iir3I/IkpY7Ty8Md8779XiI+Pu3++P7wpw9n33++ePz+evn0Rl4fr9TeI1Vf3+a168LyzY5xXjLf7JgXZfNNxbysGBcV47K2uqqvv8n96m3+1zeVl/f1rVlja9ayzOuvp9WX942tWdtC1UFe2bopgzRsIHxIVy2zCjjZ0jZv2ijIzqAujvBxXb9A+PjNKVduBvUwGKB/LgbxcoiXQ3w8FhRQHwe5mA44RCTAw34O8fOwh2+7Np57x801PHTbwzWdTMNOd9wsiDVCbhb2cqhPQLwc5GbaTqbtYGAPC9poXxMtsJdDvBwe5LsRsR+VhnFlGJOJIA9y/ZibRV1sy8nA4GASD4t5WdLPd/08+PBkgB9E5WFE6odFIsSjIR728y0X07LRLSvVcTN/zy76uK6Xw70cBo5OcG6S4h073bFRHRuFuGgMnAMf4EH3bBAWB2GJDAO2KY+SyiirjLLyMKuO8vpeTjvM60cF/TCrHWS0/cxyLwM0Bv0wZxzkAQUy9ov6bk7bzeu7eX2c1Sc5bZI39grG0c56r2B8XZ+Gz+mQUXoxSi/3cvp+Tt8rGLsFY69o7OaNUWY5SC26cYUE6zdguQkZj4lAfnwWHiU0JHYCPOznkbCIhgVw8AQS4DDgFkakbhxIl1I3Lg/iyiimglALiF8Ov8LL8wcbpRaTjHaQ1Y+y2nFOO93RT0vG6Y5+UTIuSsZF2bgsm0CrfFtZva2u7qqrafVx1lhTjUe68cg0HqnGetpY3zce75rvrhvry8bjZf3deWV9XjZPK6vTyuqsurqork+rq5Pq6qS8OioagMp+/ST9lErEJODdIyEBDvJoSESDPBoQUJ+I+ATIw6JBHo9IZEweJpVBUt3NG6dlc9p60vuf13s/fTr58svF+58ujS9vFp/O1k9772X4aVY2rwrL87x+saNfl82rivm2ar6trS6r5mbq0v9wlf4f18WXdzuv73de3FVfbI6UbVpmkJ3uuBnUw3YcdNNBtd1sw8XWnHTJNi9bZ6Xth6pl1rTRIEuJOhncw4EjrnAvh7pYzM0ibhrxPGejggIW5IgQTwKqEOKxII+HBCwkoiEeCXAdLwd7NvDVcXMtN9Ow0zXrvGGlQCcAAlkQDwd7ecjDAdbXctKQmwMnBaFutuOk2y4WxCbRkECExX5YGseVQUQk/ULXx2MeBnFRiJPqOBnUszmkpOvjQWKjHxa7QaEXlfspdZBQelGpHxK7IR4P8B03AzmZtpOBvQzm5zAvR/oFMsiD+kzXz+NeFvewiAuYFgziYBAHg7lZ3Mt2fRxIQvbC4jAmjxJyPyaN4vI4qe5l1P28MsnL4+Jir2gcFozjgn6yox/l9YOcvpfVDnMaEBiOCvphQTss6gcF/bCg7eeXB0V9r2hM8vokp0/yxm7eONxZ7RaMQWrRT6hkQibjci+p9FJqL6UOUuokp09y+iinjfLaOKdNcto4p43Si2FKHSbVYVL9mqsGriMeEYmo3I0qG7ctJCBBHgkIaEhAAwKgvmiQJ8JCLyr1olI3JvXiSj+pjpLqOKFMUioQVIFksptZbryB50bCYd44yutHWe24sDzd0c6L+kXRuCwaVzv6VUl/WzHfVlc31dVdZXVfXT3U1tPaetZYzZvreWM9a6wf6quHxuNd4/G6vr6qr9/UVueV9UVldVZZnVRXp5XVWW0NRJTT6uq4ZO4XzXFW2/2aw04vekkVe07MoEBuDQl4WECDPOIXEC+H+wU8wJNhgYzJZFzuxeVeUplktPOdFdN5rw9/+Lz/8++OPv/27OmXi/Uv508/Hn9Y9T9yjfVtYXkFAmtl86a2um2sbxqPV7X1VX19XX/8Jv0/rnL/+HbnBeiJ31Ve3Ne3Zk3LHHYxmIfBfRzqZoBXBrs52Ms1XXTVTlcts6pl1rBQbeu8CaJYdqrjZBAXg3lZ1M2AQ3vaTgZys6gfqIUSHpXImEzGJQJsIyERD/CYn0MCHOzjkCCHBXkMFC5dbNtJ1yzz6tasZaUQN4t4ONjNdlzspk9kp4GjAKqrkJOGnUzbSjXt1KaC6eHQAN8Nib2gMIxIg6hEhoRuUMT9POSkwGkoiIfDfFzPL/QCwiAiDeLPWcG4QqbVXlLtJZRhTAFWGOFjMS+H+/hukCeC/CbEGJMHERGcpUUGeCDod/08OEkW97CEmyG8DDjyve/nBhERcLNJarGfWe6ntcOMfpTTjgvG0Y5xWDIAwzkrGafl1VHRPCoaJzvmWWUNHtWHBf24bB7tGAcFYzdv7BfNvaK5VzB3CwaYqElOH2W1fkrtxmUiKhIRkYhLm6lLb6ZumF32M4thZjlML8cg3pVZ7mWWE+DRpdRBQiGiUjcmgYxIL64QUQmJgFiMiAZFPPLfMtkhvh8WB1GZDAv9qATwbZJe7KYWu6nFXmaxl17sZxYHWf0gq+9n9H2Ab3n9OK+f7BjHRf1kRz8t6edF4yKvXxb1qxK4jJvK6qG6vq+sHiqreW01q6+mjdWs+Xd8u62tb+uPb+vry9rqsrY6L5tnZfO0Yp5UVqfl1XHFPCmbJ2XjpLI6KZuHBX0vb4xzGki0jdOLSXoxSKpEDLBZGY/IeFgkIiIeEbGQgIZ4PCSSYbEfEYG4RUZE4FX2E/JuZnFdXUv4h/fDz7/d/fG3B19+Of7+55Onn0/fP+0+ydAjVTJuc9pNQbsDiF1f3zTXb2urt9XVTW39TeYf3u68uCu/uK+8uGu8njass5qNajtpzMcRPg73caiLgWxzyMmgHg73CbCLbTnohgW44bO2dV7bmtWsVM06r2/PIMcmPAlcZsjDtd0cHuS7UZGISs9lDZmISHhQIAIC7uUwLwt7OMQnYEEeCbCIh+nYadTFdhxMwzKvbc/aNgpx0bibxdwM6qAhCzhQaN6yzCEbBRqukJ1qW6mmhW7YaMjFdjwcHBTQMN+PyL2Q2A+Kg4jUjUlIiEcCPORmIDcHefmOT8BDIhHkB2FxEAN5YoVMKERSJTJqP7Psp9RBQh1G5UFY7AV4MiD0gmI/BEou4iguj2IySOj2g8IgLA0i4jAqDSLi5rTmAD8I8MOAMAzyX/+Fg73M8gCECQvGUU47zmsneeM4rx8XjZOieVwwTnbM08r6pGwel8CL1XFpdVIyT0rm8Y4J7qHjHfMgrx8UjN2cvlswwNSBdXGQVsmEjEUENCQQURE0R3tptZ9ejAG45bR+Rh1kFqPM886Z0ydZbfxc6x78t04DyJ10YxIR2wS1+jG5H5cHUQXUjkDqZZRQBjFpnFQmIM+Z1fcyi/304jCzPMppx6DumdeOCzrIBB8XjNPS6qxknpWNi8rqTXl1uWNc7RjX5c31tmxu8K26mtdMur6m6+tZYz1rPN431jd1AB2ry9rqTdV8UzXf1MzTknFU1I7LJjDl9kurg6JxVNCPisZBwdjLLHczy3FG26y4qcUwqfSTKhmXn6VakYzKIKWNhwU8LHSjMhmTehGxFxa7YaEXkQZRaRAWySDfjUpHBX3efKfjHz4NPv0w/vJl7/Png6dPB+t3u4bSMZnK6i63vMkv7yrmTcW8rZi39fVNbXVdMd9WzG9qr6ftzT8kMG866JaTRt3P8X9QEg3weEAABX7Yw8MermWngQFQt84b27Pa9qxuo2rbs8brGWSnYSeNeNiOh0N8POplOy4G83LdAE+EeCIo4EERDwpEgO94GdjLgqvtYjo+HvFxqBfUKBnYw0AbjkQhDgZx0JiLwT0MAuRT66ztoJvOzQFhsJ2GnQxknTct85aTBvlGDAQUN1l7vhcUyKBIBEUsIiABAfLxcIDHwPM7xPeCQj8md9MLIqniKZlIy92M2s8sBukF6CaSUYkMC4OoBA6W+5quGkSlfkQCJ0ONEso4qYySyiAmjaLyJKGOYvIwLA0j0jAij+PyLhAP8sZRQT8oGnsF/WjHOC6AB79xUjRPSuZx0TgpG4D6n1bWp5X1adk8La/At+Drccncy2uTjDbJauOc9tV5Ayyul1SJmIyFRSwiEXG1l1TJlDJILyaZJZA9x1ltCAIoWe0wb+zn9FFuOQDZqJQKbsSv1yCu9BNKPyb3Esogtegn1XFyMUooo4QyTKijZ2Qbp9RRalO0A0Wy/cxiP6MeZLSjnH5cME6KGrhOS/p5Sb/YMf8/rt6ruZEtz/ar7yVpojVzp7tPWTqABOGRDt4lvPfekAA9CSAdkN4DIFl1+szoxn1QSC8KfSI9bPBMX0VkICoY9VJF7Nx/s9ZvXYX1aUi7Cqk3Ye0uot1F1NuIBo7cQ0R7jGiriE7E9GVMW8UMImEu48YiZjzHzYeEeR8zbqL67KNTmkW1q4g+CWmjADAcKV1U6fjVFip3ELkNS01IqnuFuk+o+8SPT7HuE+tuvu7iK85N2b4u2dmqg624geaGKwBflWNTtW1AiVSyrUuX65KNAU7Ito+/i+pMZieX37Tq+67+a9d6N1qaWlPYnEwmtaeg8ohJT0H14aBZ0e4jGvDjfcqfUcWDB4fGLXTyhARO0AKAT1moooMtOjjQKWWsTNbKJI/I2Jdl7PsqBjzUXxaJ70TiyzL1dZU/JsCZAVLjPDDaHJN5KzjA6+wZlTklgVkOPybSZ1TqmIr/WCZOyYyFLhyIq3TujEoerdLHROaITB+TmSOycEYXrXT6lIp9X8aPVvETMnFKpU7I3AmZPzrAjjLHZOqYSJ9Q2bPDJDNvpYpA5HFOlc/pmn1TdDJZJ5W8XGXsVNG1KTnZ4uW6YmeqLq4MSUWYLUJ0CV5XUL6OSk1UqWNSA5XA8K0FiR1EbkNiyye2fSKYENa8QtXD131CG5a6kNSBpIabPxirvULLK9ScbMPDN3x83Sf2UXkS1AYBrRdQ2gF1GNYnIX0c1EYBdRLUpmF9FNBGIXUc1sYfJ20S1iZBbRI2gLRiFNYHAb2FyA1YbPjEJiIBfUnzf8LvgIcruLgqJNYgsQmJPVQZ+LU+pnYQuQPLLUQ6SMBg6b8sOR4efAInUc0rtHxiwyc2vUITEluw3Ppoz9qQ2EbkDiL9aWntIUoHlvqIMkCUASqDp4/I4IqbBNVxUBkHlWlIvY6os4g+C+uzsHYdVu8i6kPMeIgZ9zHjLqo/RLSXqPESNcioTsc1Im6s4sYyaS6T5nPcfIgb9zHjNqJfh/XriHYTNz5OnXYV1g5TKEzuoEobvGLABQ6JNZ9Q8/BNYKt183UPDzqIqpOt2tfVy03FztUdfMm+ztuYkoMtOzbly03VtilfMAD8UQCcKBuTtTFF+6bp4keY8pww6eyOze+U0qtSeZeKhpDVN1l1lVKfo/ojJj2j0kNAfgioNyHlJqzeR42HmPGpeLkBovWik83Z1mkLg59S+AmZt6wzZ3TymMydM8XLTeaMSVuYlIXOnFHpYyL1g8wck/j3Vey3l9jnReoYoKOI0jlTsNCZUzp9QiWOiNQJhZ+Q+BGRPaOyZ3T2jE4eEUmw1PoAtia+rSJfFvGjVfKEzFlAtiuV+bFKfn5J/lilTsjUGYWfUhkLk7YysRMy+H0VOSZjR0TyhMqd0aUzunhKZo4PoTzZIyL1fZU+JnMWMntGZc6ow7YaBGs5N0UPkfY+Jdx3aSdVcG/AcrziYqtevgpxFZipoFTDz7WDStevdBGli8htWO4gMtAQtVDlMHRG5RaitNCDSL8BSW0YeBblFiS1YakLi11E6sBSw8U13FzDwzd9QheWhqjSx+QOKrdguY0pvaDWDajdgDIK6ZOwOQrp45A+DOn9oNoPaaOw3vfLPb/SC6i9kNYNqh2/0kLlFqI0Yanm5cHqqYXKTURqwFLNJ1QhoewWym6+4uErXr4GCw1EaiHygV+CyD1MGfjV7kdFWvHw4MUBjhm466oevuoVmj5g/5F7kAQscx1EHmBAFakAywxQkPQRpY/IfVQeouDeViZ+eYwpE0weB+RJUJmGwHWnzMLabUS7jWq3Ye0mqt1G9fuo/hA3H2PGY9x4jBnPUWMZM5Yxg4zpdEKnkttVartKbRfJ7VPcfIjp8yhY6P25/jJuE8ZNwphF9WlIH6LKwK+2UaUOiS1YakNS63DqxLqHb3mFhpuv2jdVx6bi5speruxmy0624mDLDrZ6yRZt64JtXbav6062Yl+XbeuqfVOw0gBkmD0j81aqcMGUHWzDxXUR+TqsvSS2RGq3Tu+57J7P7Ni0QaX1Ja6+xI3HgPKMyY+odI/Jt0HlJqzeRfWHuPmp7GKLjk3JyRYcm9zFJmth8FMycbw60EF+EOlTqnS5KVg2WSuTPaNzZ0wOYA6+r1LfV9EvC/w7kf5BFM7oopUp2daFczp7QmaOScA+Cn9bxL4tMz+IzCmZPiVTJ1Ty+wr/tkx+X6W+EcnvRALQ1I/J5DGRPSOLZ2TumEh9XSY/L/GvK2BaTVnolJVOntOR01Xo5CV8uowfk/gJlQcj0xMyd0oUzujcMZU5+q8tdvaEypyReQtVPqdKFrp4zpS96wL8gkPzBDRLe5Z5D13wrEsetgoJNZivIusawjT8m3ZA7gTUgV/pg2IJkfuo0sfknl/p+dVBQB34lW5A6fnVDix3ULmHqW1UbkFiF4AMMKUfUEcBte9XwNIMyPMbIPMJlto+se7lK0C57xMbPglIt7qY2sHULqa2EKWJKC1YBpvc9uFoKf/UvIkNSKq4uYqHO9iiYbEGiVWfUIPFKiRUfULFx1e9fA0Wm5hchyWgFGv/Uy/XgKSqmy+6gMqeq3r5/98t14bELiT1YHkA4HmYMsTUSRAoetVpSJuGtZFfGSLSR7emjP3KKKhMAsoEEaeYNMWkSUC5CiqzoDrzq7OAMg8ptxHtLqqDz/uY8RAznuLmc9x8ShiLuLlMmMuEsUoYNG5QuFlEY7MAACAASURBVEEkzRW+XeLmc8K8ixk3EW0aVqch9UPnod8ltw+p/QO+u4mb11FjHNT6qNIBargPS0ETkpqQ2PQITSffcPFVx6ZsW1ecm4qXK7u4koMrOzdFG1M6B03QunBOV+zrimNdc7IVBwu+1YVzGkzjS5frioNtevgOIg1QZRpUb6P6c3JLpHZE0iQSxiJhPCX0x7j6GFYeA9I9Kt77pfuQeh/VHuPmQ8z4VLOzBStdvFxnLDTAsyW/LhNfl/kzumilcydk7oQqnNL5MyZ7Rhct69wJlflBpH+sMsdE+geROSaAyxNo+Q/PKVk4pdLfVvHfXoJ/f4p8fsG/AXAdkTohE9+J5G+L2G8vsb89x78sgb45fkziIHHujMp8X6W+LXHAOzql0lY6f7kunK8z5+ukhYqerWIWIn5C4Cdk3kIXzsjsj2XmiMyfMbkjMntE5I+JwgdMsmAhS1a6dsGUL5iCjS54yBz8mEbvUshdDlkVIDLnIcreTQ0SajDfwrgWxnf8h07psBmDpS4sDzF1gMoj/6FwGmLKIKAOUKUPgwOp9jAVFFp9TB2FPhp6VO5iykEA4ebrbtAO8dWDq5or2Nclx7r+Uaw2fGLdJ9S8fNXNVZ1sxbkpO4Eye1Px8DVYrMNiDRYrHr7s5qo+vuLhyx6uBongpFW8QsUnVKHDXwMQLnAO6//sUkVkIFsB9xsYdFV9QtUrVFxsxcNXfULjw2LTg6U+Ig0ReRzQJuGDVwWQea7C2iSkTDF5ikqToDIJacBOdhU1JgF5CotXmHztl+dB5Sas3oTU+cEuoIKVwF1Mv4sZD3HjKW4s4uZLwnxKmk9xc5E0l7hJJE06vaXTWzJtEuntCt89xs3rKBATK6OAOo5oYI5yn9w9pPYPqf1NwryOGdOwPg5oAATY9PLAJdiBpLZPaHn5hotrOLna5aZq29ScbNXDFx2bwjkDmpH8KQXcyblTsmClao5NzcWV3WzZzZZcbMmxrjg3FSfwXhxyWjo+sY/I46A6jxp3ceMhqj+H9IeI/pAw71PSQ4J/DIuPAeUxID+GtYeY/hg3HuPGp/LFOn9KZY7J5Ndl8usyc0Qlv6zwLysQ+Z09AmmMZPqYTJ0Q2VMye0Kmvi3wLy/492XmmCidM+WLNbh/QaZU+Zwpn1NlK5U9IhNflpHPz9HfFokvC5DOkz4iEt9X0b8+R/72FPnrY/jvz4fYg+/L5NEqe0RmfixT35bJYyL2bZU4XmatRM5GFi7pwjmTs1DpMyZlZVIWJnVGZSx04ZwpnJHZ42XmlMyfMZkTMn2y+pM0XjlnyhamfE7XLzcl+zrnoPLuZR56ziKLPLbMo2QBpYsIXYE3FYhvYnInIPdDaj+o9QNaF1P6qNxD5O6H92SAymO/MkCUHiL3ULmHKV1wByJKF5Y7sATuugGmjkPaKKSNA+oAlduI3PCJDQ9fd7AAgl+4XOds6/wlm7tgs1a6ZKMBgKju4mpuvu7iKmChYqFzZ3TOwuTO1zkbU3SwZQ9f8QpVL1d0sgX7x3DSJ9R8Yg0Sa5BYdvMlj1h08xUfX/FyZQ9/kMz7hLpPbENiyyscmhxIrPmEipsrOzcVF1vxCFWfUHHzFTdX9wp1SGwjEsDFDlF5iCljvzoN6dOIdhXRZlFjFtavguo0oEwC8tSvTEANGVQmIfUKPAF5hsmzAKipPm62iAb6t8eY8Rgz7mL6fVx//PPIJYxn3HxKmi8Jc4VvqfSOzu3p3J7K7onMfpnaPyS211F9GlDGQXUU0sZRfRYF5aV5j+8eM283ye0sZk7D2iSo9RC5CUzx4JJH5S4qd1Cp7ROaHqHmYCuX6/qHsatoY/JWJnMG7I5k9oxMnxC5M6p0SVddHPhPBtK5JvKnwZdveHjgourBcg+WRn7lKqTOQ8pdSHmIGw/49ikjP6WFx7jwEJKfwupDUH2M6o9x8ylufkofE6kfRPz7Kvz5OfplkfhBpo6JooUunlEAYJ75QaSPiPi3ZRwcjDMqfUTkjqn8CVWy0lXbumY7YE5yp1T+mKperGu2deGcwS/o2CmVOCbx7yv849Qlvyzif3+Jfl4AsHTk80v86zLxdRn/vEh/A8HlS/xoFTmlQqdL7OI25npKu4i8nQZuhuQJlTwhcAsJDNeFy3XeSufOqKKFyJ6+xG0vsYvn1MWqcEFXHJuqfV21sVXbumbbVOxswbkuuugStClCXBHhShBXQYQqKlVRsYqKbb/W82uDoDLClBGmjPzKAFV6kAxO1GGr61e6qAIk+XVYasJyD5V7sNSFDsVMD5ZHmDoOquOAOg5qfb9ch8S6i6s52IaTq7m5kovNXjBZC523rfO2deaEKpzRgMNTdnO5y3XunM5b1+kzGgfcim+r5MdtX3RyRRdXdbAFO1OwryturuLjawfNl9yEpYqbLzm5/OVBr5y/3OQd65KbLbn4kouteLi6h2/6hCYkAVMZUF3WvELto9xtQiKw2/QQuY8oA1QeY+rYr01C2jSsX0WMWdSYRrSrsDYPKrOAch1Up2F1ElTGAXkcVK6CyhxstyPan36cp4T5GDefEsZTwnyIGY9x4yVhLuLmU9x4ihlPcWMRMxcJc5U0yYRJJE0S31KpHZ3dU8U3uviTyr0vs68vmf09vgUF5MivTsLadcycxbbzuDlPGDdJ8xbf3iTN66gO/AoDv9rH1C4if+hO5UFAGQbVHqY0ILHi5QsOsDTeFJ0He9eBx2H5gC+e0nnbuuxm614BIGs7mNpFla5PbHmFqlcoe7g6mEsjcgsSO7A4gKVrv3wX0Z6S22fcfMmoT2nxMcXfRTcPEekxrD2Ftee4uUwYn2K/vQA3QOS35+jnl+QPIn1CVKxM5ZzJnxHpEzJ1RCR/EOHPz5HfXlI/VnkLlT+nK5fr6sW64WBrjk3pnM6f0ZkTKnNMFE7I+sW6attkL6mE4zl+vsQtTBYQir4TcVBV/v05/nWRAMgj4A8CFOcfROrrIvnlJfFtFTshI+fPIedd0vuUda/yF2TuhMpa6OQxmTxZpc5XeRudv2RyNiZzTuGnK9zyGDmfhx2zsH2WcDxmnauam2l4NnX3pubeAMhUxSdUfXwdEuuQ1EDkA+0DVVqw3IKlDir3UXnoV4DfZBxQ+4gMpiMfKFUVcK/qXqHmFWqw2ISlPqb0EbkHiV1EbsJiF5LGAW0aNqYRbRzUen655hXKDrZsXzfcfMMjVNxc3sYUL+iynSme0zkrlT2hyhdASMUWnGzOus5amYSFih6t4t9Xsd9e4serlOVDhmtnirZN4XJdcrJVDw9kxEDw1UHkipsrONi8bZ210lkrnTtnCpfr/OUme7HJXq7z9k3JxYKqEnRuFTdX94n1A8BLbHqFzkf710dkgEMH/ds4qI8DGnCIXYXVWUiZBaRZUJ4F1HlQuwpr46AyDSk3Ye0+qt/HjMekeZ8wHhLmU8J8Tm7/+Vng22XSXOLmMrVd4tslvgUlJYmbZMJcxXUitSXTOyqzp/JvdP4nVXhf5l6f0q93qd0sbl6F9UlIm8XMm4Q5i5uzuHGTNG+T23nCmMWMq4g+8qtDTOkiUg9VgUwcUBuG2GFx14SlKiSU3XwRuG/dbMXNlR2bwjlTuFjnQcyIlc6fUUX7pgEYTR+v3T6qdhGl6RWqXqEGCU3fATADNOt9SLzG5LuI9hw3idRuldGWGXmREh8S5H108xJRXyL6Im6s4san6F+fon99jPzbQ+LzIvl1mfpB5M7oysW6crEuWqncGYV/X8W+LEOfnyN/f8l8WxUsVNXJtjx8yyM03VzRwiSPicQPIvZ1mfy2LFro2uWm6CBS7qek9yHlXIDYp+IpnfpOxD8v4r8tUt9AdgeZ/kHkTkngAMifgJCqVfr7KnlMxc+XcftLEn7KwM85N1mw0fkzqmAhs6cUblnlHATYuWcvGfximbh4CF6OEWc37B3EfBMcus/CiypEVSG67CVLXqrkJsvedQ2W6j6xBUstD9/xAS6AMkCULiyB9GAw6R4g0sSvDv3KAFANUbmHKD1E6X4gH9sfy9Ym9F+nro+pHUzpIdI4oE0jxjSijQNqB5ZrXrHq4srOTd3FNr1808NXLzeAM1k6o3PnVM7CFM/XFRdX9fBVn1CybzJWGj9noj+IyG/Psc8v8SMia2Vy50zWymTO6YKVzlqZ/OW66GBLbr7+oS9pQ2LdJxSdXP6CKZzTpQ/kUcbKpM+ZzAUDFlBAcVJ1c2Bc2YAk4OxsesW2TwRbAaBIHsDSEFXA7GQSUIFm/+owflTnQXkWlGdB5SqsXke0g2YSFJAJ4zFpPuLbh6T5lNw+J7cvyd0C361SuxVuUqkdnd5TqR2V2ZPpHZXakfiWwE0SN4mksUoaK9xc4OYytV2kdsvMnii8LfJv9/juPr2/jhtXEeM6alzH9JukMY8bs7gxTxg3uDlPGFdhfRrWR5gyQGVw3nqYCk7dKKCCoWsXlcEbs+oTyk6u7NwAMcBhjAlcrfZNAWB/3VzTJ7T+pKFBYtsn1g/dL9eAxBZ8+DkQ+na94hUm3wGuRHpLZsxVRlllxWWBWmSYJS6vEuYqri9jxqfk50X0t0X82xI/oeLHZMZCFy7XoDwr25jMCRn5sgChqtEvL9ljouZgWz6x7ROabr5iX6d/EMG/PQX+9hj460Po78/pUypnpzPeRRpaZJBF1sPkHZvCBZ0/I9OnRPJoeQgnOCELFjpnIf8E12VPyNzxKne0ypxR+DmZtC2TrucMtChgZMG9Lp5TRQtVPCULFrrgYKpetu7hyy4266ITjqeIfYK6+xjciyHDNDrLwk85mCijZBkhSz6i4FkWPMuKb93wCgdKj1doe/gOJPVQZeBXe6jc8go9VO775T4qgRDTkV8dYcoQkfqYDGaYHejwSmvCUgdVOpjc9at9vzzyK+OANgyqo5A2DGrjoDaNGqOQ1kOUBiRWvULNwzc8fNPFtzx8BxKBnKVyuS5Z6IKFKl7QFRfbhMQWIjUgqeLichfrzPk6baFTx0TyyzJ5TOasTMZCpc/otIUuWOjMGZ09Z/KXTMnN1mGxATinsFSFhKKHL1+uq+dM+YIpXx64SUUHC84bEChXXGwLgEkg8YAAA5oSWOqicheSepA0QOUhoow+7G2TkHod1a/D6k1EvY1od2H1NqzeBJV5SLkJq/Oodh/R72P6Q9x4jBtPye0TvntOmM/49iUJrrItmdqRqS2V2tGpHZ3ZrrP7dXZPZ3ZM5pVO7+mUSeIGgRtUartMms/J7Qu+e8Z3j/j2KbV7yrw+pPe3+HaeMOZxcxY1ZzET/PkqYlzHjHnKvEmYwBk0CapDTAGeDCBk7aHyAAFjMKXlE8purgoLNVgEVxywRzTcfMsr1L18xcOXnGzBvq44NsAA1fCJNRdXc7Fg5VB0bqpuruZkq26uDok1D9908QBO0wOwwJD6nDAI3GQyWzqnM3mFKq2p0oYp8gyuU3F9FdU/xb8vE8dk/JSMnpAJC1Nw8uWD8IctnTPZHwT+dRX+25P/rw+RLy9FK11zcTUPV/fwVeemYKUTnxfoX26hf7lF/+0u9PkldrLCHWTGR2QRIgMRGRebvaDzJ2TmmD7kDJ/QmRMgaPwAy56SeQudOSaLJ1T+iEydEfHzBX6xyHiWeZQqwpuSiy1a6OIpVTyjSla64eIbXr7p4iouLu+lkr67iK8XgIcR7DqLXpfRxxJEFHxMBSXKCFn0EQXvqgiTVZht+iSQ5NLyiR2f0IElwAMHi6y+Xx2FtXFYH/rVcUCd+LWJXxthygBTBqg0QOQuJLV9AviaDjBtAlS2oOiK6OMPnfs4ok8ixjCgdiCxDgkVH1/zCk1I6PjELix1ULnpEar2dfmSKVrp8gVdt2+abu7DNSc3vULJuSk42bydzVvp1LdV8oTMWpnUKZU4IfBTKn1KZ87ojJUpXG7KHr6BSg1IanqFFnh/+8Sah298cGPLgLTp5iputurmax6+7ObqHq4DSx1IBHgSwOHroUoPVNSw3IflIaaMP87bNKIDE/RNRAcKkpuQOg/Kt2H1JqLdRLX7OOjczOeE+ZQwHxPGU9xcJgzQpJGpLZXakkmTxA0mvV2ntpv0js++rnN7Nrdns7tNdrfJ7uj0lkrvCHz7EjeeEuYLvnsAYsv49vajbbtJGjeJ7Ty2nce3s9h2Fjdnye111LxJbue4OQlrk6AyCapDv9r3yz1M6SFKGxJbHqHlFtpeoQtJdTtbtLMlN19y82U3X3RsyvZ10yO0fWLTwzd9wG3I/3MdXvXwAEJVvtwUbOuCk636hJqTLbvYkocvgvvQJ/RguQ9LE0Se++WXiLZJb4XsTizuhbLJ1mW2znJVZpPlmKRGRrRPaSuFH63SJ2TiB4Gfr3Mutuhcl7182c3nLFT2ZJX5vor99Tny18fUd6JyzoB4pLqTrdiYgoWJ/O0J+l+uff/rHP33+8DXRfhklXIRad8q5V1lPHTqgkkckakjInNCZE+pzMkB8wwg0Pgxgf8gsud00cbkz6jc6Sp7skqdLFLWRd6+KvnoCrSueriyfVOyUMB/XbSQdfum6WKrbr7q2xTgZRp7SGKzJHafRZdljKzD67qPb8JiAxVafqkVkNp+sReUOpjUgaU+JvdRpQtLPVjsY1LfL/f9B1XUMKBOwhowHU+C6iSkjYNAGKmMAuo4pPcQpekDJBJpENAmEW0aNa6ixlVEv4oaVzFjEjVGYXUS0QcBtYPIYDlbh8Q2JHUgsQeLA1QBkJKKm8s72NzlpuThqrDUQKUOKndRpQOyfwEg2cnlLFTi+yp1QuUsTPqUSh4TyWMSP6PTZ1TqjMpfbEpuruoTah6u5RMakFSFxRIkNmGpA4lNL9+BpJZXaHr5NiQ2fXzTwzfdfN3LN2CpiUgd9DAK6kHSYXWOKD1I6kPCGJPHQXUSOlx0V2H1KgysYgoYk4D77Qa0cHHzOXlo3p4S5uGJm6vkdpU0CXxL4iaVNEncJFNbOrVlMrtN7pXL7bncTsy/yoU3qfjGF17X2R2d2i4T5mPUeIjpD0nzPm7eR/W7uDFPGODgzeLGddSYxYx5fDuLm+DnNwnzJmF+jFLUSUAbYkoPlXqY3EOVhk+ou/kGSKL1CWXHpmjfAPpL+XJTutyU7Ouam2v5hIaLa7r5hk9owtKhdQf8ATcHPJa5cyZ3sa65uDqIj3axoFAHZUIPlnuQOIKlK1R6jhpMeivl92rlTa7upIYu1jm+Sm/y7Doh0SH1E35Cpr8TGZDdcb7JutYFN11BpbJPypxSuSMi/W0R//tz4vMie0TUbEzHzbedbN2xKZ8zuSMi/Nsz9q93/n99CH5+Cn9bxs7IrHud87JZz6bgZnMXTOqEzoKkqDOqZKFKVqpoobIWGj+hkkdk6ozMX25K9k3eQuUtZOGcKF6QRRtZdhM1mGlC64Z7U7NvylY6f0Lkj4mihapeMA0HW3OxZQ9VhFd5lCgFNhW/UMeUll/rYlofkQeo2vFrvZA+DhuTsD4Na5OgPgpqQ78K1O5DMDgJKMOgOg7rw5A6DqlXEf0qrE1D2iSijYPaB7RDmwT1cUjrYQekTwuRe0FtENbGIW0a0sZhdRTWBwHlsKPD1DYiAyYCGNMDXeIooI4iei+odzC1jkgFr5BxcSVULgfkKia3AOYEkduI3PSKTTdfc2zyNgY/JjKnVNHCAHJM6ohInlL4GY0fk7kzOn+5zts3VRfbhqU6JFYRqYpKDVhqw3IXUdqQ1PAKoPjswBJwA/QQueNXByFtGNIGqDyE5f5BLKYOUXmEKFd++TqkXceMq7A2CSrTkDYLaVch9TqozvzyXUS9DavzqDZPGLdx4yFhPoPRSNJ8jv1Ps5NFwlzGdSKxJRNbCjdpUF5mtpvcjivs+cKrVNhLpb1afVer73zxdZ3fk/h2EdMfozow+NxFtPuocRvTbxLGXXJ7mzSvozqoLGYxcx43ZzFtHtNvE+Y8ps9jxlVYGweUiV8dYMohZQGWDo5e0Br4hJKTLTvY8uUagOFK9k3BsSm7uZpXaLiFhpsDEhwgRQD0wZqTLTq5vG2dtm2yTrbh5oHItu3l2x6h7QMjKKkLCQNYHiLSLKg8xnQSN8X8q1R402rvUtUUqxJfXnP5zSbBUSHpU+LLIvF5Gf77c+zvz3nbOmuni26mjslVN5c/JdPfQJrPInNEFs+oim3dcLJNB1s5Z0oWOndCJoAS+reX6Ndl7McyZ6Pz9k3OxuYcbNHJZi+YjAUE0pMlK1W1rSvnTPGMypwQ6WM6Z2XyNrJwSeZsVO6cLlzQuQsye0HmbGTZt6qhRB0mah6q7mQr50z+hMgdgyKTqto3dfem5GLKEFeC+Bqm9EL6MKQOA+oQO5hlBgFlHNbHYW0a0cGrcZY0r6L6xyBOm/6pMI7q45g+jYH3qHkV1cdRfRLSgKsNbF17iAT4PwCz0UKVDiJ3EbmHKT0MSGzlHioBpGQLEpteoeUTm0DXjykdv9oJ672Y0Q3pnZDeCKhlRCwhYiOo1QNqHVhsYKmNKXWfWHZzFce6cnkQx+YvmJyNLtiZ3AWdtVBpK5W10pkzMn9K5S7onJWu2DZNF9f0CXVEamLKQWWGqS1YasBSL6j1MKmDiKCiBm+HacSYho2RXxkhyhCsHxFliChTVJkF1FlEu0mY11FjGgbIHeUmpM1Dyswv34a1+4h2HzNu4+Z9wnyIG4uEsUwai6TxkjBfEuYiCSaT4JbbkrhJp8xNasvgBp0yudxOyL9K+Vep+CqXXuXyq1J5kypvbPF1ndtTqd0iYT7GzduoPo9qN1HtNmbMwbwkacz/7NxC6nXUuEnsZjH9OmbcJLazqAFoXKOANA7qQ78K3jXA2QSmsh1YbENizcuXXdzhogOgbsem5hUakNjwCk2vAJYNdeCu9Ao1F1e1b0p2tmjflFx8xXuQ13YgqQOJYAj3MfVVhqgyDiizsHoX1RcJk0lv+exOKr6qlTehpHEFnsuzbIJdBTafYn97CvzrHfSXeeTfn3JWOn1BFF1M1c2Vz9fZH6vEb0+pr8vcEVGy0GUrXbGtm26u7eLql5uSlc5Z6eQJmfi2TH5epL8T6ROqdM5kz6jUMZU9JfPnDH5MZM+Z4gVdAhmIFrpwSoIBZv6EKl8yZTtVsL1kzxe45SVpecKtz0nrY8a+KEFPZeSx7HsoexblS6poITMnq/TJKne2KliIio2puTY1J9v0iE1I7PiVnl/pB5RhAEDdlFFAHQbVYVCdRIxp1JxGjRm+m6XNOW7eJM1ZwpzFzEkYcNoO1900ql/Hjeu4MQlp47B2HTWmYf06qs8TxjSk91Cpi8hAkg8Q4lUnW/sQLlY9fN0rtD+y2rqI3PSJLZ/YhKUGIrYxtRPSO7FtN7lrhY121GyG9XpArfqVTtjoR8yOXwWs8iYi1zx80b4uXa4rl0wRGH/tm4qbPUBfnGzBvileMFkrWTijcmdU/oQqnzOVy3XDw3dgqR9UByF9ENE7frWDKv2ANg7rg4DSBy5YvzIOa5OoPg0b1xFjFjUmQWWIyj1Y7qPyCFOmqDLF5GlYm0WNWUS7CSu3ACQeVm7D6l1EvY9qDzHjIWHeJ7dP+HaB71ZJk0iaBG4S+HaFb1e4SaS2BG6SyS2T3q7TWza15VImlza57FbI7sXcq1x4lUt7pfKmVt/kyrtQfmOLb5vcG5neLfDtU2J7GzdvEsb8YJwz5gljFjVmse0BzRBSZ1H9NmHOojp4UV5HjWlYm4S0SQgs6xRw+XcwpY+pfUwdBbWRX+tjSguVwMqk5GBBJmHZzQHvTwv0uoj056kru9niBV2xbWqOTdXF1X1CG5W78GFi3IUk8H7vo0oPUQaIPMSUISqP/cp1SH2MGqukSeOmkNkpuVcptxWzspBlmcTq2f/0Kfxv9/5/uUX+t3nk35/yZ0T6YpFzMOXLdfmMzP9Ypb4t0t+XAP5RvVjX7RtAOG262OIlkzmnYpZF4vgl/Z1IH63SP4jcGZU9JmOfX1LfliAGKHdB561U2XLAOmS+L1NfF9kjomihihdUyb4qOV4ytof4+U3UOotfzBMX84zrPue7zXtvS967qmdRsVFFC3WAyZ4SRStdvmBqDrYLSQd1SEDtocrYr4EslUlYG0e1cVgfhbVxSJuEjVFMv05u7zP7u9zrTWp3HTcnEa2HKT1U7iJSH1OHQW0c1IchbRRURyFtEtKv44fd631mP4ub46A2CKg1IKFycXkbkzsli7Z1zr4uutmqm2/4xC56kLfXvXzVwzcAgRwSuwFlENF7UbMb3bYjRie27UbNRkirBtVORJ/EzGEQdP9yC5GbXqFqB1E+64qbq7rYuov7k18EgLAl2xpEHGePydwpDbS8TQ839CuTsDYJa9OQNgpoo4A6DurjsN5H5T6s9BFlHFQnIf3Pffd11JiG1JFfBUa4ASJPUHmKSlO/chXW5iHlNqw+xIyHqA78KfdAwJXcPqe2z6n9MrUjM3sS31LpLZXakrhB4yaFm1TKpFImk95y2Vc+sxcyOzGzE7M7IbsTc3spt5cLe7n4qlbf9PpPpfIulN42xbd14Y3JvRKZ/XNq/5Da36V2NwnjJm6Atu06as7ixjxh3nx4WG8T5k3cAAfvKqJNDv9k7SB/xVQw2u1jag+Th0F1EtLHIR3gLapurmhflxxs2cmWnJuKm2t4DpalHiI3YbHqE5pAJ2Rf1xws6I17iNz3K4OA0sPkNiQOsEMP+adIcIQpQ0QewOIQla790mNUI5ImjZtiaqekt0JSXifIVfT2Abv6FPlvD6G/3AX+chv/23Pesso4FgXPpna5qZyQqS8LgADJnVJlG1O1r2sgYMXJ1R1s+YJJW1dx6xN+ssh8J/Bvy8Tnl/S3ZerrMvl5kTsi8mdE4ZzKXpDlyzWgehUB0usHkT0CSW5E2bEsux7Tl/PI5VXCPk3YJ3H7KOOZ5T0PBe9jHSZaMNt07F8VdAAAIABJREFU8VUHW7JvivZ14ZIpXjJVFwtu+WFAG4f0ESgagypQA40DKjDtj0N6368M/eo4ok9jxjxu3Kd3t7g5CihDTAFRvWBD1ferXUwBCoNhSJ1E9FnCvMHNm+T2Pr2fxY1pSB+H9bpPqLjZjJXCj4jU1xV+TKSsdO5iXfVwbVgcYOqHdU2uuLmal+8g8gBVBpg8CKqDiNYLa52I0Y1te/FdM6TXg3o3pE1D2iio9DBQBUktSGi4uLJjfVCNeA4+0UNAHHQ4dUCal7OS+Uu64uYaXqGHycOgNgkdOp9J+PAc7jpUGqDyNKSPg+o4qFyFNZD5NA6ofUTp+cQBJPYhcQSJU1i4RuVZUL2LaA9x8zFuPEa1p8OUcrtM74nMK5F9XWb2VPaVzuyp9JZKm1R6R+FbJmUymR2d2TFpMDXZc9mdmN1L2Z2Y2XG4IaS3Um6vFF/V8ptWe9dqP5Xqu1h525Te6cIrlX8n8u/Pmdc7fHuf3t+ldnepHRiizBPmTdK8SRi3CfM2Yd4kzLvk9jZhzKLGVUQfh9VhUB2g8hCT+365i8pgD9mEpS4i9f3SIKAMAsowoA4Cet0nVdxc2clWXPyBrw4sCI513cW1PELDI9TcfN3J1Z1c3SuA1IceIo/86jik9f3gd6H0MbWPKl1I7MLiAJWA96IHSR0P34fEiV++DWuLhEni5gY3hYTOxqR1nKLj90+h6afw359D//oQ+ssd/mWZdiwL8FPdS9Yu2cIphX9dpL88Z74v86dk1caUz+mSlQJxZ5WLdeGCzlwQ4eOnyNEjfkQmvy8Tv72kv68AHrNkpatOtuzhiy62fLmpXm4qtjWguGaPiczRc976UnAvcvBD3DcOuQZhxyDmHcc9V3HPNAXPCghZw/hOQO1gYMYgtX0i4EC23FwXEsHqrIfI47A2jYIUFRXUG+OAOgxo44jex5QOIncxdRg2RkDTEDdnMbOPyH1MbX1wjsFnAxix3PzQr06C6iSi3iRNMDq7jpqTsDEMa3WfWHGz6VMq8mUR/7ZKfl3i31cFK1PzcMAx0EWVLshtg6SaT+ggchdV2pjSxpRuUOuH9V7IGETNQcTsBrROUBsEtHFQ62Ny2yv86VurefgyCLLzcFUP3/QKDZ8I/ESHzsTBFi/XJRtTdm5qLq7pFTqIPPCrk7B6HTXmyQN6dRIxxmGjG9CApRoIbkZgGRBSRyBmLaD2/eoIk8eo3IekASRNUGkaVG/Cxm1Uf4gZz8ktkd4vU7uX9G6Z3hPZV6LwRuVe6cyOzu6ozJZOb6n0lkrv6fSOyezX2f0mu+ezeza75XI7IbcXsjs+uxMyu48jt1dLb1rlXav/kmo/xfK7UHlni29M/o3Ivi2zry+Zt7vk7i61u0ma84QxT5jXse0sbtzj27vE9iZuPOC758zrY2p3lzRv4sY8bl7FjHFEHwW1ISr3EKkDy3VYrPkE4OXtoUoXlQHbooUqgEFYcrMHJK6DrdrXVfu6cE6XL5jq5abqYKuXm+rlpuUVACeqjypA4jwOar1Dl/iRjwlJHa/QhYQ+IvWAAMMrjBBlHFCuw+pj3CTwLZUw2Jgm4aqW3yi5x03m6lP43x8D/3Ib/m+PiaPnhPc+Dd/VXVTVtsn+IBKfn/AvL+mvi+yPFaBclaxU8YwsnJFFC52xLhPn94GTWdhyk7I+J4+XSSDy+rxIf1+VbOumV2j7xJZPqDvZ8jldPKOKFqpoofKnRMFK1Fx0CXrOYLMo3InAzTjUTULjpHeW9T7XMbbvV0ZBbRo1hgG171cGqNxHlR4sdyCp5eUPiyZY7qLyMKhOY+YoqE2DGpgsj0JaH1X6Aa0F1sd+dRA2xmF9EjrwrkcBdRTUgDio4gHYDLbkZGtuvmpft31iD5GHAXUa1a+j+ixuXkX0SUQfhbU2LFadbO6UAucNhDaXbesOLI0C2sCv9vzywC/1MaWFKmAf0Ial5odxuxfQemG9G/oINAtq45A2wtQ2JNad7IdMXqi6ubJzU7SvS0625uEP/SEkgsyNw+bdyTbcXB3c+bDYR6RJWANXwQ1uXseMq5gxjerDgDoK6f3gYcI08qujoAqWbx+TCX0S1q9C6gSTB7DUh8QpJs8i6jyq38aMx8T2Bd8S6S2Vf6XyP+nCT7r4TpXfydwbldkTmT2R2RHZHZl9JdM7OrPd5F/Zwhuf33OFvQBOWnYnZvd8aiukt0J6J+f3auVNrf7Ua7/k2k+p9i5U3rnS+6bwTmZfl5n9Mvv2lNqBieU8bs6iQH1i3ia3z5nXp8z+PrF9wnerwvsq//aI7+6S25uEcR0zJlF9GjHGAfBVkVuo3EDlOiS1YKmNyA1IOjywVIPFPzGENTdfc7FVG1O9WAN7d9m2rtpZYKtruPkOLAywA6xtHNCGqNIHGeveA7W67RPbHh4ksDZdXNPNt71CD5LHAfU6rD5EteeovorrHG7o+a1Z22zrj2pz/sn/b3Pkf5/6v4/D9qsoOkmhtyUPk7cy+NdV4rdF8vMy/W0FQqtLFiZ/TGZ+rLLHZOpkkbDcR2zTgK0XcQwSjuuE9TH89SH65Tn5fZU8JUsOtotIA0we+dU+ItUdm5KVLlroun3TsLNV+6bipXPwXRIdxP3NRLCJ+zs4NM16FnVI6GNaH5KGqDwMHEIue5jaDYAQUBWAe4cBvYMpbb86COqjkDYOGZOQehXVx2G971c7iNJGFSDn6fjVNqZ2UXkc0qYRbRbXryL6NKKPwlrPr9Z9AsgDyduYkpMt2ddVx6bm4pqQ2EbkgV8Zh7VxUJmEVADrbrj5ko3JnQGeH5O30g2PMAxq05gxieqjsDYKqaOQAU4dkKg3IAm0eT1M7QdAKSu1IamLqQO/2vWJDRdXc7It36GSbHmFuout2Nc1NweMsANM6X508G1EakAfgTt/RrphynXk4Kq+iRu3ye0sZo5D6iiojYFNFlMGmDLyK9OQNovod1FtDtCoEf06akyDyhRTRqgyQqVrv3QdUuZhDeziFqk9kd5RuTey8E4V36jyG1V6JXJvq8zrIrVbpvdE7o3MvzP5101hL5Rexeq7XH6Tym9yfi9ktkJ6y6e2m4TB4YZSeFXLb2r1Xan9VOq/5PpPqfaTLb+ty+9k4W2Ve3vJvD6n93f49jaxvU2Y84RxHTWuIsYNvn3Mvq5KP6nyr5fM61Nq/5zeL3Ovz5n9XXILGJjTqH4VM8ZBdehX+n554Ne6frWHKQO/MsCUDiJVP3yDBwQTcBK6uaaHr9k3JSsF8gnLtnXNyVadm5qTLV2s624OiMu6sDxAlSGq9FAF5Ff+ia4A3Pumm69dbhoOtuHhe5g89CsTTL0JKfdhdRE3udTWLG33Lf4f49Xvs9tPnr92PN8biLMaRJuJ4CiL3WRdy/T5KvTlMfrlJfblKXu0OgxCfqxSXxb410XyeJE4fUlePMXdt1HPIOzuhR2TsHUWOJpHju5ip0+4k6mjchdThgF1GjIGmNpwc6VzpnTONJ18y8M3XHzFR2V910m0j0dGmdi0EJrXAqs2KnQhqePlW26+DYsdWOzAUg9R+ph6GPQhctMr1L18F1UGfq354RbrovIooPb8KtBVgbfagcGGyDUvX/MJo5B+HdFuk+ZdcjtPGpOINgnpw6DWRGSQK1Jzc003V3Nsqo5Nwy3UXFwHkUYhbRLWxwF9HFb6QbUFiXUnW7YxBSuds9JF+6YBS12/Ogppo/ABLjQO6y1MaWJyAznkAwP1YweRB5jcR6WGEwRrCA0XV7dvSudM5XLdgQ6LtaZXaHr4DiR1YakLiT2f0IUEYEvvIQdDag9TBqgywNQRqk6CgF+gXofU26h2lzDv8d11VJ+E1ElImwT1SUQfB9QhpowDynVEu44a86g+i+hXYW0eVucRdRKQx0FlFJAnfmUeUGYh5Sai3cX0h7jxjG9X6S2Z2ZPZPZnZkdk9BS633Nsqsyeyeyr/kyy8r4tvfPlNrLwptZ9a7adae9Mqb2rpTc7vpeyOT5tSfqdW3tTaT63xS6v/Uhq/C7WffOV9U/lJV34ShfdF9u0l/fqYOpjlHlL7W3wLVGC3+PYl/05WfpG134nKr0Xx/SX/uiy8v2TfHlL7edy8jhhXUWMaNyZhfQJ2SEFtGFBHIXUU0QchrYsoICPt4Jr3CjWfePieeIWGm6+B+M7zdfmSqTo2Jce67NwUrEzZyYHKvwWJPVQaYAqw7YGD14GlupsDedENN9/2iU2P0PIIPUQeIPIQkaeofO2XH6I6mzJ3lbd/DLX/cbf+P59fPtmPai573oclI9FSLjwpoLdp73P47Bb7bRb6chc9uk8dLQunZO6EzHxfZb4/Z06eMufLrI3Me9Z5jMr47+LwNOK4DlzMg5ZZ2DoP2+YJF1HH1DYsgvdEC5KqXr5gX5cv1w0n23JzdQ9fhqg0NMuErvPpxzJO1qNCJ6gMUAUcufIFU7lkmx6u4ea7sNRBZKDkarr5ppsHWtAuIrdgICaUO7AEaIc1D9+ApZKHq3r4Hqq0YbnuFSsutuEVRiHtKqLfJczH1P4+s5slzRm+neO7QUhrHDZsApCQN71CF5bqLrYNicOgdhU1JkF1EtYGEb2DSA0vX3Gsi/Z10cXWYLHtV1uo0kaUrl8B6K7uB/0ONGZlD5e30/lLpubhWx6+6eIqF0zJxtTsXPVyXbJS+VOyYlv/VzyqV+ijyjioDVFlAEtDQH2G5Q4idzC1j6pdvzYA88mgNg1ps6gOxnrzqPaY2D7gu7vkDowZpkFt7NfGAMfiVyYhZRbWZ2H9OmpcR405EJqE1CsANQnI1yHlJqjMw+pt3HjEt4/49jFpLvDtCt+vUrtVakem92RmR2b2dGZPpXdMdr/Jv20K73zlTaz9lBu/zNY/zOY/zObvZvN3s/bLrPzUS2968dWo/zIav7TGL7nxS2n9Ljd/56s/15X3dfUXUfq5zL+/ZN9f8m9PmdfH9P458/qY3t/jO3DwbvHtc+ZtWXhfVn8nG/8g6r8vyj8XpV9PmdcHfHeb3M5ixnXMuI6ZQDA0CmvjkDoKqEO/Ngrp/YDShqWaEySb81UP3/CJQI7ThmWwCq+7+bJzU3RsKk6u5ABKS650QZcdm7pXaH6MNzuQVHPzYK/Q8vINDwcK0T/z2duo3EOkASwPELkHxsKIdBdUNinjvf7rv0+3/9ez+P+syE+Wy6TVF0di+Tjezflneegh5rlBLwbQaTtwPozbZvmzVcFCZU9W+OkidfGEXzzitmXOyZS9fA1ly9gqhyzS7ufw+Tx8Po/ZbqP2WdR9V0HEDiw3fAJQ4tQgoeLc1BybhpPteYS2T6ohXCm0qsaodkLqRdVBSB8gct8ntt18w8kVLHT2hCzZ6Jpj0/QJ4CQ0YKnpEw+zR0Qa+BVw9YPCrIfITZ9YdXNAsQras5ZPrHn4iodr+oQhpkxD+k3SvEvtngvvT7n3u8z+Jr0bxwxwi7ZgqQ2UWbDURWSQadr3K5OQDizSg5jZ8qsNRK77xKqXb3iFDqZ0A1o3oLVRpQGJHbAlR+QmKtcRqeIVKi6+7OZzNiZzRhXt66pjXbWvi1Y6f0aVrHTJRhcvmMI5U3WyoGjsQlIflsYBZRJSB6g8QA4l+gBV+pjS8yt9VB5gyjhw8G6PQ8osZt7EjZu4cZc0H/HdPb47wCFD6jigDhF59LFHmoa1WUibhfVZzJhFtHlYvQ0bs5A+ARyhoHIT+qB0xczH5PYpuX3Bdy/47im5XeJbMrMHCBMCSCtTJpPdc/k3tvAm1X8qzd+19h/b3n/su//52vvP995/7Nt/vNb+8dr49bP++2vzj23rD6Pxu9L4JTV+Cs3fufqvdfUnUXhf5H8+Z9+fMm8vhbdl6Z0o/HzOvD6kdvOYMYvqt/juFt/dJs2H9H5R+kXU/ljVfn8u/nzOvz+kdnf49hYMXXDzOmFOIvo0agCu4TCgdT9SjRo+serlqwAJ4+basNzzqz1E6aDKQYPiFaoeHsTuVbxcFRJqXqHi4WpOtu7k6i6u6eFbPqHu5gE1o+YVml6+at+UL5m6m+siUh9V+qjaRZU+LE38yjSkjf3qyK8OEWkeUGh8u6/++h+Tn//38/b/JdhPZ0jAFkxGkr1M9KaAPmV9T1HvFHLVEW81CvWSnmnJvijbiNzlMuMgcCeBu6iMa110c7UPTEjNx+VddPLiPmaZJ85nuHMe81yXfJveYVks1Z1cwcqUrHTTwXXc/NAn9H1SA5GaMbMd242D+hhThgFtjCojRG56+IaLK10weStZvly3gCwYk9uo3Avpbb86CKmjsDYIKOOo0Q2qHUQGIVJNn1BxbvLnVNmxaUFiw81VXVzFxRUdm7x9XXWyXZ84QNVZ3HzOv78Ufz5m325S22nCHEbNYVAdhvRuSOtHzGHEGAIxCgxMCQoI+5vHt52IUfMrdUwBI0rwhuugSgswSDx8HRIaQBKBKd2g1kCVGizVIDFnX+cu6Pz5umClixdM/pwpX27qTq7iYktOtuzial6+h8hdRBqiysivjEPKOKiOMGUc1Mchfeg/bP+HmDyApREiT4Iy0NcDqc08BizV24f0/jZhzqIayJGZ+NUxqkwRaYxJk5AyCSpXAWUe1m+jB2TQLKJNw+rIL0388jyk3AGDXNx4TG4fEuZj0nxKbl9S+5fkjkjtlilzmTSJhEkkTSq1o9J7JrNjc69sfi/UfmrtP7b9/2M//M9fg//++/A//xj8x3vnj/fmP361//iP7h9/dP94bf3DbP6uNH6J9d/55j/W1V9k/nWVfXvOvt2n9w+p12XxnSz/JAu/ntL7+9TuNmFeR/SrmHEdM2/j5k3CvEvvl6XfX0o/n7JvT5l3sFe4xbc3CXP2/xH1Xr2tbPm23/pGfrVh3Guf5NN9evdOKyhRzDkVU1WRxVBVzDlTpCRKYq6cE5OktbvPvYYB+8GAP5AfSqsvQPBJgASoZs05/2OM30jI/YTcjciDmNoJSZ2w1AlJdS9fdrMVL29yeFEnXbCRuIup+PiKTzDNQCWP2epMmZmMgp3EnDT6AaFhcpZd4WZbtFGYnc7fEgXLDrVTqI0q2Aj0dle42eWuNmUnXfOYlDS27mHbfn4QEc1PPyT0A/w4Kr0kFS5jfG+9/t+Ph/9vxXy69kVcYQRKDjPhB9jzDDofAGfb7yqG/XjCX4Pc7ax9mnM8Zm+fs/YdaidLbrbsNq26bMXJFG1U4ZZArUT6epm4ukvcDFPOEey5zzm2NTdbcjAFG5m92CAXa9ys2HVQVQdddzBVL1ePKDW/YJI8Kl6u6mLrbq7koHKWXe5yg94QuJWsm35lD1f1sJ2w1AwJ3bA0iCnNgNAM8K2gWPHydZ/Q8PEVF1O4JVJfl9DlGnVRmJ3KWXZZC5G+2sW/LDMX64qDqTiZXlh6TB8e4P0orvZjai0oVn18w8e3w1IjInfiajeh9MJiKyjU/ULNJ9b8QjcqDwB5EFerIQn186iPRZ1U3kGhNhK3U0UXjdppzEYVrETeSmJOuuzmaj6+HZRKbhZ30piTzt6SiGWXvtpmLjfI9TZvJTAn/UFScDOYiyl5WBMM0TTZW36+5eM7IbETFttRqRWWWiGx5uEaPr7tE9p+vhsQO36x+6NxdxCVJnFlGpPv4uogIvXMBRYSO16h5Wa7HrZrpsIDfC8gDCPSR38AIE0i4igsjH5AKaeANI8pTwl1ntLmKc2M2zyltAWoLUHtJaUuUtoqqa9S2iqprUBtB2oEpBOwRuX3UvlVr30/NL8fW99fW9+/N76/1t7O1df3+vsfrff3xtuh+qpWXvnymSqet9h5lTs+QfoTtH+A95OkOk3p88zhKbOfQ8Y9ZExBfZrS71JaLyZ1IuIAkM2y7ymo3YHqLKU/gMY9ZNyltCmoT0F9lFBGSaUblXuAbIJ6WwHBtMWWXGzBTpndsXkrgTqooov9B1it5OZwJ4s6KFMuR+0U5mAwF523Uzkrlb3ZFW62qJUwgdCF650ZBc7biPz1tnC9RW92VRdb83BNr9D0cp0AP4jKw4g8jIqjiNgN8oMAPwOUZULlYO2tdv6/Jqf/dy5+cvhgINjMBV7ynm3WuYY894C7HvCiwQCaCFVAdz3j6cPOUda+qPi4TkjsBaW2X6j7uKKLNreUoo2sOpmSg0ZuV+DtDPE/FsPbso+pulnMSuRsu/z1BrcSVTdbslNFG1lxMU032/BxraBQcjKZm032aoPdEiaEvGDZQd/W2Yt12ayB93F1L19xMXUvZ/a8mHeShp830UD1gNCJKANAaQeEspPJXG8y11vUyeRtFHS5Tl/t4Esi8XWVud5UXEzZRXdCwhTU7xJaKyBUzV3LQdVcbCciN6NKL6n3kkovLLaDYs0vlH085mbqIbEbVztxpRwQCl4O83KIZWfqkNnrbfpqk/yySl9usjfb7K1p6mMrPr4WEIsuNn+7y1uJgp3O2um0ZYfcEAUHXfSyJT9b9NG4lyn5P6zPNS9X9/INU1j3cC0f34nKnZjaAuRmVKkHxZKHLfv4ekBomd7loNAKiZ2wiTORRjF1BMiDiNgPicOA0PNxg4DQ83JdD9vzsL0f7XD9kDCOirOEch9X7mPyLKaMw8I4LMwA+SGu3MeVx7jylFRWsL5OGyazZAHpS0hbmNnTlLYCtVVKWSWVDagSoEYkFDKl0jldwo5a6fVYfTvX3l7r39/r72+1t/fG299a73/v/PG9+b4vv4rFE1c6E8XzKn98yRye08Zz+jCDjHFSHcWkyYf2rUyS6iSljUB1ktbHoN4D5H5M7kXlTlAcAsowJt+l1Ef48JQ9zSBjCuozyJgk1XFSGSW1UUrtxxRz1bVDYjsk1Ux36//AVdDmkfKjdMVJl35wokzTc9HFoE4KsewQK4nZKMxK5m6J9MUGud7gVhJ3UEUXk7eR6I+kcsVFVz1cxUm3fGIvLPcj0hiQBhGxHxR7IWECyA8JdQ3qfG5/Kr/99+77/zPRPoX87aRjhlmJsoPJO6mUaxZxVv0eNBRAo148aa8n3PW4o5N3rps+0ZS5mn6+5P7gn5YdNHa5KdmJpper+cSCh8r7iFqQb/j5ioNGb4jM9TZ7sUGvtmUnhVtJ3EaW3Wzbx9fdbNlBoVYC+rLOX22LNrJip8s2qnBLwFc75HJd9XBVk9/o5UtutuLl2gGhG5KGgNwJihUXXXJQNS/bDgnDmNKLSC2fUHHQ2ast9G0D3xCZ623qyxq62KQvNqnfV7mbbdlOlxx0OySO42o/KpVMSJaDylt25qprAUonqTYjUickVD1cwUZlrWTeTpX9fDuqtCJyycdhXi5rp8CvG+jbBv5tBf6+jP+2iP6yAC822VuiYCMKNtJsGDYdKnnLDrOSqJPOuhnIRqRtZMHHliIcHqLyQQIPMLWgUPULZQ9X/pFWrjjohodvh8UWILcBpRmV2zG1EZbLAaESFGshvhpiGlG+AbDNONuOCx1A6kalIaAMAaUXlgYhYRISRkFhHBKGQW4Y4Id+oevn2n6uGxKGYXEakx9T2jypzRPKFJDuTI8/ID0k1Yek9phQn1LqJm1sMsYmY6xAbQVpS0hfJNXnpLJKaRtQXSc/PF+7uELEFCqlshlNyu019LjHjufS22vl/bX69l5//6P1x987f/zR/uNUfdeLrwJ2pLHjJn94QfaPoDGHjWfkMIOMcUIZAsoopo5i8sgcjcSVYUKegNpdShsn1TGk9yKy+drtR6RxQp1BxkN6b/pXph+ZV2WU1MaQNgAUc3jbCUvtsNDwc6UfvGDcyaA2Crn+sP4UP0qk2bL7A45Y8fFVn1D0sAUHlbN/ALCzN7vM1bZgJUr2/8ELxUwAto00O/pKDqru5ppevhsUhoDUCwqDoDiOydO48giqS9igc3sNP71X3/975/wp7nvO2omilcBudvDtJmod+2/LXhcaCmBBFx69LfltWNDWQOyrip0xa1+KNrJg2eE2su4X6h629CNI2wpJdUApBYRaUKz7+JKVzH5bpz6vM5+X2MWm5mJqLqbuF9oRZRCVGm62eEsWrnexn54zXza5b+vcl3Xhcp27IdI3RNayrXi4VlhqB6W6lzN9BjUv1/Swg6hS9/MFyy53uam62U5Q6EdkU7vEb4ns5TZzvYNudunLNfx5kblYZy5WyJc1aiFKNqrqYs35ft3H5axE1rI1PXitoNCPq92k1o4p7Yjc8vN5K5m+3sCX2+wtUfbx9YDYCklFL4d6WMhCRH9+if3lKfaXp+Svi8Tvi/iXFWwhsjYSc9K4mzVL0lAHhVi22ctV0UahbhZx0YiLzXm5QoDGohQWJdEIVQ7zjbBcC0plk2llBlLsVMlJVwN8Oyq3AbkVlbtxtZPQGlGlCcgNgK0BRDNJN1NkEybaEN2JS924YFYl9iLCOCLdRU3jsnAXESdhcRQUuwG+5+d7QWEcke6T6jylzRPqU1K9jyl3gDSLKdOYfJ9UHlLaPKk9pdQlvF9C+grW1rC+hrQ1pC1T2iKlLZPqKqmskuoyqWxSyjYuE3GZhlQ+o8lZQ8sf9MJhj52OxdOpfH6tvn6vvb/W314b37XiWcCPTP64y+7XueNz5jBL6feQPs/s71KauZZGMWUUV/oRyTxa98LiKCZPTBcYpA/j8hBQ+xG5FxbNcN0M0k3/yjiujBNyLyr14/IopZr09W5I7EWkXlRuBvgPyrqdMlF8mettzkpgZsDHwZhKuglpbwbFZliu+Dnc5B06KMxuAmZoE61ZdDKogzY7zVErkb/Z5swLlIXAb4mKg2r7+K6f6wX4CSDNUvp9Sr9PqgvIoLIHvrDfF89/b7x9qrq4qoOu2Ej0mohfzyPWYdTejjmbMXc97KhGna2Au+S31tL2DW6nM5fr9NUat1OmMtjw8u2A0AwI7ZDcCYndiNQKC/XAx5OUs+6giyVyQ5QcdMPDDWPKXVIbxpRpUp3E5KaHLVpJ8JeF91+mkZ/m8V+9orTGAAAgAElEQVSe4/8xT/30nPq8Tl9tsVui5jFVcg5z0pmbbe6WrHq4poftBMWql0Mu15nfF1Ub3Q0KzQBf87BVD1dwMTkHVfZyJSeDXG+RizVyucne7DJXa9TD1iJKKyB2wmInKNbdHO6gzQ7uspvpR+VJQusl1E5c64alko2Kf16C3zaZayJzQ2AupuLnP4wsdgq6IaK/LaO/LhK/LuBvm8y3de5qh9op3EFVXGzRSVe8XNHFFiy7/PUubyEwO4W66LyTLnjZfJjDElQ+uSrCVAmUylG5FpRMZHrdx5ccFG4lTe217hdaUbkXkUZRaQJqE1jvJdRuSu2kxA5EN2Gymdk1smQzzfRSci8hD2LKAJBGEWEUlYaAPAZkE3g6joj9iNQLCgOfMAjwk6h4H1fvzRNmXJnFlCkgz2LKLK7MEso8ZQKFtOeU8ZLS12l9BWkrUN2Yaw/UV0ltnVLXSWWVlNdJmUgoZEKiUwoHKlJaV7KGkjUM9Hgunt/w86l4PuAntXgWsSOD7smcsc4YL5C2+CG1zVLaLKlNEoqZJBgD0jAqdkOCGX1sh8XeB3hTGCWUEaROUpqpiZs+zBlkTEFtGJOHCWUQk7sRqRMRezGpHRI6QaEbEVshoRkQqh7W7AlDrR9kS8xKFu1U1clUPBzmoItOpuzhKl6hGRTbQaEZEqo+vmrmJJ1Mxc21/EI7IFY9JhiOafj4dlCse7mSncJud/nLbebbOv9tW7jaVpx03cs3fVw3JJgjrhEg3cfVx5Q2Tyi7jC4Xz2+tPz5VnEzVxRStRPGWzNlJ2PYCOx5hzyzp6IWtzYi9G/d1Eq5J1k7iDjr9ZZX+ui552A+gvIdv+/lOWOwB8hjUuzHNbL2o+YVaUERsK+h6gXu4ll8YA/JjxljkDy/IYZE93IN6LyyVHXTi14X7v4yC/34f++U59M/T8D/NEr8tkNsdfkuaekD+Zgd/2cR/WyK3RD0gmtUcFRed+bZCPi/LNqrl5xtevu7jaj4e9/MFH1fy8SUng9xscrdEwcXkXUzGucl76GpE6UXlXlRuBfiGly+62YKNxF1szS/0o3I/qnRicjsqtfxC9mYX/vkl8XkFXmxSXzfw1RZ10qiNzFu2WQuZutomvm2T39bw1y1ytctcrrNX25xlZ6ITSnay7KRRyy57ucpebXE7XTV9SX6+EVaqMbUSF8txpgHJTehQB9R6SGyFpIZfrH8osHTZRVdcTCso9GPyGJCmMXmW0megNgbVMawP0novzXcRppUjm1mqg3CDtN5PaaOkMorLd1FpFFcGCWWUlGdxdQbIYzMGHhZGQX4U5CdRaQrI05g8jSmzmDKLKfdx1WQwP6S0eVKZJ9WXD1FOW5lWZlhfQ/+4zqmrhLpOqltQ3SVlMikzSZkFFQ5UBFiVEV3JGnrhdMBOZ+x0wE8afpKLZx49kHlji+xXsPEMagvk8JTeP8DGA7SfJtVxTB7H1XFMvgPkcUzuhsSGl6t7OfNN1PDwTQ/XD0s94EcQJKE+QMZTev8I7U1Nb5RUe4Dc8PMNH98M8uYsoOHnG36u5KALN9vC9Q63kvnrLXKzw5w0ZicrTtqc0qE/eA1lN9vwc3UvV/HyZR9f9Yumy6LlF/oRqRsSWgGhERDaIbETltpBsenj6y6m7KCwWyr7bYV8W6GWnam4NnyCCYTvh4VeiB9FpDtAvgfkDawJ+PFQe/1U9LBFN1Ny0jUX3QqIVQ+HO6icdQNez4CLUeL2HnEvC14GtVOFq2326yb9eVmwEWaXdCcotAJC3cO2gkIrLFY8nHnMrbnYpo8rOJbp2znq4zoR+SGhLbLHDXraoOdV4TyJa3U3i9uI1Odl+F/vg/98B//6Ev/TQ/hfZ+CXRdZKZK63uIMqOej0t1Xkl0Xw5xfoclPysE2/0AoIJQf9Y3zE1Fxs3cW1gmI1JFUACY9wRR9fdDGYg6r4hVJQRAM84t8hbqIWkPqA0o0pnYjUCAi4i8lbCczBlD1cMyh0wmInKrUCfNlFw9eb5JdV6usa+raBLjbwxS5vp/JWArnYQBdb6IpIX27zV9v0tzX8bZ35ukauNnnrDrWRuJUsOZiqizWZhSUHZaKNaj6hHZa6UbkVV5sptR6TWym9lTIaEakZElohsRUUG17O5JeY5aydkDAxB3Qx5S6hTpPqXUqbwcYINgZptYdwnSzTybBdRJpkDpO0MYa0cUodx5VBUh6lpRHIjBPiFFDuwsI4yI8j4kdjTkT8QC9HRHOju4tKk6g4SyjzlP6U1OYpbQHqq7S2TuvbtLGB9Q2sr0B1ldLWoLIFtU1K2yRlIqXQoMpCGg+pPKSKaU2EVQXRtfzBKBwN9KTiRx0/q+U3vnhi0COZP+zQ8zp7XMD757SxzB+fs4fZDyfKJKaMY9IoKplqQdPD1dxsycfhHrZooyo2uuPjmx6uExRHMXmSVOfp40v+OM/sH+D9NKVOEkovJJpw+6LzH21ebNlF56630Odl5tu6cL3NfltnrrYFG2n2vVRcNG4jsFsye73NWXa4jTI9GLiTRl005mRwN1P1sN2ASbkW2j4zEKx0QmLTy7V9fNfDtn18xWNuekTpo1aeavr4bkhqB/iWj+sE+F5YnADyY0JbQjqdM4zy+RNqpzA7WXEyVSfT8HKtgFBx0phll/7yAn5+yVu2NQ/fjihlD4dZybxlZ5YDNjx8JyD1ALkVlmsevuRk8jYK/LYCv67hb6uyjWx6+YqHRD0EHpI6UXkO7xeF0wp7fckd7yGjHRSLdgqzUcjVFvx5kfzpKfvFLPheZi432att9nJbdjKYjTSDs5FfF+C3TdHFmgGqmocrO5l/GOEqDroe4CtBsRIXy3G+FOTNZ70dkuthuRgQcj4252FaUXmYUAcJpQfI7aCA26mcyYFyMWU3a8ZbK04avd1lbnapr2vwyzr9dYPc7JAbIm+n8tYdcr1Brnc5C5G72WIWomDZZW42matN1rJF7RTuYjAPi3nYooct2umKi615uIqTrpnv7KDYCUsd8xQUlftxeRBX+lGlG5abQb4Z4Nt+M6vCt3x8LyyOYso9ZMwg3SwincTVu6Q6SxtjWB+ktSEiDnP8MCeNs/p9ej9NG5O0PoG1cVIeQHwXIocwNQKZaUKdxZUZYGIqTSyCMAWkKSDNotJ9TJlFpbuodA/IDwnlKaW+gOoLqC5BbQPr27Sxy+x3aWMD61tI20LaDtaJtLZL6wSo0EmZBlUhbYgZXUprUlpXs3stf9AKRxU9quhRLr0qlTe+fGaLJxI9btHjDj9tsdMGPZufdf70BO/vQW2W0u8S6jSpTROqmZrrh6W2Xyh7OdTF5Cy7vGVbcTAVJ930CYOoPAW15+zxJX9aFE4vudMspY/icico1txc2c1iP6wkZQeN2aj0xTbx2wL8ssx92+S+btLfNoXbndn3gluJ3M02byGQy032covfkNgVUbjc5k00rY3KWXaolay5mZqLNhnYDT/fCIkNP98MCJ0g3w3w/YjUCApVN1v3CiUHVXJSNTfd9HAtH2d6GzoBfmAWrIeFh5iygXURPX6quJimn2/7+KaXb/m5fkzuhsSKg67Y6Yqdbnj5VliqBPmil8M9XMnDtIJi/Ufcq+zlSh6u4eEKN9vYLy++f3vw/ts9+OuiYtm1vULdz5f9QhVQuzHlMb1/xs7PhfMAkFpBoeRich+mOLJkI8tWCr3eZS/X2esNaqMwyy5v2RXtdOF6B/22jH1eQhcb5HpX97JTUBsCSicktoJC3ct/wPZcbNnLlyJSLSWVkxLuF0xEbNUv1PxCPSiWgmIpIPSi8iCmDBPqMKZ2wxLuoLO3O8xBmaJF0ydU3WzhZpu/pXJWCrkl0FsSvdnlbnfIzS57S2A2EreRRY9ZhkaVHDRqo/JWImfZZa63qJ0suBnEz2Z9RN67wz1Mwy/U3UzVQde9vCmmV/18OyD0I1I3LA5i0kdEJSybVL9OUOgEhX5YHEbFaVJ7AI0HUJ8m1DtANofpg5Q6hPUJpI1hbZrTHjBtiumz3P4e2s9A/Q7Sp4gySXP9NNtK7QZp+i7D34HaNKE+xJT7mPwYVx4BeR5T5nF1HlMe48pDTHkA5AdAfkkoq5S6hvQtrG9hY5s2trC+gfVtRiMQncztScSgsgaJ6HR2zyB7BtZZUONgTUIMJWtoub2S2xvo8YCdDPRooCcZP3HFE1c8s8UThZ83+dMKOWzR46543uGvO/x1i72uC6dl9jCHjHtQf4CMp+z+Gdk/wvtHeH+XUgdRqWWGQhwUckugNqrkpBsevh+RZpC2wl9X+HmJHpeF8z20H8SVVlisetial6/6xYqHLdrI4i1VsJLw5Ra62Gaud4WbTeFym7vcfpDn7RR2S+RutlnLDrnZ5m8Jc61iNzvkcp2+2iA3O+jzKvHbonBD4DdExUHXvFzRzZRcTMnD1QJ8L2oSXOSW31RZxXZQaJv/dCdVczEND2fqQB87np8fh8RHQCbT+qdOUGj7+V5IGAFyPyoOALkbFOtutunn2yGpHZFrAR5zMnk7VXBQVT/fi8hmVU3Fw5oD1pKLTV9u7P/75OZ/Hrj/aQr/vmy6mJ5f6ITEekhsROVuVB7HlPu0MYUNzEpmL7c5yw6xbIoupu7j+2FpEJFafr7iZisethYQyy4Wd9CYncx8XaV+XUAX6/wtmbslaz52CumjhNILi92IVPFyWcsWs5IfZ/Gw2IKUWkzGXFzWTn7AMFxM1SeU/Fw1KHbCUjcqj+LqMKa0QiLuoPNWIne9y1/vqg6m6mYwG5m92uZvidwNkb3eYVYCtZKZq236YpO/JUyoRj0g1gIfjfK4g87e7JCrHXK9zdtJ1M8jIRIOPqcD81KIboflhpup2qm6m6u6uYqTqbjYpo9vB4VmQOhEpG5EaoWEdlAw2S39qNSLSENAGSfU+/T+Pn14gIxRwtSgtEFK7aa0QdoYw/oMOcyx12f8dI8adzl9ktmP0/oIVkYZfgDT3TTbhskxws8yyiNkzFPqY0KZx02gkDyPyfO4PI/JTzHlISo9xuQFqG3S+jaz36T1HWLskP0OMXYZg0T2REanMgadO9C5PZ0/0Lk9ixhcWmdhnYM1KaMriK5mdS1vGPjxUH49Vd6M0quCn8QPc/ORRI8Eflpnjy+Qscmdt9jHelsVzk+Z/SNoPMH75/T+Ob1/zu6X2HmJnp6zpymoj2LyMCq1Q1LVz+fttDk2rPv4fkS6S2lPmeMaOy/ypwfImCS1ASB3wkLNyzVDUisi1XwcbiUwK5m3kYiVwBymYYgru+iy0wQ3UUUbWbJT5nmncEugt0TRTpUcdMlBo7dE5mqTvtxAn1fJ3xbgb8vM5yVq2RWddMFCoBYCd9CNgNAF5E5UaoeEVkjsR6V+VBpEpEFUbnq5uptteDiTzV5xMhUHVXMxDTfT9XKzqLSC9E+DqFh30E0PPwCUXlhs+/iaky67mLKXb4SkTlw1xx55G5Gzk2UX2wp8PPHNoNSNKHW/UAsI4MXm+n8dffufur7/7Q6/IfphYRxThjGlHRK6EWkAyG0/341IVS9nRkLBLyvcxdQCYjso9sPiP+gXg4jUDAtFJ1OyUxUXjV7vCjc73EHnrARiIYpetg/q/aQ5GpaKdhr6ts5bdnUPW/XxtbDUB/VmSMKtZM6ygy82OcsubyULdrLoZKp+oR2ROmFxGJNGMbXp48oOGnUw4OUWvtkVHQzupBEbmbveYdfb3NdV5usKudxAX9ep31fwxQa93VV+AMlLDtpsLMhdbtLfNtCXDXK5Lbi5fJjPJ9Zw6jEDzUopsgUoLR9vumDLNgq/Icp2uunn617WPHzWPGzdx5m1492o3ItKg6g8SapjWB9nD8P0fgLpQ1jvZQ6DzL4DqgNImyKHWe74UDg/Fs732eM9YkwyahuRO1mhjwiDDNdLM50s089x93l9nt6/QPrSdJZA+nNSnsfkOaDMAfUpps5jyiMgPyeULbIncscNYhD5A1U4EPk9kTPI/J4sHMicQWf3VG7PIns2vecQg0N0Lq0KsCqmNSW313L7feFgFA7H0vnU+G7Uv8vVN7H6xpZPZOG4Rfab/GGDHteF4xIxFshhXThtsfMie3xC9tOUZqbmlrnjC3J4Th9esscVflrkz4/wYQrq47gyjMm9qFzzsDW/UAsIzbA0TGp3kPaSPW7x1+fscZxSe4DUi0gmMcWMEbb8AmYlCzYSdTK4h20HpXZI/NHhLtQ8XMVBF61k0U6ZBQZFB4XbqOItUbZRRQ+bt5EmtQD6soK+rGM/Pyd/WyI3W9RGFizbrJVE7WQtIDbCUjMk1P18MyJ1IlI/Ko0ApR8SO0Gp6eUaLqbmpEtWErcQ+A1RtBJ1F93zcXcR4T6ufBrH5JaP6wSESUpth/iSncJsVNHFVr18Oyy1Y0ovIlXcbN5GYi4GtRI1D9sJi2Un0wxK3bDU9HKdsAhfbK3/dXLzvwzjPz03nGw/LI0TyhCQW36hE5b6gFp2cyU3B11sIj89hf/jKfX7suzl6kGpHZT6UWmcUO9B4y6h3qXUcUKte7mSgzJjFLidLrnZgoOGbRTuFxqA0owqnajc9POZb2vwywq1kXUPV/cLzYjcCEu4ncperqEvq/jPi8zVFrEQhVuiZKMqXr4ZlltBsRsSO0Gp7OYwB4s4qLjtOWZ7hJzLtG2NmOzRq232ywr5sgI/L5O/L+EvK+RyW7BsKy7GpJoWrWT+egN9XSV+WSR+WYKf18jVFnXzuRgJwvdw5qGQfcZSRDks1jxcw8VWnRRuIYq3ZNVJ191Mw8dXXLQpzZWddN3Lt8JSNyIOovIAkCeQNs4YfUTtZaQBLI3T2jBtjGF9DOtTWJ+nj3Pk+JQ7PWaPdxn9Lm0MIbmTpnsIM8gwoxw3KYgTVJgWpGfs8Jw7PMP6AtKXoL4A9ZeU+hj72OvMmriXhLoG9S1iELmPlUYVDpT5XTgQOYNAdAoxKMSgEYNB9nx+L+T3Qv4gZvdK7qDmDwfsdMLOJ/x8rL6dWn/bN74r9e9y/TtbPhPo+QU2XtKHRfa4yp/MLW5dOK3Q0z2o36f0KagPIuI0ob0gh3XhvEAOC+Swws4r/LwonO8+sLPKMCkPEnI/pnQApROThyl9ljGWpddd5X2ePQxisikFffROe9iWj28HxbKLKbm5spcru5huWBzFlGFM60TlRkSq+fiqkzHz1iU3WzT9KA7apPdhLjpnJ7IWIn21SX5epr6skl9W8MU2f0vgTsYEYJY8bC0gNvxCzcu2AkI3IrdDUheQuiGx4+O7IbHl5VseruFmy3bKLO4qWsmGi+n7uHFYmALSpwkgD6JKLyQOE0onJNW8fMUv1AJixcM3g1LVL7R8QvZqk/ptaZq5WgGhExIxK1lysxU3U7LTLS8PfV05/mni+/MDaqN6YXEYk6eQPk4oDS9vltbnbUTOQgB/ffb+6zT4pwf428Y8+/UAdZo2njKHOWRMU9oU1geAXPdwuPPjTlxyULidRBxUxk3jQbESUTAfWwqwFR9v4kSrXr7h5ZoBvhWVym42d7GGfn0Bv6yAvzxBX1a5mx1uoypupuRlSx6u5GBqTqbsYNK2HeTYxtzzoGcYDU0S4TkS2KJ+vujjMRuZv9jkLzbQ78vkLy+Zz6vc103hYoNeb+oeruJi0Vsif71J/voS+ctT6E+PwM8vmattwcsiiQWI3OcKT8XcqpxkCj4ed9J1F1t20GU7WXXQJsu94qSLDqpiZuc8XMPPtUNiNyyOE+oMNma5/TArtzJUB6GHWX4CyxNQvUuqD9B+nj6Y4/IHyJiZ5CXQ6IJCN0MPEXaY46Yo/4CJz2V1UT6sy+8v+dNL2lhChmkreU4q85g8j0tPCWkOSIu4skwqa1DbITqZM4isTuYNqnCg0QOFHujCkcwaZEZnsnsmuydzeyq3Z9G9iB1l9CgXDjp63GPnU/F8xE9H/HSuf983vhutP5TGu1h756rvRPH8kjnMIWOePszTh2XuTJReN+jpOXc0nc2TuNINCaOI9JzeLwunNXqiyu/b4usKO62w8yylDWPyOK6MEsoY1EYxtROVOwm1n1CnkP5cOL3kX+eZwwCQOgGh4eVqrg+setsvNH18zcuVPGzZwzV8fD8iTZLqMCp1QmIzopTdbPGWKNmpiospu9mCjcxbycItgVlJzEpmLUTGskUsO+hik/i8jH9epq93WSuJOmncxWIOuuLj6wGx7hXqXr7spJsmyiAstINiO2Ce2j7CuJ2AWHOxFQdVdTJVB1130F0POwoJ44j4aRAWxzG1ExT6EakXlloBvhtTmmERs9M1v1Dx8iUXk/rlBfjTY/5yU7wlzMpc6PMCudlhZv7NTme/rn1/moV/e6iHpTFsTLOHp8L5MXPoBoWKg6zYaeRilfrlJfSvs8C/zMCfnwtXW9ROldxMIyKNQe0R3j+C+jih9mJS3cfiNrLkZut+oRUUG36u7OWyLhp2EuWIXI/pBT+VD26xAJ13UEUXU3Vzda9pjBaLNjL7ZZn7uslf78BfXtKfl6ZTzswf5K+2+YsNbiHS18uY7T7sHYeCvXCkkwGf0BiDB/miXyi4mYKDgS820NdV/JeXxH88p35ZZL6sCje7ko2qu7mqk8UtROF6m/z5Jfjv98H/4z70H4/Qt3XWS2aSi3x+V8f5dk5oJOVqRKkHBTMG3vCwLS/f8vJts/PVrKpysW2/0AmKvbA0iit3Se0he7jL6b00V4OIeprqIuIdpE3j6iOoLbOHdfa4SO8fQP0+pd0l1XFc7SfVHij0YHaUE6YF6amozIvyS1Fdlw6LwmGRPSyQwzJzWIHaMqWuQM0EVy4SyjMgL+LKMqGsUsoG0oi0TmUMImNQ2T2dP9CFA507UFmDzh1Y9MAWDlTuSOcOXOEo4UcJPUiFg44eD8XzqfT6Wn19rbzu6+96/bvW/JtYe2cqb1T5lSidF8hhGldmKX2ePjyZ+xh2fsocx3HF1PF7IWEcEZ/T+xV6JstvbP07VXnboK/rwvkls58k1FH8A/A8jMmdiNQB5G5EHCfUh/R+Dh+eMscpqPfCUtsvtDxc28u1fVw3KLR9QsvPV71czc21/YJpUu0GxYZfaITlkpdDLETeRlZcdMXD5m53iBmVtFF5C5G53iGWXd5OZm626cstbNkht0T2lsxZidzNturj2mGx7uUaPr7uMwUesRcR20G+G5QmcW0KmvF2dQgonaDQ9HANL1t3M00X2/HxvQA3DgnDqPTpLqFN4konyPcj8jhuMiq0blhC7ZTZbZ293UX+/Jj48zx/ucl9WWLX2+ItGfvTPPHX5/zVtnCzLd7sCpe76K/z+NVTMyE94K/z0vcH7G2GHJo+ruZmyjYq922d+bxK/7bKXmxwC4lbdpiVzFkI3MX0AeUe1B9AoxtRKl4OtZHZmx3uZOoBoRuReoDUi6uVuJoPiZWYVolpJUDCY0QxQZRCYtnH17x82cW0AnzLL1ScTNlG49cE8mWV/rpCr7cVJ1O43cK/L+HflpnPq9yXVfbbKnY9i7lGIaAVStRAZFjMku24Xg+JxYCQczKIjU7fUulbIn21Sf+ICKB2yvSVV51M4WqTu1yDvyzif36K/cdT8ueX7NUO8TM5mGtg+xH6Okkbo6Taj6nNsFAPCHUv3/bx3ZDQCQotL9/y820zxePj+yYkLyZPksoU1O5gowfJ9QRTTlANWOhl9FnmMAf1Ze6wRU8r5LAAjfuk+pDQ7mLKICF3kmIfEgdpcYhIs5z0hGvPqP6CqquCtsGO5oluUzhu0voG1tegtvzBh32OSi+AtIgp66SyAbUtpO0gbQeqdEans3s6v6fzexY9sNiBw48MdiQLB6pwYLGDhJ9k9CijRxU/H6tvr7W3t8bbW/O70fqu1r+r9e9c5Y0onjfoaYOeltnj4494+D2oP8L7l9zpOXseJ9RBRJ7E1WFUGseVJ3i/QPZU5Z2pfaer76v88Qk2XjKHB2g/SaiDqDxJaZOkYuI5OiFxAMjjhDpNaY/wfp4+jmJKNyR2/WIvKHS8TMfHNT1cy8+bPK+Gj+uFxEFU7gbFmo+vBMRKUES9fMknNPx8wy9U/HzFz5f9PO5lUSedte7ydgJ10KiLztkIM3yQudnBX5dFK9UJ8Z2Q2PTxdR/X9PPdoNQNCp0g34uIk6Q2g437tPEPqISZ5e+FxH5YGEalQUQcBIVRSBhHpU9DQL5LqIOoPIyrd5A+hfW7lNYJipiFAH9dpD4vkatN6ufn9O/Lso3ELGT2ZofeUqlfFtCvL7nLdeF6V7WSRTsN2beFADfOHbeNP7aNv98X33uZI+5mSg665mKLt0Txlqg6mIaPa3j4iouBLlfAry9ZG9kKi1NQGyeUWlAsuJjM9S5zucWdTNUn1ENiF1DvM4d77LWbObRAvZHU6lGllVA6SbUZVcpevhYQcS/XCAjdkNAJS82AULSS6a+rnGWLWXa5q2369xX8eYV8W0G/LqBfF8DnWdjei8Y6ANSCs+MStm4hUiehNwG5CqiliIIHhFpYroek+gcqjym5uaqXbwXEuoevuljUsstfb9Kfl6mfX8DfFtlva8xO1SJiF9Zn2cME1ocxeQQoXUDqBIS2j28HhV5E6gJSOyx1AmI3KHT9XCfAd6LSICaPY/IQkAZReRSXB4DSjPLVCF0F2G5KmcHGC7x/hvVlZr9IG88pbZ7S7n+oW+OU2kvJA0gdQcoUkWd5cY4pz3ljgeurirYuH7b4iUTPZOFIIPoO1pcpZZVU1yl1mVTmUfEpKq2SCgGqDKRvIW2dUnYZjTTBJ9hRwI5S6SwWTzx+4goHNn8QsIOEHyXsKKNHFTvuy+fX+tt78/3ceD+23g+Nd7X6LlXfmfJ5i56XudNL9jTPHB6h/TNympuuS9CYpw/PueMU0s2nbhJX70B9nt4vkQNRfKWrb0ztfVd8fc4YL+n9c/Y4TWmjmHKX0kx/ZsEbStoAACAASURBVMPPd8JyJyR2Q9JdQr0HjUd4PwLkppdre/m2X+j4hKaHr7u5to8bRqROUGh4uV5YMu2a7ZBQ9wvtkNSJSq2QWPXyDZ/Qjym9qNSOyCUPh9op3MngTqbs5ctutmDZlVwM6qTBb5vsDVELCh8FekGxExB6YWmcNEFmyj1kPCHHx/RhElfHcWWSVPthsR82zaXyXUKdxGSzfmwUEaeA/KmbFKbp/RCQhwl5ltlPkupdUu2HpNItmbvYJH5dIF/XmGVXslHdkNAOipiNQh00ZqOyl+uyg646mdLVFreSWRdTj+sP2Cvd+jvR+89F8z8n6GsjLDY8XM3F4Bai7KA/Gnc9fNnBRP/67PvzY8FO9aLSDDbGCa1go2JflonPq8zV1kSFtwClF1PmueMcO0/Q13H+tQOqrajSS2jtqFzx8SUPV/RxBTfTCAqDqNwDlF5UafrFipst2in4twX4yyLzbZO53aZvNrmrDWanMvZVOvQAZ+6y6CNWXNcwup1W20mtlzJaoNGM652U3kuo7ajcDvBNs0PLy1V9Qisg1t1szcXgt0ThYp27WMOfl5mvK9xG1nxcL6GOIGOSVIeA3AkKzQDfDHyQufoRaRhTeoDcMefLUXkQlvphqR2Vu4Bkdnz3QmInJLYCfC1MVgGiEWN7cXma1B5S2jNsLEDtKaU+pdQnUH8A9TlszCD9LqWPQW0MaRNQm2ak+7z4UtQWxf26tt809HXV2JVONHZm0CObP1D5/TZtrEB1nVJeEvJzXH6JyeukQoIaDaokqJCwxuQOdH7PoXu5eFJLr3rlXSm/iqWzhB8l/CgXTwp+UvGzWjzvS+dT9e2t8f69+f3UeD823ve1N7XyJlZemfKr6UBaFs5z2HiAjafs4SV3esoepyltltIfIOMe3k8S6iyuPkD6PHNYoqctdt4Uzlv8TFXedvjrc9p4hvfPucNj2rhPGY/p/Tih9CNiKyB0QlI3LPYi0iyp3UPGM3KaJrVeUGz7xVZAqLu5sp2uOpimlx8EhJafq7m5QVS+S6njhDKMyQNAGQDyJK4MIrIpM7QjUjsstcNSPSAWXWzVwzUDYt0vmE7JqofP28ncLYG72JqfHwDKAFC6Ycm8K84g4y6l3UPGIndaoKfH9H4QkQYRsRMUmx625eV6IXEcV4ZxeRKV7yLiJCIMw8IwyH8a4OQIU8aQcZfUntHTE3J8go0pIDecTP5mG/99mb/emftpPyr2I1LFxdRDUtnHow66Yjp3bsmak0bdbDOhPeOvRO2PdeOPRe2PJ+xtGFc7QaHuYst2qhUShgm1HxHafr7kZMN/fop9XjSDwgTUnguncUJFrnaBn578//6Q+rwsOZlOVOkmlH5Sm+WOI+Q4zJ1H2WMjKlX8fDMql3183krkbGTBQeXtVNXPt0JiL6oMYkovKtc9HHa1A395SX55SbqewOBDOvhcCbHtmFIDhEaGb5ToTlWq41wjx7VgdQDv+7DWiav9hDICtWFcMz3vHb/Y8vCNj7pWruZi6i62bKcxC1FyMOjtDrvd1TxsOyAMY0o/Krd8fMPDVRw0ZiNxB9X08SNANq8x/Yg0iCqDqDSIyb2o2IxSzSTRjXP/gOR1AmIjwNTD6xqwqcfoVoQfRcQ7QLpPqE9J7TGlPab0Oag/w/tnSJ+D+iOozZLaNKlNU9ocMR5yyhOuLsr6oqouq9KmoRDlI1t6ZUsnFj3Q6J7MHkxv1zqpLBPyOinvUgqZVGlQoyCNyRnmFicXT0rprJbOevVdq7wppbOEH2XspJbOaulVK561ytmovZ3q7+/N799bf5yb34/N73r1TSieGfxEFM/rwokovW7x0yp3XOVPz8j+KWMs86c5vL+LKdOEcg/qc3j/kjm85A5L9LwtvlGVtwViPELGunBe5o/3SfUR1B9B/REy5vD+ATQmcWUck0xn1jilTUDtET485U4vhdNjej8E5E5IrHqYipMpWgjselt10h0PW/ewFQc9iMpTUDepR9OUPktp45g8iIqjmNoB5LJfqAVEEyTXDEoND9/08c0AV/UwrYBYc7MfwRQnU/fyHb/Qj0r9qDgC5LukNgP1Gag/gsYjvH/OHu9BvRsQ2iYk00k33VzXL3RDwhCQR1FpHBJHIaHrE9oe/tNDS3usn56Kb/fZw0Pm8JI/vSCH+7jadLOYjUQsBO6g2iFxAKiThDqKyc2A0AjLjZCEOxkTj1V3s00vXw6JdVB5Kr7t6t9Xjb9van97QU/j+Ie21gmIg4Q8htRhXO1F5KKLAn5+RuxUDVAmKX1eOHVjcvz3pf2f79z/cpf8dYnaqFZUaQJKF9oPsqcWrHdAo5vS8jYKdTJlL1v0sAUnDV9tU1/W6etdycc1I2IfUIZJpRcRqw6mcLVN366BwDgW70PwXSG9bEBSB9TaCbmX1gfYfoCeWmm9npRbSbUT17txdRBVhgmlH5e7MbUZkbpRuW2SpEOS6ZRt+ISaVyi56bKPKwfEiptt+vh2QOiFxWFM6oVEc1ic/bKGvqxQB90NmZw8ZRyTB+YuB8idmFSPk7XUpg5vWlGq4+d+0Jr5dpRtA0Q9sqlFyU5YGIWkSUS4A+SHlPYI6vcJ9SGlL2BjCekvoPYMagt4/wIaC9h4SR+fMsd5QZ/j0nNZWFTFXUunqieh8iZU33j8RBf2ZHa/TevrlLJNKtukQqQ0ClRpUGXSKpvRxcJBQg8SelSKJ7V4Nvc0ETuI+YNUOMjoUcFPSvGsFV+N2vu+9nZqf3/v/f2t/5/n7t8PzT/U6jtXPJPocYOe1oUjUTpT1bdd8bzFXxfZ4yypvaTNv/PwmNIfQX2VP64Kxw36usTO29IbU3vb4ud7yHiAjCfkME1qI0C8i4hzc3SUUEdmzQgg9yPiFNIfkcMTcnjOHe/T+/v0fpxQumGx6mKxGwK/IbDrXc3JtFxM2U5VnPQgKt99zJ+UWUp/hPd3CXWSVPsRqezjUQ9b9vPVgFD1CRUf3wrwTR9XcbE1L1f3caiVAL8ssze7wi1ZdTNND98LS6OkMorJ/ZAwjskzyDDnsdOkPgiLTTdrTq1rLrrl4dpeoR+WRjF1EBJGIWHg55tutu3jP73U/ljU/ngunO8gbRhX7iHjJX98yOyHgNIIikUvV/SwrajST6ijpDIB1VZEqsfUblxFHTRqp0putuZiqwG2mCKrCD0pnlf1P56L78/oeZ49TuLaMKmMkmo3KLaCQi8it8Ny1c0WrrbJz6uch69ElDGojWAD9XCBvzxZ/+sk8tenzNUOcREFH5NxkqWo1IAUPEbVYlLFy8d/WyKWbcXNFt0sckNE//oc/mme+rzEnEwrKvUictcvtjxcyUZmbUTcP4tA7UShl8s/4fldI6904X0fVKe50yh7asP7VkJrxdRGRG5ElEZYanr5VlCsBcR6UKwF+WZIapjAEi9fdTEVN1vzCtUAX/BsCh4S9wu1gNAxR2SANIoIXR+H3+zg3xbgX58zX1dFF9sOisOIMAGkO0AeR8RxWOgCUiXKlVPbWoasp+kOwPeCwiAq9cNSN8J3AKYX5ToA0wSYXkQcB4X7kDCLyw8JZRZTZoD8kNIXoLZMaUtQW2f26/zRZMI+g8YTdJhnD09F5aUmLBvitqmS9QNXfVNq7xJ2YrMGnTHIjEbCKgVrVFqjMzqb1tmMzmcNqXBQsJOKn81vFTsp2EkuHISswSG6iBii+QPFs1F539ffD43vp97f38b/+f3u/3wb/rd9529S9Y0tnkj8RJVeqcobUXzdlV+Jyvu2/L7Ine4hY5k9rpDDKnfaFE4f3/nDDn8jKt+3pTem9p2p/7Euvs0zh0f4MAONSUK5i0izuDL5UeUziErTlDaDjWXpfdv4Y1v5/oy9PmYPM0gfAnI/KtW9HGqninYGvSWaAb4dEKpOpuyguyHBBMncJZTn3HGJvz5mj9O00QMk1E7lHRTmYco+vuzhKl6+G1HKbga52RZdTM3L5a0EfL3N2aiCjSw5qJqLHUSlYUzuhcSGh+1F5AGgdAJcJyh0zN/oYipOuupkGy627eMHEWkQVT5qpEJCz8u1PXzDxXx6Qs/zwnkC6/2EOkpoD5CxKpw3pfcpZFRcTPaWwGxUMyJ1E8owrszS+x6s9TP7fvpQDQi1gFgJiLiHKscpHNmWs2Qnpz3ib2NQHwLSDNJHcXWYUCagNgLkRlBsBqWanzeNcIiNRAJMNaH2U0ojIsIW0vlvM+t/mSR+WWas25xvk3Yvo5aHdGCTBV5ykUUxwGWut+GfnnJWoublS242c7kN/vtD9Kcn6Nu66GJbYbHl49setuPhyy4m7VsmEhMQH8KluyK2reNiFzv0M/tx2rjPHkaw0YmpnbjcjqklL1f0cmUPW3bQmJP+CB27GNzF4g665mZrTqZiyjtevhxg8eAOC1DlsNSMysO4Mkmpd0l1GBabDjr3eZn6yxz+5SV3sap7+UFEvotKo4g4CovDED8OC92gWItwDZjv5bV+Wh8l1H5I6ofFQVTpAXIvIfYTYi8l9hJCF+DHgHQPKPdx+T6u3kXE+7gyB/WXlLYC9f+fpvdacuRM0Cz5Hnu3l2vWYzs3u2PW06K6a0o0u1hFMpOpIyMCAa21hkvAATi01loDrt3hEipEZhZZZNfOE+1FVJn5K7iZ/7+f75xpaL+ISYuYNAmJ3WenkH/fDckDYD/E2EmGWeDCLqsy2ImCVTIhEwlpGxeJuEwmRCK+3z0ndWISFZPouMwCioAcxeRRhDURUgVQZQCFiYh0aE9HRDYi8gmFh7R96iRm7/eZi5R/ONQ+nRtfzvUv58YXrfqJy16I5GEFqgtIXcKHOahNIW0MqlPoMAG1TkDs+PfTiDKJyktY26TOS/gwi6tTQFumTnP0uEoet5nzOn0/ArRhXO1H5E5QagfEqoetebmClcraqZKDqXv5dlhaZe6J0tMSux9Ap35cbYfEspMtmOm8nUbNFGwkwLtN2kzlLTSuJ1O3W9xE5S1U3kT2QvIcPU2Q4xDQ2mGx4GCSeiL8dh79sEzcrKHbbdZE41Y2frUMvVkkdFtQv3s+vySuN/DdDr5ZY7pt0UZXHFzeQuXMZMHF41amaKXzVqr4vNvU7bDbbUa/zRvJouVvju2ijSrbqbyZLBrInJ7E73ZfNWNKOyqXfAJionI2puPfD6LyAjk1fAJ8tQy/X0If13kzVfPwnZA4gY5tQC4mpHJQypjItI3FPALs2WJhIpUgc3GmGOaqAaHgYEp2uuHb1wNCMyw2w1LVzUG6beJmjdxukwYCuNv4PszC5jXm53Avl7HSsfeL21+3bn7VdH87Bm7XKfMmZph5DQOPpe211+PeUeRuYfvT0PWnIXSzeabRw++Wvh9moddz4HqdsVAVF5czUtjtDrsjQOM27BzFI2MIGEajvXhijkP7QljGffuKb192cwUHg1uoZyQSudnAN2tEt0V1W+Dv1pO0kUT/XnmHrpbQxxV8swbuNpB+m7KRaQeTc/FFn1APSZ2Q3A1KRTuTvF4nfphGX4yjL8fIh2XOSNbsTMPBlBx0ycYUrVTZRtesVMXFlYNSLSrXfPuqiyk/s5c+oeTniyGuEqVLYbIUIksBqhJgmgGu88zju7i2h+95hKFfmIXERVhaRqVJcN9zcW0r1XYwXTfX9+0HEXEIC9OUuMYVKn1kkkcaVnegsn025yEaBWs0pNBxiYnJdFym4hKTkHlIE1BNTGoSosqoukdUFlDomExHRSYhs4C8h2QBVveZC4udKPQg5O4PtS+X1o+n5met8Vmpf+ELj0TqvEGPc1Cbg9oMUAcxuR9XRnFlCqj90L7l5iZhaRqXZwlllzoT2HmTPE5BbZE8zZDjOnkis+dd9rJKHtap0xq7zNHTCNRaEakVkctONm0kcyaq4RP6UWWePBL5h3X6fgho3bDS9O/zVho3U1kXB7sp2L0FHeuMnS7ZmbKdLliorJHIWemyg2v4hEFcGUOHblBsePmynUkZdoHX88i7BaTfJQ1E3kbnbQxwtYp8WMX1u4R+Cz4v0N8voOs1ervJGom8mS7ZmaqXq3j4nIMpONmSnSk6mJyJyuqJnJHIm8m/Bzepsp35G/DoYItWqmgiCyayZKa+asXUanCfNFH+V7OUgaj7hW5cmSfPrbCU1O9C12tYt82ZqaqH68fUOXbug4e8X8RtNHS7hvRExsdkwzs8QeRQqgjRhTCTd9IZwy5npkt2uublOwm1H9eKDjb6YeV5MQY+LGHd1vN67vphAplJ3MlWnFzRwUbfLky/69j/OAi9mSMmCjCugnd9h6lhsZQC3gYcnsQMc+eLsf+HCXizyViYpJ4AP67g6zX0cfUMzaT0BHK1Sryawu+XsIFAnDQaJOL+adQ7BkJLLEynfUzayRVcbN5B52w0bqFyViZnoVJ6AtETKROJGUj0bpcyEGkjmbzZJD6uE+8W0ZcT4M0ceDMHr5bxmxViJHEnXwlI9YjSiSpDUB0CWi+k1FxsRrdFr1bwhyX8YZXR7SoWsuFkqk6mbGcKVqpgJotWsmKnah6uERCbIanu5Qs2qmRnqh6hHpbqUakB7FugUI0x5RhZi5C1yK4ToQcB6W+3f15h5BOmQXEW2i9C4jwk9l1sw0xW9ZuqftM07toOth/YDxPiNCmvUyqVOhKQSgISCSokrNLogUkeaPTAoQcWUmhQZuMyE5cYUOYhTYA1KamJkCIhqoioXEJiY5KQUPaIskcUKalJ2FHIXBjsuIMUAjmIxSe1/kWufRLKj1LtC1t8XKHaGjnNwcM4rk6A4wBQuxFpEFYmMXkaV0ZhaRQUZ3FlCWm75InInNbJ4zCmjOHjCNJm6HGHnQjsuE2diOyFLT5t0qdV5jKCT11Aq3v41N0OMxA1v1gP7XsJdZW5rNKXflxtRqSqTyg4uKKHLwZELLZPJQgkssqG6aKPL7q5gpPN2GjcQmcsdM5KNYJiOyRW3WzZxeJmKvFxFXi9SOi2sIlMmcialy85GeR6Dd5uE7ebxM0GMRLg3Tbydh7/sIJuNxkDUbRQJTtT9wrNwL7sZEsOpuTg8g46ayJx467qYhoevuZiixaq7KDrTrrmYEp2umSlala66mDKVrJgIL6qRZW8mwdut+4fJkkD0Ysps/T9NHVuBqWUhQbNNGQiMAtd8u7bUXkMHlohBdJvo++WwbdL2LQrxsgKTJdQNp+k0pE1bFuihnXqZpvREXk7lfdw1ajSishZMxn9sHJ/Nwm8nCY+rHyvZ9HrTc7BlhxMwUzD12v3tyP3t+PE1QYyEKB1GzWPfLamxZa3OnLRWAsI9aOGefxqFX07T+g2KQOJXK2gq2Vav8s+025XK/DNIvzdOPLdGPqwgvQ71Mpgdg40E4iLxvxc0kdhfhL3snkXl3cweRuTs9IlJ1d2sDkbk7ZQuIV6BmdzJhK7I4A3s/APk+CLceDbceLVDHg9B97OYd02a6VLHqEeFLsJbQwfp8hhEFPbvn3VyeAGInm9Tt5u0rpN0URULUzVwRYd1LOeIGcmChayYibrDqbh5p63ZCUXl3MxRZ9Qj8qNmNiF9x143wT5Fsi2ElQrQfZiTD8oNQJCKyi2vfzAx4+D4jS4n/r4iYfv2pja3aZ8sy5dr6q6TctC9b38KLKfQcoG0UhE2wDyDlBoWKNhjUEODKJRkEpBKouoLKJSUZGOSmxC5gFVRA5S6iAhmggrEqzsAUUEVBnSVPSgoQclfZbSp2f0ZAUqi4SyQQ8M/sAWHrjiI196ovP36+RxDh1GCbUdkDohuRdV2gGx5dsPguIkJE1C0jggzhPKJnXcYOd16jQF1E5Y6sTUVkjsRuQFfFyjh03ytE0fqdw9k7unK5+WuacBcupEJNxMwTebnIPL29mqZz8EtSl87EWVelBoRZRqUKyE9l343MxcMiiTRDdpeJOObjE/gTgJ2M7gTh53MGkLjdu5nI3Omcm8jUmb6Ojbhf/lHNBtk2aq4GBrXq5oo1P6HaonIm8WkTdz4GYd+bDwvZgGX81iH5apO6JgpvIWsvhcLHOwZQdf9fJ5K523UEUr/bdXzkqV7UzVydQdTNXG5C1kyUK0nGzLxVUtdOFu91UlJkN3hO2boekPw/jVqp9Ql/jDCD7WAvuCm027+YRpE9NtMi6+HpH7cbXkFqx/Ghn+MLC+noCudR5YlyGqCDM5mES8y4Rhiep2yY/rjInCfXssuCnGxJKXi79d2l5MjN8PfVfL+O02fr1BDUTOwRXdfMbFRa/XnpeT0IdlyDAJuQeRwCDsawfDDXck54sVo/FWzNOFzduUkQy/mkXeLYD3y9C3o/irWUq3RW/W6PU6eb2J/TD1/ecg+O04/MM09n6Z+LhM3Kyg213WweIeHvOSWGCbC1J5F4c7mGeVQ9W3r3r5soMt2tmClSmYyKKNzplI9OM6/mLi/27sezEOfD+JvZrCV0vkapUxkmUHW3FxjeB+CGoT+DROaJ2A2HBzVStdMBKp61Vat8mZiLyVyrvIrGue866KbrJgoQpGsmwmazaq5eZ6XqHt5ZturuwT8MC+EhbrcaEN8gNUGGLSICWNUHkAit0Y34vtWwGu5mcbQb7p47tefhSUJoH91M+PfVzXTtcNu+LNqnCzahiItpnsO5lpaL9MyDtI24LKOiFvAZlCNA47seiBQQ4MeqBglUE1PnngEI2BVR4+SMmjkjqoqaOWOiiIpkCaBCgyqGro4ZA6HFMHOXUU02cGO21hbRZXBmFxHFdmoEZkz0Lls1D8RGTO69R5jhyHMaXh4UsOquZmay6u6eH7fmESkUZhqR8SZ6C2wo4L7DSBjsO42vDvKx6+aGdKdnoYUeaAukJPW+y8wc5E/oGtf9kWH/upcxc8NAJiykDA+h1iIFA9UXBxrbDcDEvVgNCOyN2o3ImpY/Q0zj5WUBVLblLJDQosodgciiySUa4UUQpuHrXQsIEArlfwx3VSt0WNVOLjOvByCul3uJ0r2ZiqgyuY6dTdDrrdxN/OYq9mkR9mjm8Glt91Ay9niatVSk/kTFTOTOUtdO7vKF/RyeZMVM5MFKxUycbkjGTevKs46LKdqVnZkoUsWKiGk215uKqFKhqIson8qo4cEzc73b839V/3Eh83Y/iwyNyPoGM9uO9E5FpEBp1k1LTNuPdFz77sFdIW8uPv2y9+XdS9bYORXTUntLJqCz/UMgc8zGccHKYnsKtlxswg3h0cGWUBOm2jva/md2/7Rt3IZVgGbtfRD0tYt83amEJQTEflsIkIvV+HLWO/rxxIFHxQ0RvMe6M5D5D2JwrBcDPmGaNGCvi48vxx5Pi67/265/l9N/JiCrybA38PccTfzELfjr3fDJ3/OQi8mgV/mAZezeMfV5iRyJqZlHuXCa/zoR3upPN2tuhiCw42b6WrTq7mEqpOtmKjy2aiYKVwI4G+X0ZfjH0vh8G3k8TVCtPtMN02qdvmLFTRRpVdXD2wH4LaIK62fVLNxdUcTOlul9dtUzfrzN0ua2HSXgILjzPhQSEyy3tWuHGX0xE1C9lwME0X23FxA9++G9xXIlIpqlRjchPe99D9NCPOcXmSVsZJdQRp3ajUfTYUBNhGeN/y7wcBcRyWpzFpFZGmPn7gYltWunS7Kus2dcOuZSEHDnrq389D4iYubxPKOqbsIJVEVCZ5ZNADkzyw2IlNndjkkUEODKRyyYOYPh2yp1PmdEyfzpnjMX3QkIMKaYekdsQO58zpkjnJ2JlFDxtQmYb2XQ/fdPO9iDwC1FXyyBaf+PJnrvi0y1wW6HGOHNvBfc3Ftrx8PygOQ+I4Ki0gbZk8ztDjGNBm8GGWPE7gUzcoFR0MZiYxI5UzUy2f0I/KE+iwSV+2+P2u8MiUPm3LT8P0Qwc4tMJi2cUiui10uwVvtykTXfLyZZ9QcLAVL9eOyN2IPATUefq+i90XU3s8Q+IYiaJrEF6k01wNORU8AqjbBN8vw6/nwIdl9P0SMZKIngi/nUG6XdZK581kwURmjCRuZtImGrpex17NfN8Mb/+pZvxVM/5+Cet3GQtdcnIVzz5rpdNGquRi6wEhayLTul3BTGaNu9TNJnu3K9npsp2uOJiajSlb6LKdaXn4lost6rdlM9FwMl+N4WPoZvPuN137t8O0keiE5XpgXw/uG4H9BD2OkXMxJEJOCg0TMd8s7loGrqevfl/6+nc5w/tRMSgsi/dk7cuy+KmNH/MJJucXUyYS/riOW2dBXxUCh/mEADk5x83SerMMurZRxy6s20Zvt5CNSfppLEbF/Cv33ThkXQQTDR+W9hVS5hRsDcWdkbgPhgMJ3B+uhj3DxO0u+HJi/nXn/f9Tvv7HmuHXHce3o8CHeVy/hXQE/G4BvpqFv5s6vu4bft10fz8OvpqH3szB6zV0vYb1RMpJZUN8PixknEzaQuddXNZCYiYqH2Ty4V3WT5Y9XN1G5y0kotsGP4ycb5v2q0Lwrg0bt7iJyum32HOc0UIXfFQ5zDQBqRpm8q513knkbWTqeoVerVA9kbOxlSCTi6zyyLSUWpeAbc63zlp2WeOubKUrdrpmo5pOtuMRmm6u5heqEbkBya0U18f5KS4uMuo0qY0RbQSqg4jSDf7tNq8TlvsRZRxX53F1llDmEXHi4wcutm0hq3frun7bNJN9JzN0MhMv9+xfWEbkVUzZggoNqTxyEJNHMXnYIxqPHnj0yCHaHj3K6bOSPWn4+YRfLvj5gp8v+OmEHY+p4yl7us9d7vHTPX6W02cOPayict/LNxxM3c11AtIors0gbY0ed+kzlb5s4MMS1GagNoipbb/Y9omjuDoFtDlwWCdPRPpEYOdJQhtE1QmkTZOnTlDCTWTiaoVb6Jqbr7vYXlgaA9o6fWGqn5jSE5N72JU+DbOPDfjYi6ntgFiw0SkjkbbSuI2p+YVOVKl4uLKbbQb2dR/fDktjWJukznVYK6NqMXnAU0o2uS+iSg06Zr1c/GbrpTzHwQAAIABJREFUeDF1vpgE3syj75dpM40ZyMT7Jarb4WYqZyJTuk3SSBQcbM5MA29moT8NLb9tf//fspb/1QFvN1kjWXawNTdXdLCogcza2WZQ6kXkgo3OGsicncWMZFq3zZuIoo3O/+1DlCrb6KqLbbq5uo169rXVHexXo5jseD9/+eu68w/9jG73fIVd8/H9mLrOPcwz9x3ggIe4FLILhoZB+8j3cfLm99Xv/qPmu1oNYgpdeqIrn9aFp2ZaLkNiJaFlXSxqZqK+YShZQDI9JESGrbT9ah02UJmQhHkEwECAFioblNNRHgnvwvZp2DoH4lsE74P1YqCZNacRYwK0QrAdhN2JXCDeCXtmoG4bfDHR/WPtP//P1Df/V/bjv7VsL3p+0yBun0d168TbGfh65v1m8PwvIfx2kXi/jL2bQx+W4TfzyN0Wc3J5r1gMyGk7B+t3zyxCykFn4ls0PkuFN4UAW/cKOTsT1S2cH5u2m6JbX4xaBykHXbCzJQuF3awQ8zblWWDhQQ4cp2OzVGCCuoeIc4qaF/GP48THZdrO1ANiLyoPULWPiQ1UqCSYnIvAzfTfQFgr2XAwHa/Q9vB1B1N3c/WQ1EDFZpbq5ulxXpjj6hiVx/BhBGjdkNwPy8OQ1A/I/ZA0ismjhLpIqKuEOgnuhz5+4GK7NrpjpdoWsmenJx5u7uNnQWEa3C9j0hZUCVijEY1NHvnUSU5f1MxZxg4idpSzFyVzVrIXFb+ouXu58HAoPFxKD/fFh3P+csqezvjxnDvfF+4fK0/nwr2YvXDYaQMoo7DU9YudgNT279v+/Rg4TMHDDNTW6GEJaeOYNk4oE+Awimv9kNIJijPosEkeycyFTJ+36GEOaWNAHcXVUUxreoScmUobibKTafr4hocfxrRWQBwB2iZ7T+D3ZPq8KzyO8KcWdBxDhzGgNbz7qpdrBMWah+/G5DFy7ITFhk/ohKV2SGyHpBF0GCOHZlwth9VyVCuDhwpwrMQOlZiSdnHx243lm4Htm0Hs7QK53WSMJHK9Qa7XKf0O0xPY7TZ5s0kaiIKNTem2oW9Hnt91df9a++M/4Lbf9ZK6bdH2twwbbqYwE1n28f2I0vIKZQdTdnNF/z5jpfMWumSjcmYKN1IZPZUzU1UXW3PQdRvVdrENJ1NyMEUb/VUzpBjfDF7/Jh/8ZlA0kSUnn7cz7bC8ytwTxU+78qdF7rGUoJPoJhqaJqybyIeV6ZuB7fU8Y2NnkLbDL7vCp3nuoY+du+illdDKATEV4kNQN1opxfP1ODABfQxi5wuBfS0qp+0MqNtiFqYYEHNBCXaRQeMYdG5zEJsvzjLtVqJW8WSLFjhvBfP2WCkQ7YX9S8hBge9X9t91Xv1D7rf/B/z6/y07XoyCd1MgMIN9a8ROJ40ker3xfz/2fj+Ov1sAbxexF9PIi0nou3Hgh1ncQGY9Qi0oVsMi7uLAu11Ct4Otu0xgi8RmSHSSiW0LIb7gEVALGdHPQpa+31oHHeOUd5f3CzknlzPTScMacA2SkR4SqyGJBhCvQqEOGhhD7lHUOArfTkDjDndxrZA0AbRl8jSHT62YXAkLZRdXsrM1B9twMM9RuJZXaHv3LSfbdPOtsFiH6Hp21SyseoXdJMeO0/sRpA5iSj8kDUPiOCiOwuI0Lk8TyjShzqPyPCT2vfzAKww97MDND9zc0M2OPNw8IKwC/Cq4X8ekHaTQqSOTOrLYicpqTP4g5E9y/l4rPWr5eyV7r2QvSvai4Pdy/l4pPx2qn8/1T/eNT/eNx/vq0+fy00Pp8VJ5PDc+yYUHPnNhsNMKVIdhqRuURlF1HFO6/n3btx/ElDGoDRPqEFAHCbUbkTpBaQIcR3G1H5JXyGkBaUv4sMNO69RpmTzP4EMvIjU8fM3BFMx02clVPVzZTlfsTDssld1swy9O0dMyeVojhyV2GScv3Zg6TGhDUG349v2YMgYOvYg8jGmL5HmKHHpRuR9Vn7sIzYhSD4mdqNwMS/WQWI1IlbBcCorVkJS180kjGXg9C72eobodervN6AlMv8uayZyFzpmolG6L6LZJA5k2kej1OvjdxPXb3u0/1b/7b3nHf/RwE1Wy0w0v3w5KBTtdtDPdqDQKS10P3wuLg4RaC4l5B1N8/l1hpVN3u5RuW7QxLd++7RUGvv04KNVtdNFCZY3EV2UX73w3s3zbB16Mcd0WvdlAV6uaXyCKT+vc46r4OM1fCgiVhNeAfwVZqNQdAV5vItebkpvvhfcz6DBCL13oOEBOk9SlDx460CmLEfF8K9YqxYoNFF3hETnnE6shserns1Ya1BO4k6mEhJJfBA2E9/0UNFMlQKgUNtlKFy60ouluHBlGoz0gPE561ykrhd5uQ9+Orv+x8t0/4G/+sRp6v8zYmLRfSPuEtIvPuYScg0PudohukzGS2LOs5v0q/N3E/6dR5M0csVCVoNiJyLWQmLEzgG4LGMikc5sObNLRTTHBFiP7vIfP2FnUQsMWEnFsk74N7idzfhL3bVH7CjTNQess4R6i4TEGjBFwCEMDON6DQr24sxe3TVAHnXbxJS/XjyizuLoAtWFEbgT2tYBQcbJVG113MB0P33ZzTQddd7F1F1uzkh2v0A1JdZAsp2cVfNzIz3r4bpBiB5A8iinDoDQO7BdRcRmXFwl1FlPHIXEc4Ec+fuDf9737kZefBsVZWJoF9ouIuIqK64i4iYk0pPDJI4uduOyRK2pUTeKbilg/qtVHtfKk5S9K9qxkL1L6tE+dhPR5X3jUqp/uW18+9378y+jnH/s//dz76Uvzy6X+dKx9kgqPXOZMpI5zQBvFlRmkrZDjDND6QbHuZLvP4wC/2PDvu1G57uHrHr4fVoZxtRuUBhFpAqgLRNth53XqPEMOU+jYDcs1J1t+NsC72GZQbLi5so1uh8SCg8lb6SGgTiFtFJGn8GGePrfDYtXNd8JyL6KME9oE1KbQYZRQ1thxkz6PoUMrJFbcfNnJlz1C2SfUgmItKDSCYtHNF58tGG4+aaJTFhrUbWE9gdzt4I/rzN2uYOdKTq5op6tONmelkiYKuSNQ3TZ5s0m8X3j/MLj7t+bb/1EO/zAp2Ziilaw4maqPL9qZko1pBcSOjx/4hCmgztBjL660/PuKg646mZyJQq43Kd2uYKVrbr7r34/C8sC/r5jJspnKmcivClbG92pu++Mw+M0w9mIc+X4SeTnJ2+gFdpkkj9P0fR/T8gCZhslUiM84+bSJxExk9GaTtdBVJ1v38DmfmPMK7bDUj8mjhNZDjuncHG60kUEbKozSIFMIKxkHm7MzhecKj5XBHWzexSG6beDVzPd2gdiYLnzqlfal8hLD53ByjQLrVGSd8m9Q+w7Ub4JvprY/9K7/vfb2n0vOb8fJu13RSufdXM4tlDx82csXHWzOxjzzx88cUPJ6G3s5jb2aAlerrIVuhuVOSCo52IyNgY1E0sYWPHzByxWCYi0k11x8zkylTUTGSOasTM7JFf1iPSQWvFvUOYja6hFnDfD2UN8sE10WoDUOr/DkAkuM0NAAcc8wN1nwi0X/vunhh0FpEtz3vXzTxVacXNnOlMxkw0Z3vVzPw3XdXNPBVKxkwUpWrFTXy/fDcg2gyulpOTuq4KN2dtvDuBGiThPaNKYsYso6Lq9i8jKqTEPP+Tih7xMGgf3Av58ExHlUXiS0NaBsYYUAFQJWGUh93gdwqZNYOgtVmWuJSlc9dk7H+pNafjzk70/4WU6fBPTAQAqLHvb5x2P986feT7+Mf/7fs//66/SXn0c//7n3033ri1J+5DIXKnVcguo0pk4AdYUe18nTLKGMY2rLw/dCcjcotbz7pldo+vcVJ1t1c72IMgK1blhuh/cT5LBKn3eZC4lfVthlAh4m4KHr5Qt3m4KZKtqYdlDsh6W6h+tE5FpAKLu4XkSewcc5clygp2X61AvLRRvdDsuDhDIC1AV6msGHXkieRKVJVB4ntFZonzFTRTdfD+7LPqHk3Zf9Qs3P521M3sk2wmLOwcImCjaRiZs1bNilrUzaRGUtZMkrVLx83cO3fELRyaEGImkgni14yO0m8HKi/23b/Pseer2uO9i6m616uLKbyxiItH5btDE1F9cPSuO4MoEOw4TaCcodv1h3cZhum3gzQz6u8ha66uJ6IWkCqF3//hlwKzvYr1pBETXRtj8Nbb/pGP+5bv5Nx/3tIK3fDQF1BB+G6LmNyaUkW81qVehcDol5N49ZqPjdLmkgsvpdzkxhdhb38FWvUPfwrZDUAEUk30+2uqnOEMlMkwEWD8qYjYGuNujVCrleI3e7pIGEbrf+F1Pfy0n04waz0z3wOCwe2xW2gBMoRMDBVdQ9D1jnHsPI/rFr+9Cyv60bXpbMLyvBt6PU3abm4jpRpRNTBwm1E5FqHr7m5qtuPnW7hd4vk7eb+PtZ+IcJer1J3REFG1v3i1UPn7eQeTuDmijUyhTtTNHN5ezsc+U9bSAyJjprYdJG6nlZX/KRmGuUcFeDzmzEm4cCnXRomofmBXhWSE4LqUkOWuTjm2KYroWlil8ou9m6jWrYqJadqlh2RROJG+msgSyYyZaL6/uEvo/vefmGnS4ZiZKZrNiojpvrhKRqjCii4wo+ruWnbZwcZuRZ6rRCjiv4sIori4g0i4iT4H7kF0a+fc/Ndzz8c91qHpGWCWUNHwjkQCePbPrMpI4srD1XUTnsJBQ0rsQzNVZpK8f25VR/OlY/nYuPl+xZxQ579MCACotoHH6RS48PrT//PPn5fy/+6/9b/PWn0S9PnR8fuj8q5Uc2fd5C6iwi9wPiMCKNw9IkqiwgdRpXWx6+5RN6EWUcU9perunlq06u4mKbfmEMalPkOIGPC+y8zt6TuQeu+MQUn5bJ4yihDkNSyUJmdLuihelGpBly6keUbkQZQYcBoPWjygQ8bDL3m8z9MnkaxtWyi2uExCGoTiFtnbosU+dhXB0Exb5/3/btq24eM1BFD98OSzUPX3bzJS9fcrNpE5lz0LXgPm2hQf0OttCxqxVsIPJuIWWikiay7BeaEWkQVQcxtRGQ8k4ua2NxK5M2EMjtJvx26fh27Px+it5uaza66mDqHq7gYFN3u5yFKjmYmk/ohqRhRB6D2hA4jGLaJK41PRym2ybeLdCbdd5CVd1sP6x0QuLz0K7qYMo2+ivcRCIf174/DY2/an7/f+fe/Gsl+H5ZtDETQBsBSgc5N3PHel5uZs71uJZ3s1Ufn7az8etV7GoJ3GyyRqpoYypOLmem0lY646bQxCyUr8OlYTqzzYJ80sVhLh6420a+n0IflvDHNaLbwvpd5MMi8m4J6wnMRBVcbC0sliA+j24zwAoNT2HHyGPs6e/aNzdl423OYcKtt6jpPWz/mPV8rAOWeTUkDcDjENR6UaXtF5tutupiCjYa1u2it6uofuK97aJmMmuh0noybyZLdqZoo0s2Om8hU/pdykRW7XTZSuNGMvkcBL/dpm63yN0O0W+zJqpkI6BgLxjKe8KIJ4QmgjXMOy1EiUxqAKcraKqZReeFJFOB5G78MIzIz23Rmo0smnb43Q43klkjhdxtUcO64KLqAa4VFNt+se0TGk6maiLqFrJuJateoRIWy/FtNTlpllbt8nZUVJe5h032tEEPa1Cdh/YTnzD2Cz0X13YwbTfbcrFdFzfyCrMAv4lJJKKyySOXOnLJA4ceeESjIYUCJBKQWPTApTUOF7kKKzUUrf50rH0+1D5rhXsNP6upg5o87uEDjxzY/L1Qejo0P38Z/fLX6S+/jH/+0v/LQ/vPx8YnpfJEY+d5RB4FxbabbzrZrpefhKQlqM4Tat+3bzjZtn8/TRwGAbHpYhturmilKk52mDissMsaO2/xe7L8RBafuNLTvvqZSJ8GEaUREotWOqcny06m7uX7UXkYUQdRdRDXhgl1Ah1W2GWXv99mTnPkNAK1ukdo+fejuLKAD6vkeZm+TNBT27fv+MVOSKp6BdxCF1x8zcM13FzByeVcfNkjAB9XqInI2JjEzRrQ70ALHb1ZIwYCt7HQzSZ+vSp6hUZI7ISkQVzuR5SKm0sZScxA5q1M1kqDt9vA67n/9QzV77JGImsgqk4mYyGTdzvcQhWsVMMj9KPyJKHNQG0GatOEMokrFTuD3e0wE4WbKdxIVZ3sc+254WTqNqphp/u+/Vfh13Pvd2PHn0bWr/u6/2hZXwxQPVF2Mu2g1AlJA+DQxx466ftSTM379riNzXvYrF8IXy3t3wxCr+fQ7abkZBtePmuiI/qN39ENxRtRvAgmR9kYj/ukpIWC9Dvvt5P4qyn8YQV/XKG3G+BqHXozB2838N0Ot9LVoFiKqXB4E/IPIoFxPLAImLsmXfH9Xe6NDjVYU1531u1M2qyAUZ+w67Nx57juF/tRZZBQ2wGx4RHKNiqt20C6XVi/itgmEcck7eEqfiFjpuHbbcZIZo1k+m6bN5MFC5kzknkzXbGS+N02/VycvdvBH1bxV1PkaoUayZSDSQdmsXDeF4G8ibg7HA8HM2i0mYI7SKYEZnII1iim152U1oNOY1AbReWGmytZyJKJwJ9neIZ1yjiH76aYZVXy7OpBohlkm36u5eLbTrZlp5supuFkm36hEZE64H6YFcZFcVLQNrlHMnvZJg8rQJuHxYlPGHv5kZfvPRtj3VzHyQ5c7CwoLCMiAcgUojHJI5M8sskDi2g0IG8jwja834T2RFwkoD2VZJkcL5aOSvlBLj5K5Uc5d1Hxey130TInBTvKmbNYeFAqny7dnz6Nfvky+Mun/k+PvZ9O9U9S6Ukoftqhx0lYHgakmoPJGYmak+l6+JF/P49IQx/fcrAtr9Dx7bu+fcVOV11c3kLnLXQrsJ/CxyVyWCePdPGJzN+zhUe+/InO3U+AQ9MnVOxMxcnWPHzRQtecbN3Dt/z7tm/fDUoz6LBOnrbpyzZ1miPHCXKo+vZlL9+JyAvssss/kqVPK/wyjCnDmDKIa62QiNuoopOreIWSnclZ6IJnX3JyiXeLxNUKvtlE3i/ihl3CSIRu1oiBTOkJ4OMq/nGVtTFFJ1P38p2g2IvIeSudvN1id0TezOStDKrb+l7N3T/Mox9W0NUqc7crWOnnNhCmJ3Jmqu7h+1FlGFNGEXkSUyYJteff1xxs2clVPHzVx1fcXM3F1Vxs2c6ULXTZRLa9/CSufeX4dmT+z/7t79vW74bB62Vct8maqJyFrHm5VlAcgVo/eS6E5ISBBMxUwSfWQSkHMuHrteXrnvu7ceTN/FkonTRRLsNAb82742UI7SZ8RFxPxj5uwKsldLvxfTcOfzeKv5wAbxfQhxX0YYlcr1O6LXqzKTu4RvyQix/j4aUn0PIGekHfxGluGS2F1xb4nTVuC6SikTIQa3rDBb0FMZmLMcei4uA7IakTkLoBseEVcDMZv5oGDSOvvRP2DDIw1UlodS+f0ROx1/Po2wX4dol+XGO6bd5MPgMEmG6DfVgX7oicgUzf7cB3i8QPU+hqCdrW0cAoFi8EoYQPjgbAiC8SDkdhAMxGk1gknYpmsDTeq2eoPqROAHUSlUdBse3kiiYqbSLS5l3KtESNI8TUS5pGOce6FqBaYbIdIdsRuhPk6h6m4eE6/n3LL3RDcj+mjZHjNH2eYadV5oHATiR6WAPqIiJNA/uxTxj7+LFfGHi4kZd/9g7NAsIyKm0BhQSVbUIiQYWCVRpWaUghouLWz6+87CYg7OISieypNMvmVKl0VstPUv5BKjzs8cs+c9aKDw/NL/e1T+fSg1Z+ODQ+H7s/3g9+Pre+HOpfpOpnPv9Ap89E+kxgl0lU7niFuo9P67fpu23NwY6C0hY6LCJS18HUnWzDwdTsNG7YZc00qt8hui1upXoxZQEfVshxl7lQ+D2VvXClT/v6lx3+MIprLZ/Q8ApVJ1u00Zm7bdZAVJxc2y/2g9IkoUwAdRJXN6nzNns/wy4V/z7v5ZtxbZ59YBs/Ce2fhOaPZPFxiZ0n8KETV7I2Om1jCl4hZyIzZirv5vM2Gng7B94tgPdL/w+z0PU6ZCD9t0TijngOIwPXa/huV3bzNQ/X8HKdoFiw00k9kdRt8iYyaySStxvv27n59cj1fpbQrXMWOqMn4x+W4beL2MdVxsrWPHwvKLU8fMe374flfljqBsSWb98OiO2wVPcJJQdTsjNlO5M3U7iBKlvojkcYRZSvXv+P0tW/t1//r7r91RSzMgU7hVto7G6bN9N1nzACtEHqAlkZy5+GoY/rRlyblR/aRTV6vbn7VcP6m3b8h2nZxuA2KuacGYzFGz0W8LVRNxn4sDb/aWj/duJ7NfN8GJm/bzu+7of+OExeb5I3m/Tdrmhlila65uF7EaUZU/GEnACnIaQRRNtxaBgOdl3+4kd3QucFw9FKKjLJRDcBf8tkyzrt9ZhtWXHx3ZBYc3JlB4s56ZC567ZUfO5KLNTBwV0XO/ajSsXOJK834e8nnj+OYm/nKd02ayCLNrrgZDJWOmnZ4haq5qCLRiJzs0GvVuDVIm5r+f15byIdTAIhPBzKxKJJMAojEQAJgkgARqPpDIRVK5l1D1XHoDaNyeOg2PXuy3Yq69gkndOUZ5bxzrOeRd67LHvIpn/fCYuDmDIGpTHE90GuHiGqYaoVFYdxdRhTRwltjh7nyHEOHdboaYtoq4Q0De4nwf3Aw/fd7MDLDbz80M/PI9IqLm8AZZNQVlFlk5CfHxKQKFChIJVKyLsQv/EL26BAxqUdILOYLBREsaIqNU0uH6TcWSk8iPiDlLs/1j499n/6NPz5qfvjpflFrX8Wa5/l+hex/MhkL7vUic7eU/g9hV/YwuMWO7V9fMnOZQwEdrutu/k5qBLoYRNTei6+YKHyJiKvJ9J3W9xGorpt7M08qds1vMIc1Ij0mcbvmew9iz/QxUe2/oWtfSGKT8vUeQweGj6h4mLyZjJnpHJmsu0X+oH96Pm4HhTHCXWZPM5Tly6gdqDDFH8k6p/F/i9y/xep9zPf+JHMPy3T5x5yQp1M1LrD3ULeRKQMO9zBFW0McrVCPq7B6433wypiJcKejc+zAd18ysElTVTiegPd7ap+oe7lWv59OyAWHDSg3yXNZMHJ5uwsbCDdNzPjTddzMwTMu7SVga/XgVdT34tp+P0iaSSrTrb9d8tgzc13QlI3IvcjyhjQRnGt7mbLjucBHpU1kgUjVXcwba8wCstfffPfsW//Of3iN4Xg+xV2u4M/LqMfZuEXI+hqVffvB3GtEJIdr+bv/7WZ0G1n2D1Rf5qWH8E7wvjvTcM/1WIvZ5hzHvV3PYHqnRGz6UuQfQne7sy/733414bxu57jundzW/zwrmB52Y+9nmfvdtm7XVa3S91uijaqF1W6YbkWUQqgHAd7EQwHciUgXY1FqnYPcucLu2PZZGJSjrDFIBXxtmwe3GYvBK39snff8HBFE5k07ryOvsWdsfvTwXglh837mDoFD8OQWHPyyNXC+4du6PvpcxEBN1NlJ1fy8pngFgsyOZ9QdtJFwy57tUY/bkLGnj+AusGYH4uEcv5IMRzJgokkFoNSEQgLwlgUziHZRglf9zFlAmlTUB2HpZ5XqDjotGuVCk7QQD8bmZdiu1qMb8blTkQextRhXBvHDzNAG8XEHki3EKqF8YPMaYKex5A2gbQlelghh1VC3gDKMibNQuLAI3Qc7HOWoONihz5+GZN3iEqgGoEcN6C6SsiruLROKMuYRMTlZ6aZTkhEWNiEhF1kTyUkBlaFgqbUFa0tHzqiWhe08vFSfVKLD3LpQa19OrT/fBn9/DD65aH/F7X5Z6Hyhck/Ethpgx42ySOdu2cKD0zhkS9/4sufF8ipHdoXbWxGty1Z6WFUWgHKIiQMvHzVw/1NXO0Raj6u7GCQqzXycV2wUL2AsMNObOGRylxo/J4sPQmdv8j9X/btn4j84zp7PwS1dlBseIWKm6s4ubaba9mZqoMpu/mSne0ExVXqssUf5/mnBf5EFB+F5o9S92el/4vY+YmtfabLn3alT23knPQRIdcc97JVK4XptrBhV3RwqdttWk9k7GzUTsKJNQjPg/AsCXJp9x41U3H9LmVjGqF9OyS1A/t2QCw5WMBEoRYm7+IxK5O4I/yGtcc09uuGiI1ImenIq4nz+7Hn5Tzweo7e7RpuvhPYN3z7qpsre9iyiy072V5YHifUto8v25iykyvYWUy3S91uyxaq7xf7EXUMqF99/y/Qb/4l9ttfJR3v5tF3i9gPE+/rceDNEjMQ3ZDYi0qIgf7hX0pf/88k4uOWxc9M/fM6/4SbKPd/Diz/0Yibu2B47APLRjhxF0RDzgF8s/D+Yfjqf+Lf/Db25gbQuZEbD3DrQD2mftJC4UYqq99lDQRu2FXsTDskNgNiLargCTIEZ3ylcLQCx3JpN4LcBgOGaCIGd9NRsh5WymHBF2jdBCCjEwm7W4WgWPEJGTMDuJZOX9nsT9qDcBAslXLbASYP40onLOccVOL9KPrDBLpaIR9XyNUq7+TLYakcU4pRNh8U8h4hZ2Mx0y5pnsbMXbez6AYhR85nLzp9FVe8FgdKGJjOQ3AZhCsw3MjDq3aKm6W0OXSYx5VRVG77+Kqdzds3Ge8iE52ngVEZ2fYxZZo+LZLnGaBOIso4qozjyighDRL8IClNc8cpfp6lz3P4+Dz9XMDa+u9hgFlQGLjZtpVqGHcNA9G2UH0vNw8JG1DZIdoOOexAdZOQ13F5AyirhLyKSbu4TEIqBSpkXN7GRQqQ6IQswKqcOh4Kl4f6w+fe+c/D45e+9rl2/6X26aHypJWeePwsFB6O3Z9O/Z8u3b8cWj8K5Sc2/0Bg5ymgzkBtlzoT6TNbeBTKn/fVL1ThcZ0+D8FD2cnhRqLl4eeAtkIO84QyBdQpdJjBx2FM6YakQeJQ8QlpE4lb6YqLXaXOXOmJLjxQ5Se+8aMy+OU8++tx9F9M+dMaOy/TpyGgtYNi1SdEgBCFAAAgAElEQVSU3VzVxZTNZPJ2jdxucTPVAw+TwuO4dplUz5PCZZl7IkqfuMaPfOcvwuBnsfsXuvp5V3rspx/gCOF3DKo+vulgsZsNaiSyViZ1s81bqbKHz4elQmaPFdbR3BDILMAok/HwKTOZttCtkDiIqp2A2PWLDQ+ftDCojcz6qLht5tfPfJaFxzr2GkawbYeayMCLoeVFz/rtKPR6XrDTDS/f9PIVJ1uyc3k7i+mJrIGoe4S6R8iZyJyJztuZjIlM3WzTd7uaix2ElSl8WmPnr26+qdz8san7U9/xchZ8N4+9n0avVsEPm5RuO4qrTf8+9Hrx9X9Pvfx9roQed9U/b3KPfUCD3i3cX/dj18t8nM9n6ESh7iwAXiyXDC7jbye3/1z9+n9G/vDO984X1oMJC5DwJHA4vsH9+7yVLViIqoupupiqk6n7hYJvn/ZTsVjDnYvZWw5XzR/Mpzx4ygoizkQpBZHViFwLiOkQbQ1kXwc8piAcCwwxB5e2MYiNCrhaZj9mi6KuOBqCi1ls1kb2g7ha9YqYeYvezpGbFfScj9BtMl6+lFArgFqPKo2QVPELuFuAPUvA3wyFiu5o2p2JW8pOc9nqbvnhehYpVFOZbiG1LqFkPckv84/r9MM8rk6i0jiuDELys4Gj4meLQaIGUA2M7uHyHL9fJs9L+DiNyZOQNI5Io7g8QQ5r/LQtPq6zDyvsskiel9BhCqoT6DCHDltI24LqIiyOPFzbTNTvNpWbZV23bpvIoZudB4VFZL8BlC10WMelTVTaxKR1VFzHpHVM2iakZ9EQmZB3CZmB1D16VNLHE36+L9z/2PjzXwdf/jr+/Nfh40/Nh8+l+4f8RcMvdPJIpo77yiel+eOh+UWpf+JLj0z+gcLv57DWD4qTuLpAtC12JvF7pnAvVD5x5U+b/MMAUCsurmJneiFpAh0mcWUBaLvMhSo8EtmHeeq8yD6OsHMjIpd9+2ZQnIAHOnvhKp+5xp/l3i/a5K9q72ex9SNZepqhpwl2GSPHbkQqubiCk234hbKdLVjpiotrB8RV/tO8/nncu4zbWregDdMPq/wjVf2yq33ZdX6mWj+tCo/T5LmHXrAwH3ev22G5bmdwPZG3MSkDAV+tcDNZcHC5gFguyJn6MlbrwrU5hJG5oFSwMTkzVXNzDa/Q8vD9iNyIyJB7C/nmWGIV801CtnXUSUacm4h5A1pJ2EL53k2trwa270aJq3XRRpccTNXFlGx01kRCui10u81Z6ZKNLdoY3ETlLXTWTGEGKnW7xY1Ewyv0osoUPW0zl6+c34+B67X3m4HlVy33+2HMNgQNi8j1LmPc1Zws8nFz86vW23+qB282bei4zl66URmxUt4XE9/3U8zGlmOnQnafb6ywxgBLz4sBNvSi//Lf4Jdvoh8j4F0y4cBTgWQxlZq2CsdSVE3bWNzCFBxswUHjRjLjoGLWmdtdMqNxQ8WtqxutlaA/iwOpLgzNcpDQRc6DhFL0CkHf9MoXeBm6c0SxuGcKGoi4ngibJnZHyhKG3SAUSmFAqoEnyTqotSNyyUbjJjplXkV07cBNM+roRgI9MLYqJPZN4NCOSq2IXAlLuTCXAhYg0g0nc4EU6MwF7GW3ux4MNSC4WEGxdj616WXPw/TDNHXZZi7L5GkCaP2Y3I+p/ZDcC0jdgNiKyM2Y2E8q89z9Er/fZC4LSJ3EpGFwPwhIo7A0jctz6LBOncnUkUwdt6nzKv2wTF3m2HmZOi+R4xpQljFx6hfGLqZr2tXvNtXbVdNI9P5/nu6r6ZU1PQ/z/kV22eUDHagokqYYxEl79sxOK68v40POqRvoRmiggW4AjZxDI+fOGRn44lprh5khKVoqybRMq/QnfLBcrnr/wnPyPs993QaqY2V6Ln7oF8dBeRxUxgF5AkgjDz90cxOPMPEKM1CgIIUOyjQkM0GVC6+E2EpJbLb4/j5391x9/LH1/DP59ENr/6Gi3WflXUJbo2sqpI6C0jis0amjUrxflR6E3D2FHxbJ3Sy+afukip0rO4WSW6h45XF0zRN3Qv6RIe4m6K7mFrMmmjBReTtXcQpNr9QLrabJHUWc5rm7SfFxUXhqwKuUlS47+CYgLdCtkL2nsMMcP/DlJ6bwOMucBulTPbxtwJt2aNMIaDknn7WxVQdfMDJ5I90C5HFkTWdOfP0j1f1AVrRaalUP79qR9SixnxKnfva+lTvWEoc2sm+GN3mvjJjZvEcsWNmMnqq4xaKNS9zMk7dLxMj67TMY78PFRqjSTNYm0fgUdiwjt1TkhsLMbMkt1AG1huxjYcbgLbigOgh1g94ZYhfKoW01ssGdYszChvS0+83Y8WLgfT2IXC1iF7OEbpkx09jNIno2/WxpIteL6NkkfjFJG+iCnUtbmKR+id0sMhY67+SKbqEeUDvw6gvP+wn4Zqj7d0XdXxRtV3WvvRww1UHDPGPj0rqF+6vOy3+XN3zVid4uMw6+Aq5Q61J/mdN9l/GekYiZSXtlPKgV8HWVUNMBMXpLG36T++57z5kXOEu4LzGvDU8geLeMC43MJgPzIes4ZB7HLVRcT0PvJ+7L1s1l7MzleZ00vcpcn+cNDgINIWQqwJSDWjO0aYBqycHHDMtbU/61xfbWq3f5MsDtAHg/9r4fmy7zOmvI7Is6oGgoUcwmqFJ4lQdkwsrhOippXARNNYcp7rBHzf6gBUIgqJ0BhUpAq/ikokfC3ULST0UjAzBW98RwXwJ240E3AXlyMX8qAaF4NFQsxuhu4tBF1t2gOoQ0ElLbAbUFqc2g1vCKTa9Qd0tVj1T1S01Y6SG7Xnjdh7SOV2o6uLqTL9o/x3PEtlciQXUSVGbh1Si26sUVMiaTCbUb0fohbQIrQ1DsubmulWro56XrefFqWjXQbTvbc7BDvzAJSiNQ6nsF0sV3nVzPzvQdzMjJTr38/y95MUGZh1QhqsmxtYquD6ndfe70WLx7qjz82Hj8qb3/I7n5U2v9Q2V/lz2u0nsqvplE1/PkXso/qMUHMX/PEXd06khh+1FALugp7GIev55HLmZ1rzRPbDniTsjeL5P7TlApOfnPdGrJIZTsfMnBk5A2T98tK3fTxnHZfhxmj4RPKnukZkAdhjUxdz9BNp2AOkJ3C+I0y5wmhQcSP9Xi+xqyq4c3JXhV9Mk1l1iy0HkDVXMKU2QjFh425A/q5GeyodVyahXeVD3iCNkypcdR8a5a2lTSJxI7NINawcHjFrbok2tuqeaRyMh6HN02/FLZK8XtvMPVcyQrvlwpXOkkKiMkMfF7+i5D36HvR7x8EV63EgeSeEylBQdS98W68SiDgXIxqPXQXQ/dkbFNDVolrVxUT0WvFtHLWeR8Gj2bxa6XCd2SMNN5B58yM8jNIvB2FHw9TFzN81auDigVv1zyimWnUPXKZa9Y8kqtoNYA5S887ya3X9Vf/Hvs+rui30E6bXmfqwC4Z4RPSRsp++/Js982nG+HcT0dtyxg29hsLH//PvjmJey6bgR1c9wppTxyMbQpRTZRC2V5W7k+i+k9AXPad0mYr+MuD5av5rQ+cWqk1pnoEva2IbAbc00CVxP7S1L3Jvv+FriKuq7yluui3V4Kx/BBAdaa4KoDaTWfRFiYlJH164Z6Y87iTroCeMhJRnUz4P3Y+qp/e100e9LeYCUe71VxqRHdVn1KwcmlzSxqoRBX3+fHLcHAbcx+GTaZIRgJ9YqgWvFIOSubdQu5gJaFpERoGg33ILgCR7PhRCGUKoQS+VisEkfLGbTXSWojdD+EtSGkjsJaD9ZaIa0d0pp+uekWSJ/UBuSaR6oDchOSWmGpAyttUK06haKZzpvpjInKW+iKlW06BdIn9oPaOLYaYGI7QTXQZSchDZHtBNksIqspJA88QsvOVoyLmmlZMy5rRqplZUk7QzpZ0sV1bGzLTNUMi4puXjcsSRM1sjFTL78ISnO/sAREPqCI8EqNrtax1Ta5OaZ2p/T+njg+5u9/ajz+Y/f4X2anf1k8/OfJp5+az6fyg5Q5UYkdlToI2TupcK8UH8X8A50+0sntIryq2Rn8Yoq8n4TeDJO6RSugzNENldzN45s+rNVdQt7ClJxCySkUrGzGsKz55EnmRLVO0/5m2l2PGqtaYlUA1TqoNgPKGN12oFXFIzUDyiixY4uPQv0TVXwY5e5ryXUpLhdQCfdxhJvPmpn49RQz0C1QptIHsfok9h7bdZlIUQVQrrnFKbLhSo/TxnOjta0Qu0pok3XyKTOddQp5n1ywsFWX2Itu5on9KLzqhtfZ0NoTGFpjeXemAOZ6SHYWjY99QEtvLRicpWh0WYlth/h+ln8k86cEJqaTqwZ2R8a3Y/wwTx8nyf08dRrEd2VAydi4tI3FjVTiah45n0auFykLU/NLDVDNWRnMRENvR8DrAXqzzNvYZuCzNrAmoVU7oNbcUsMrNv1S0SV84T4bvvh98vfvwjpbwWdvAbYKGKoFQ3PULUJnk9vfNm/ftoDbScw0C9sGdlv1xl66NBI311nHecfzZgRdzRNWNguquJf16ms3hsitH7CjoKPq05ctupg3hPdI4jjO3LfSGxwZw8FGJNqBrKT1Zf3qq+LbN7ErX9BGBL1tCOzEouVqKSGT4W03pLUAuWDl0FsK0A3Nt0WrtQoBgxgwQk3z2MXM83Jw+3XHctv2g+04uihjm050X3TwuG6WuZ3jumXY3g8CZR8aN6ad74nLW9wKRNMJaJJ1SdjtImWg8l6xGNTywVUmwGdCdDqywJEpho5T2CCV6BHxXim1rGFqN7bth9dDWOsH5WFo1Quve/FNL7ImQantldtepe2X6l6pEZQbMN9BhGaIrwFCwcFit7PkzQy7mWcMi6KZbrnFtl9sQnIjzreS0xY2baUWfUwZx/aDsDYApREg9lx808FV7cumnWrbubqZqVvpumlZN1E13aJ2NatezopXs8LVtHw9axoWfTM1crATPz/zCTQg8ZAsRFQtqu7Q1TG1O6Z2B3x3Su+fcqc/tB7/0/j+X9nH/85+/L/oP/zD6IdT/VnKHunknifulOLjuvq8rjzJpUcue8+mDgy2XyZ3LbeQupyG3gzh9+OSW+oG1SGsDUNaL6A0HULZzrUDWtMnV51C1Su1YW2SOS3JEzXZzYer8UhrFLVUUMl65BogteFVI6AV3WLWzjeC6ix14MrPfPmJKjx20pt8is3iLBZcJDw0amch3SJwO884hW5sO8vt2c6hU5czyXkzpvYgbYas2fzjrPnc7xwqqVXaLRF2NmVm0nY+eruMvBsTZrYFaf2QOo2uR7FtPbGHEdqFNEGin6qI+dIqk5b8wfalEzUGcwi6aGN7irhj8vfL/EMNPVYju35iP8MP8/RxmTkNkHU7tKoAUt7Op000ZqLSZiZ2NQ++HYWvFykzU3RwJYdAmBn0lgJeDZ2vBrBumXVydZ/SApVBZDWIbgbRTRtUOz6J9ItFJ/+F6WX77DJ27YFNvrTZmLUasmCwHfJNozYevJy73lcdtxWXqeoyl/3uls/bsVsrTl3R/Y60f923ftXxvB7Gb+ZxC+e19c9M4Sunyx5xubJ+ZyNkLIUcyXwswjUj23Z0k8N4KFqHoHLIW7SfVS5+W3z1O/TGGnWjiUAJh8l0rFnIFybDxH4QWjU9Qs3Kx00Lp7Wl1+eMujJonuXdYt0jEbdU4M3I+FXH+oKETPM0KFXju3ZoXXcLyZsF/G4cuhwHdD3AUXNHo5as5bag0xUdgXw2iQ5iviViYGPXi7SJLji4nJXNOtgioFSgVQHSiuF1Ja5UE2wdZ5oZrpPS2uF13ac0fFIXUElAJoNaM6B2QtoguukF5HZA7cDrNrxqQGojJNYgjoTXDVApObm0YYnrF+mbOXEzz5vpsoOvu+WaV65AQg1mSFQcYfIYU4eI1g6oFQ9b99AtL9908z0vP/AJQ0AkXWLDxjWsdN1IVXTzysWkfDbOvxsS74eFq2ndsCStzNDGDKzUwMlOvTwVkIXoWsK0dXJ1xHen9OEuczikdofU7rl09w+9+/9K7/+Vv/sf3E//D/9Pf5r8dKh/YIkTnT7y+Xu5+Cjm7pXSo1x6FHMPYv5BLDzI+bt5dF2xc9HLWfh8WrDzNa/UBJTPBBgJqj1Q7UNq2yN2fNIwuh4jGyb3sBr8xM/vFnNlslTaJB9HmQyy7cb3dY9c98l5txi5XeJ2vousudKjVH8WGx8HpWOuwBTzfC7KYwCbC2iF4CrjESpBbZq5Z0qPi+p9u6g2M6shuicDyjS+FstPTPPTuPhAhNYpr5wz0yndHNXTnouJ4+0gaePKfrkDKqPYdopu2/AaC66TyKaTexDbnxalpw5xn0BpHYjZoUIaEUh0P88cF5nTNHPfRbflgFYLbQbovh9ZN0EVcwjB6zlys8iYGczCpcxs3EgDZxPf2TR6u4xfzuPnk5SBwg104GLqOuv6dH3YsCTsQsUjNgFlEN10oFUntGpBai+07gXUopX+wqDLmaH4dSL4xg9+fw3cWBIuqGT3lOymjk3XsukzDk/W6ss4ghl/vOiGCKsrZbzNmr6pOb5q+77rBd6Nohdz4GZ0dZP4vc5+7gFcETSSKYRy5UCyFgrPIy4hZRfTfimC9H3xIhBueGwNy+u64euW5YwMwB0kW8dq7Uyrk60OaympHdRKTj5nojD9wq7P3RijOiPuNvYwm1D1ik2PmDVSgZcD69dd/8Uk5uSzgFoEFMLBJo2LwPnA+qZq1+XtFswIBk1JhyGntxU8/mIKTZNYcBwzU5iBKtjZko0jzHRav8xZmaJbKHukKqA2Q+tR8jAljtPscZQ5DpO7OqDkLGzeRBfNdN0h1HxyFVRrYbUVURtBuRGQ2rDSjazJ6LoFKw1QbvvlhkusWLnc7bygX5bNTMlEl8x0xcZVXWLZJVa8cjOgDOLbcWI7iK46AaXmFapupuUTSEAeQMoCVpewOgnKXRdHOrimlS7r5sXzce7dIPumT7zuEe+GldtFy0L37OzYLYwc7MTDL0BBgNRVfL1KaXt8fUofjqn9Kb3foOsdvnssPfzT8ON/oU7/yjz/D/oP/43644/9H3aVJz5zP4tv+Oy9XHzg0sclthdy9+v6h1Xrk1x6FLN3i8S2B2kFr5S4XRAWumDnSg6eBBUyoA7C6z6ktX1S0y02PWIvpA3C6jJ94jsfKGo3YYQRJ/YnYqtzZHo/S6WnLqRW3VLFK6MmFjPTVZ9EZe/F2rPW+WHR/FCrqtW8lA/x2YDcRPbD5GEQ303jexo7LvHjPHtPpvaV2LoOrToBZYqsuewdU3rohDdJM5u0sqlbJqVbxI2U52rov55kHGLBxZedQtMvDyCVBJRiUCvC61FiL9Q/SM1Ps+xjDl37Ir1IaFaB1oPYbprcTpIHEj3UwhvCq2BWrgFpXUgtOnj/2cT6TTd6Nksb6ZSVSZkZ5HoRvJiGb5a4hUnqloEX/cDrfuD9xHM+AMxtxDWJWdi8UyjY2YKdq3qkmkesuIQWpA6QTcenZG4XX9jgpC0ffpUy/7Xz8hcG85kPuoGiF/7QG2P4rSHyzuLVhYJGLKRPA6Z0wIQELFBUZ0jbXzWR95Po+RS9nCYNNOyeXtnhr/SmS3/cH+5lYxwRE3FQjNl48Gzmu5q5HV0vUvDgKSdU1F9XLd+TvrfjhJUvoqtiUapVRLIot9LrVmSTt7LYzSJl4oK2nsEB6xx+owkPm6dZC1dyshUHTxio6NXMdzYAb8aIlU3auKyJxs102EgBt32zjjDYkVvQfx7X32RM1qIzkMPiiV4CnCKGEXa7zFuZop3PGai0kUreLnE9lbpd5O18K6ANo+sFtmeIu3liPwitOqCStzCJyyl6MSVMVN0t1bxKPqgQMFWIUpUoWw3TnajYjapkSOvCq7Zf6rrFtoOtmemyflEz0iUTXTBSnwHZhpNvuqWGS+oAai+06kOrPqR1QKUFSGRA7kHqENamkdUMVqagNAbEvpslrXTDwpZu5tm3o+ybUebtMPNuULycNm4XXQszcHJ9jzDyi1RQZmFZjqjr+HqdlHf46pja7/HtHt+tse02e3yoPf1p+MN/Gn/4P2c//Mv4xz91P9xXnwRsP0d3E2RNY0et/Cjl7z8vxJX686b346r5QSo9Urm7YWJbD60IC5O3sgU7V7CyLa/c8kl1l1Cxc5/bw7MmpuIWe6H1DD9MKvez5XHIKxNBoqg1Pf+0mf2jkrufx7dlp1hy8gWPlDYzhIkeortF9iTXP0jkz/3WXauk1JJyLbZrR7eD2HaM7ijsMAqv+uHVMLFrhzc5QMv5FRJe9QLaLLaZxHcZI+38tud/P07czIs2NmnhQN0ioqdSJgY302kjlbYwNa/YDGoJt4zauUZQobN3QuV5kbmrR7eJsJwCpbJD7ELaIKINkE0VWqX9CmoTUSNTD6pdWCvYOd+7sf37fuD1ELuapYwUpluiN0vklko7+bxLiN8svC+H/tcj8GIWMdOYn016mZRTyFoZ7GaO65cFO191iTWvRMKrFqiUHVxKv/wCThU85dgL7PbvvBe/culeAs5XftsLn/mFy/Xa430HW28w23na+DanvySsZ7D12gMYdbnw1QS9nIXeDFO3TBpkoWBL5wu/sXst/hLomqdcUt4jJnRL34u+9SvS+Lbpctf8kaIfyTlcZd37qu/VKGmkakF1hJ962Qcyez/4/BPlEnATHT6fBcxjl7dsBkMWIOq3NFETlbeyNbdYdfC4YRk3LAI3veDtIGpcpsx03sLkrBxm4yImymvuGO1xAxjQxV22LARm8ViimQIZzMYmDcuMicqZaUK/TF9Ocd0i+m4cO5vkrEwdkDuQOkHWS2xPYfsJsiZBueRkcf0scTVN3cxKVrbpketeuRKUc5FlDpmUkGk7wQ+wVT+uDaLrYXjVA+XPB5MVI1XULUo3c+JyWtAtykaqbmObDq7tEnpeqe0ROj6J9CskIJOA3A0qJCj3QWUYkAcBaeQXhx5h6JUGHr5lpSvXs/z5mHg7yL8fFc/H5atZ20iR5uXQxY184giUppDCRDQWVkVYWcXW28TqgG/v0ocdvlWwrZI6aLnjofTwqfPxj+THP3U//qH94an8oCR2TQdXcfAdUJ0hGyF7YlJHJnVkMyeh8Kg2P64bH4Xywyi37qaVOqJ8tluqPqlg42ouoRtQGi6xaudzZjqlX2C6edZIdwLKJLlfVp+V5R8E9hPD3inUR7J618HuRrDW8ikFK1d1C+3QuuaT0waq7BT6kTVXfJQ6P047962aUM3xdWzfTRx6sc0wvu0nd6WgnPWKdXhFwlo1qFZDq2F0Q4JqG1SaXhl6O3z/V2XL70n0el6082k7j1j4lIPDTQx0Pg2fzaJ6KuWS8ODaZuG9RoZwie2QNkrsJol9F91h0DpsZbHbRcnJ11xi3Sc1AlrGL8esHGbjS6BcdYt5G+d6M775dcP7TTdxMYvr5ujVAtNTGTtbBpS8Q4AvZ/YXPf/bYeh6nnVLZUCtBlYln5Q1s8nbJWagig6hHVAG0U0/vCaDWtnBp26XX5RKi1i1eIW7vg2ZXwQN78PWNyHz94Gr7wHje8Rzm3fZq86rvO518eoFqjsDbc4ABrvG8at56EU/cUMnIRZB2h4ofeWCbp2I31nznrfhm2X8Zu7+sn3zlwXDlx3QMksjYiGppCHeczm0v+4nbpZ5p9CG1AGktgNKI6g2QaVg43ATFbyZW886dgfhBDOuUAYM1uLWGWGkSw6+41NqNgGzMEFTP3jbDpnGKQdb9cgtv1LzSHk7h5tZ1MEGgY4/TIDJcjjTiSQ6aGCad/NZB0+4hKpHqjv5uo2t3C6x80ni7Th9s2z45DaodEB1CGsjZDONb6bIuuUTMccwYRrkrEzVzldtbMPO1R182c8XwstifN5IMiSujbHDGN3NYttxSO15xYaFqRipsn5ZvJ4VdfPi9ayqX7ZtXMvONu1s08F1XCzpYDtOoeUWWx6x6ZbabrHl5ns+oe8T+37+c9dc3yN2nHzDxlaNy8LVtHgxqV7OKmeTxtW8a6ZICzVyclOvOPaJ44C0gFUaVnlIVSPaHtsdU/tDarcjDmrmwKJbKbVX04d97u6p9vhQedhnTxq+X4SU3O08/n5ccQjDkLZM7ubx7Siymie2S+JOLD6plY90+b5T4MmcOCC0QXhddgs5t5CxMUUr2/ZIbb9IAkrDJ+dtXMZMl+1cF9YWmeOm//Mz+8/P0v+xnv1JGP4hmzw4LuaYkakDSiuo9sLrYWzXQzaEiYmfzSoufoEdpcYPDHnX7nC5ClUhdoPC45S4G+KHNMrC0AACR2lIbsArMqx1kU03vCIhtQWqWRPj+bb37b/N3f6qFTkbp28p3Mygdj7nlQmL4HszMr8hvVeTiIWCwLnBMfPqmdDlDNUva165C69a8V0yuHbfLiO3y7ybr3vEmldu+JUiIKMWNm6ksc8J6fOp7tfNs7+pOH7fQS+myVsqdjHDdcu0mc7ZONxABd6OHN/1vC/6SSNVB+V2UO1G1h14VfcpOSuTMlIVl9ALrybxPU3c0aljD1QqbuELsrTNVMb2bOws4ToPWcwRSI/ELiO+s4jDkPM7O0FH1/mudvHb9KsXUYM7QuCBcVI3C74d+N63IfcwjPeDeA1EagDUjoBT1E0h+nnkfOr9mrz6i8LFn+c9rwaEVxok77qRfcbEwm8nofMJfr0s2LiigyuamYyRzjn5slvEbhbQ67H1TedKR5jBhDOUBMJZNDgouPiGR6w7uIpDKLjFhGsOWZohexN3U1W/3PQpzaBScoppA521s0WvkoMlAuGIuJRDZSIk5EGxCiglJ19ycA1AafmVmlPI6haJ99Pc7bxuZ1tuseaSWn7ls87fC2l9SKt7xbybqnqZjl9sOfmKhSmaqIqNbYEyGZG6CWWQ2g2xwzC+HyGbEayRXrFqpksGqmphGnauZmWrFqZhZdsOruPkyZsSGrIAACAASURBVM/PJXTcQsvNN31cw8e3/ULTzTVdXNPFk16x7xX6fqHvETsOlnRypIsjnXzLxjYsdM2wqOsXTcO8Y6YHVqpvoUcubgJII1CaBGU6vOKjKwlZqfH1Ht/t8d0a221zp1XuuIxqi4i2CGl0dCWl9lruTsue+MRmBqt1Gxd9O8Z18zaoTmMbljgxmSOTPrKFR6n2Qap/nFcP3aowqGqDymGcPjYglXAKqJFKGKZlLzuKrIehFRlUyy6+4ORqfpkMKovkbt354WHxD3fUP6mjP2r1D5mgZrmal/zKANnQmeM0th7AagdWchYufj3DLVQNESbtDTPdtsdMoU01c7tR9mGWOfZTh0xGQhNzAhXq2KGfOpHRLRnZtGC1FVSHsV3eJ3vfTr763/Pf/k0BPh+nbxdpO0cEpLSfDTsm5puawVCCzZO0m00iC9A3D+lp4OXQ/U0vZqDTHq4QVFFA8+iXMQNddAkkpHVD6yaoFOxcXL/0n0+Cl7Pgq6H1l41Xf148+7u663ftjG6BWzjcQGG3y9jVPH49h18Nzb9p3XzTDunmZUBtwatubN+PbZsBtWDnMqYlrqezNq4OyGN0J5WflthuGl2NYvsvKuk9Vpr7yzlzOuqKZoLhbgDpexIlB4EAnai7E9A3zS/L599h55ZkOBmepfVM/LsB8K5n1RdN7rQ7lg+iHSQ6IYJCzi6mTGzKyAa+6V7+ZeHb/zWl//s6ZqRboDqIrktWBj+fJC8nqdtlzrAg9Iv0zSJlYCPmUcQ+Sdk45Gzq+F378kX6zBo2wGFHJBaC83mYqnmVlk+u2zjUuETcM8QzxPzDdGhah9TPO+uyW8xa2ZSRJqxsxSd3wptOdN+M7JrhbRNa10G16JfzDq7qEOugWAVZwjlJmkbJm0VOv6iY6YqVLdv4mlMgQZUMamRA7QVVEla7AW0YVIc+sWVnqzauaOOqHqkbUMeh1RjZ9BP7QXzXC68HIa0LSjUL1bAyTRff9Iodn0j6pbZParl50sOTbr7tYNpOtg9IQ1hrw1ILYZtRphWh2kGqA3BdUB4A8jggDQCx4+I7Lr5jZ3tuYeDh+l6h6xZaNrZjZ0gb3bMzUxc3d/FDOzvyCfOQOocVLrISkJWC7VVst07t1/h+nTqss6dV/o5NbGchte8X+35pHlmJ6ZNMHAVst4yue4Ccvl0i7ycVpzCKrqTi47r1USk/c6VHsfpBbnxgaw9U6zRvPoxrT/PsfR/ZFN0CYeNwB1UNy+PoZhzfDuPbNqRVvXIV1BpeaRBUWeIkNz4I5A+jzsM0syfRfS6gdqAVnTyIubsFuusE5DGyaXmlgpUteYR0bFQn51NKaC2W+e6snOLrYbUb35PJfatwbOcOJHGaVT4sah9J/FiPbMnYfprc0cRdO7aL6pav/0PtzW8a4asZYaAzbjYb4YqInIZ4yDpKAlzJrzSQXTW3jQaokJ6C3k+Mf193nk0BywR3sZhHDpnYlIXJ25l2UBtENy1oRRhp1ED5L2but0P3N6T+ryvf/dvcu7+tBF8O6na+Dijt0CpnY6OX88jl3PFly/Bly21YJjxiJbythraV6K4VWhdsLH67xPUUqqPC1/OCWxgn9mz2nk4d2fRxnNh+UazxaJWEiwUgXg0HWMQlohAdRBqBQiYwQK0dv7Fu0xXMVgKMJKqYYwF9P3T9suF607DZsp5Y3pHEoFgjAY+Ttnn6dkFcL0KvBpe/IL783yJf/y+Y6/edjJFqBtRmUCWMdMZEpQ3LxPUie7PALubw+dBvbAX8lai3EzXM/O/711+nv/ne/sJh1sVc1lAoEe1XYKVkYfPGBW6chi3doKOJBseFKNMIab3QehBadQJq/nN1w+0yY1xWHAIZUFsBpQ7IzYBa8StFn5T1yGknVwT5amSZh0nMXY5Zi7hpkjfSZcOiaFqWzEzJylWdQs0lNNxiN6D0IKULSF2f1HIJFQtbsLA5C1Ox86RfGofUaXwzTuyGse0guu5Dascnkk6u6xG7oEyCUj+ojMOrUVgbBOVxUBkFpCEgDQPSGFKGYY1E+UZyUUaH9cSwHVv2wvI4ok1D6iggd118x8H1PPw4IM9gZQrKI6/Yd/Okne3a2b6NGVrZsYMdO9iRk5uBMh/fCIkdG1vT0RWPbmVsp+VOu9zpkDtt8iclfaCj6wkokT6xbmd7gCykDuvSo5o98fh+HtZqdo4w0lW3OI5uhdzdqv5RKj6y+ftF+ijm7zfND7v+z1rnB7H2kcneD6Pbz05BzieXYY0Mr/uJ/TB16sR3FVjNwWI1qA7Cmym2J2O7YeE4qO1QfJMLaF2fVHTw0+RWzN0N49uci++GV31Qbto4MixXsEmjMRlSQoum8HY3GmtHvIN8QGtEd13ivp9/HJaels1PTOfHcem5GNs3E0cqdy+Wnyb4EdNTt1+2bS8GmG5ZcgipwBSNk83CuoJscTNbAxUyuO6hh1bhEEcY0EGD13Pd39euv+4EddMGKJe9Enwxha9mKQtbdPDNoNIMqiWXkHUK8OXc92oQu5jBL/u2L1tXv2pAZ9Oagx8G1HF8UwcUVM/AF1PLb9vQzTwfXJXC2wa6K4VWldi+GVoV7VzWzCYNS/j9xPN9P2tjB9ENgx/YzInLnPrh9RepPpms11KFNgKNEYeYdEhprwiBdTCb8rYRfcNrbfjctUAoh8fDLe956/pvCud/lTFf5ZxwGszkPXg6gJFgcAh7xqiLjVhm1rPa737r+82fBc7/sgC9GiZvFgUbV/VKJRdfsPNpA5W8WiQup553NcNZ0uvOxqJNxE8GdF3r2/Kbb+BvL03vYZMes7vReDLWz/iZ5M04ctEC9eWArRL39/JRrgLLLZ/c8ctNl1CxcembReJyltHNy1am7ZNaHr5oYqouoeaTUyYmbqfivgXiJVPRXhZrJSIE7I0FHTHUWsON44J+SVzPMteTkoWpOPiyla3auaabb3vFlltsucWShcnoF2n9Mmuk6i6xCyrjkDpHt9PEboRsBrBG+uTP3QNdN9/xif2AMo2uF/HNMrZeRtfzsDaPaPPIaomsGXQ7RzcDnG/j01q62yBIMj3pY8IYVecRbQIpY784BqQ5rCxC6hxSJoA48gkDrzD0CCMXN3Syg89xVY8wAyU6upLxvYLv+MSWRbcCtufRvZTa74r3x+rjtninpA9sbDMNyD1A6XgkEpCo1F4rPWmFO4k4MsndAFKbfrkT1IbIhk6flOqzUn7mcvdzfMcRd2rtad35tGp/khsfhOLjFN0NkM0YO3Ri21Z024psO/FdP3XfRNelqFDLyF1iO04c2gGN8EltbM1WH2uVTyE9FXvZg95NCnaOw/dz4lT0SmWnUHfwZcu8GaBHeWnRX81m2+5cxKodB0RYrcWEm+lEdiPsNMw+9ItP08YnvvczTf6QSa4TQW2UOsmlpym6i90sjd+Qju8HmJGphrhoouHNFNHiNIbQIQuTA7ROeN1Hd738fRHfhL1s0ESZvyJN3/XyHmka3/YiK+Rm7ns9DJ3N0OtZK6iOEttBbFsFldjtEjXROSeHXs8Dr4euFz3f+zFmWHZcfBuQcQMVuph6Xw18r4YFQGlFN1381MBXzdS2kbxrhDZlp5C1MFkHB19MPS/6KRPTBtVZfMumjktsXwekL/B+q9xYlONy3MKGDFTExoXtMy9Q9KSS5nzwPOsz1wPeeiREpJ1O9Ddf2v7iz02/+zVwpgdN4TBMFGOJLpJaQPGp19dyeipGF/7GDP7ire79S9z+dS/weoBczAkj3QCVRkApu4WcnUVv5+6rsukmYTLHI1AjA8zixhFw1jG/LOuvUiYAscT99pQPIDA4UY6AjZC1DuhLgLmEA8NGTOogmxa87ga1plvMm+iMbpG8maNXs4KJalnohoXJG5YFE11x8AWXgNhmoLPqBNNBNBtLFaNJDI6EAH/QYw9GrBnEVIjpOtjlJHc7L9vYspkpG5Z1G0t65ZZLbHvEtlcomOiciS6Z6aqNbfslMqAMIXUS0rqQ2vLJTZfYsHNNG9O0sX2P2AOkIaTOYms2sWMSOyqxpRI7Gt0ukfXnqWPR3TSp9dNUKzNs5Xv9wniUX0wzApvcMsh6GVaXsEJHNCqkLoLyFOAnAD8GxHlQmvnFoZMdudm5T5qBEhffypmjnNor+EFKHwR8J6UOIroV4xuVOOzK99vivZY9idiejq4mQXkASN2AMgqvFtiBJe7Y9JFK7iYRlQTksotvQ9o8feSKD2LpUSo8Utk7irgTS09K8wOXv2dzd0L+YZk6DKKbWfpE5+8XmeM0cxynTkP82ETWpZDYTG2H+dM4ua+6JcRE18MbufDIVp7ygHrxN5Vv/k3W83V3jGxX5ScKO/QCatUjpk2Tqpfhig/r4c/C8Mdx75TKzezBisXaJDzSILQex3cD/DjIPY6rH+X+z1L/p1xadDtnJWg1ie/KTsHzZnTzdc/8qhu29tBEx5euJSpMqbMLxXindRyDVq3Yls49qL2fqcanErzCnILju77l217OI/bC6zasxfW0883A9rqd9rIT4m5B3E2xPRlZ5ZxCysImdQvv933obBJ+NwbOJqHbJXo1S17PY1cz6Gxq/YoEz2dVUB0im0n2rpXVOoVNDdsXADljogkzQ9hY+GLq/r4fvZ4X7Fw/up6h215kVbDzX5TJZT2zi+ko9/d9y5uByzRwWht2KGVJhq4Snjcxj64KepoRIINe2Fx/9s3r/+nvv/u77/VvPW4bGknkyXSMTcVYJDzwuHMGF3QFOL/1Xn7lMFjsVd/bMfB6EH43yVmYBqA0AKXklTAnG7YP3Pai0512gbmwu4PrZsmzKfCS9F32YO8AjtcCKdyfTQTzKV8sYfMidmfKYyumwFE7ofTju25Iq/mEuleqOoSilSk4+JSbSdmZkpkpvJ+kXvYzN7O0gcL1y6SNigIDIJR1JhEoj4WzyQAGB+NwEI6A7mjAhIL6OGwoYaZR0cqVTHTVTDetDOnkej6x7RNaLqFq47ImOmuiSma65RRabuFzeKflZGt2rmJnK1aubuPadq7rFoYBeQiro5A2QVZUYsckdxS+p5M7Orml0d3/N3jIZhFbj9JClxj3iqNRZTQoDidZmk1t+fiejayogLwMyouAOAfFBSgugtI0IM+D8hQQZ6A0A8UZIC5gRc4cd7XHXflBy97JxFHOHFbZu23utCdOWu6oZI9Seqfm7hTiKCS2FKyOAXHw2ZsIatPkXio/Cdn7RXzbBZWcmS46hW50vSTu+PyjWH3iSk9M/oEtPIjVZyp7t0C3fPaezt4NYqsxuuOIOyZzWhAnKn9P5e/n2bsRfiSx06z4yBYfO5Cad4mEU+SSBz6xJSPbm/fzv/43sctflgbI7lC+V7OHEaxVPCLhYOs+eY4dlMaz1PpxWnkikgwIjYI+OueRe6HVJLEboIdB7nFYfOTaP6wHPzVKa6drELEwJSeXuF2Yvuvr30wcli4ElVzpXLgyF3r/qFH/cdL6KQqKSHjVie/F2ofd5I8q+eMA3Vf9MvhupP9VM3Yzr3ulpl+JGijLectmKaXTi251M87tR8n9ANlk7Wz0Yur5hrz426rv1SD+chB4OfTeUEHdMmthc24RNdL+NyP/+0nOJQxCmylxP6htO9V1k9hVw6uSk89ZubSJCbwdWb5s278mUd2yCa/I8KrslZLX8y86hS3ukq2/617+onnzsmqyFU2BtBmLmlO4I521l6KeftTZDOgwy9ee87+8fvM/v/jyF8Z3lz7QDxXx5BRHKDQ0DUItO4ybkIg5HjLFAA9K4CCD3jLI9Tx0Mcva2ZpHKgWUJMDDbjrgmoLugcdeDzoboLHhft/2vxv53k0QM00E+Sy2wIuDTLkRy+c9SMwCwDYgHgCKBDxqRPh2QKl7pKyDJ9xiNbBqhDZlQM77uJKbz5uo9OU0dT7Bb+eonkKNTAJYRtG2F0t4iZA/H/Bl/J6kx4+AXhD22CM+RxhwJcKeStLVL3noupNrOriOkyUdbNvGtG1c6WaWuZphN8vE1Zy4ntVMdN3KFA1L4naZNbG4fZK2jcsOtuEWux6+7xaGfqEfkIaQ0gflMaQy8Q0T3zLIZhnW5hFtFlbHsDyF1VFY7iUXnVy7Var2apVeuT7OTqi0Ssc2c0hZ+sWpl594+alXnAHiLChTsEoFZRpS+MiKj664yIpDNxJxXJcfdpXHbelxU3ncVx7vGg8PncNDe//QPK0Ld3xyL2bv1OK9mN7TyJqKrMeQMgqvxuiOLT7KjQ9q+6NS/0Bn78nw6nMChUqflOy9UnlWmh/l8tMye7fM3jGFh3FsM0G3y+zdLHWYxHYccRLLD3z5Sag+i81PQvWZLTzMUsdl5Ynp/tzEdhVAiZxNclaWDGltUMWM1Le/LF98V+gFhU3hblN+nEdXTSuD2/iik+8BypI4LapP1byMxsex4CJm4XAL04K0XmzbQLatzP0g88AUH7adH4blO4er49cvsnYO0y8B3TJu5+vRTS29Tha4TFGlcw/r9rNcfmomDilkXY9uFpl7sfrMl596yKbsl6NXc9eLAfhuEtMvUybGfTO61ZehcCtfmfc6Wju/bqf2g8Q+bWKiunnwYnb7cuR4MQB+XQe+6Qau55iZrti4mlvEbxfg64H39TCup/MeicwfB32tXlUq6X0rsqv7pZJPwsys7/vexd9Ubr/rZTxyP74bYIeURwqez75IgbT5dfvbvya++W3myoTZkXyiOq7UpEZuW6yskt0OOAuZGxZd5vYFfP531jd/dvPi12bDe7vf6cciaDOe6gTiZVMQuQ3BZiQCJrNpgmzgUtklxS6n8KtB8GU/axeKfiXt41Afm3RJmFsKOaZh1yjhXUC6kf3bjv/1IGFcVrzSIHEYFO461U25Mo1lSgCOu9EIiCMRPJ1MlLFwJQO3s+FZLsqWYmojvmlFtrWAUnYKBcMydz3N3cwyN0vMyKScQgHiifgEThb86agvH/TmAQ/hdeMud9zlgn0ADIeQSDicQJBCJtKvhKgOJPZ8UtfNt+1s08aW9Yv02TjyagC/GsIv+ujLfv5ySlzN0hfTlHGcck6TnkHG1a8BVDug9AFpDIhjUPysMIxAeRxUlsiaRtbLsLYIqbOQMg7IPY/Q8UntANVC+o1MtVrINou5bq4+wAfjGD+B5JFPWLj5qZMbubixT5gF5HlQZkOaGFvL6HqF71RsKyAbIbEVU3spfZQyp1Xhfl97vKs/PzUfP/aPP0/2P08Oz527XelBK9wpuZNInNT8nZA5jmBlhmyo9EksPqnlp33n07H7467xgU0dii6+6Jen+EHO36nVD1rn46r+xBB3A2QzxfaD2LYLqZPEboYfZuiOI05q9VlpflCan6TaR778KJWfmPSJLTwsax+72YcKoMBvhq6vyejlrO4RhvA6cLW4+bpVcfNy7k6oPC6Iuy6kYnY2bWPrfmWIHdq5DY7NAqF2yDdD7QLh5NuRbTW5xTE2RQjF1HGUfViRP/Xyd4B/irulmkdq+OUKoAxjW7H4wJc/TKrPmeg6YWIaHqkFyiV4nY6sM1Ex6aOb0c2y+ECiuxKgtiAtbWMxCxM2UKBhfqUv3HiION5v12Sh/XGWvR9kTmRkg93Mc04+ZRdc51Pvu7HtN63b33cDN8vUzQK9mqaMVORs6noxsH03AM4nKa/SquwaJF+psoWMUgqtWwGl4VMICwu+Hd/8phXQLTrRDUWchMJDySMA57MvLK/qX/0C+tU34EsrbMMxtNtqdNaD5B0ZXDXiW6w28nYBb9vjroIXceuvfdd/oT//rdF2BUC2aMSLx4Fs3IgD70LGd5DZEUULmeUgs++E1vjt0vdt1/5lx/P9ELKOw+AgBS9TPjlhpFMWFnUySbeAO8WYbhl8Ow5fzFJGqg4oA2QzS51GqfsixkXQVjCd86QQHw76cTCAwUAcBGJwBCumiUE9zbUwqY1oJLxquMWCfpm9nqWv5vGbSdIzzcbm5dQIxUsgjoD5YLAShCtwsATDpQBUAOB8EClE4tlINI0kiGylNOnlhH5cHgQ00ivWrWzVymavZpFXA+Br0vtV2/ebZujLVuL7Xvi8HzXUYq58MlBKhXslaNSE572YNI2u52GVCq/mIW0R1pbR1Sysfg6wzkLaDFbHAXnol3ouoeXm24FlC+01iEopm65kiBbeaiJkJzDv+bmeixu7mImTG/v4GSTTkRUX2wiJjYbv1pm9im2VxIYLr9jYmo1vqOhqiayXyEYljsfK46f28z/PP/yL9OG/yqf/zH/4w+DHTfFezBylwsO68ayVHylsN0ZW09iWxg9LdKuW7vetj5vqk5g5Vd1C1sn34js+f6/WnledTxvyk1L7MEsehrHNIL7tw6tRZDtJ7MfIZo7uPp+wiMUnsfgolh6l0hNP3Av5B6b02MGP9dAmcjk7/2XR93qwTJ/kwkPRLULns0X68DT743b0h3nlqZVY4T4Bd/EZt1AKqxVcjMfHPqAZBqgcuC4H1FH6odhQgrlGINeKYHQ9cxTJn8jcXcQrFNxSB1B7oDqMb/uR9Sy5n6cOi9x9KbJ1vpviOqrmEwmfkg5p0dAsEaDq0Q1dfOyj+wa0GkQ3bUgZxLdN/C4YmBuCOajYzVeYafVu2/tJa34YJI9Vv5Q20iW3kHeJgbOx5/X4/Ov26xcV58Uw8nrsezkG3oxd3w2MvycNv+8GrhfpgFYtrVukUC7RRVzMh9dVr1y18Sn9wv1qZP5ukLKxvfBKyN9zmWPNKybMzBdv/yr3/TfoGw9kzSaJ4aA5ENqZQ8knEyYmB/HRchNoIv4GYiNCb2H3f3Aa/lx/9tJtd2SinjLsroHmsvMNdv0SuTgL6WE838vuG6CSNNLBt2P9rxq6b8p2S90PlGOxRioyjRoZ8O04crtIOtikjUmZmMTNInIxg88m8et52S22Qa0dVNuwVoI1PMqh+ADK5EE86omDzrjHjbv9GRBJ5wi838GUPqZ1kFULWpVdPKFfJq8XccsQAZpovJrKVJOpPISjQAYGizBUCsWriUSdwJrpeDWBVhPxUiKZS+LFTKFaa9Wn3SxDIhLpV2ouoWBhsoZl/O048H3P/WXL+rcV619X/L8sga9yntsM6IgjQZRAyoX4gERnXXQ2THF0ZiemjyK249ANjayp6HoW1ibh1TCqdkNiLyj3ALnnFkgX3/bwnSDVivcryXIOT5WxYj3eaUQGTf+c9FBdNzd0ciMXPwFFBtmI+F7NnrTscZ07rom9lthoyIaHVTog0UF5BojjgDQOyExss83fPbee/3n+439Tf/7vq+f/W/3hPy5+fmw+a4V7IXevVJ/V6rNYeJyj23FkRULqKLFfEEeh9CiWn5bpIwlrhJOrw2uaOKnVJ7X1cdf/aUv+IBQeBol9Fz30EutWRG3BWsMvt3zyKLKmsQONHzjijiVOy9RxFtvQ2J4uPrbxUzm0jZmXN9+U0g5eq384dX5YZu/qPlkuPXya/+lx/o9858OkdGjjd/XYPg+vCpFVOb6Kh7hIkMVAtQyvG6HNIvfQ6e3j9Vas3UgXp+3cRmz9MC0+FaPbik+uu8SKiSbcPKqnKl5pmNhz9Q/D/EPKr3VDq0Vq344dcURKI3wzfqiDyii27YS0XnQ9Te6X2Xu5+ZGqfcrnN6km3xxsutU9V39+nP+D1vjQjm7SFjZjYUteMW1lwmdTwzfN371KXxqyTn3eeVkwXTau35T1L3vml0PH61HUxBQj2075btjdk6VNBz80kE3RyWdul7Hzie3brvv9hLCxk/h6VXxYxrcFB5cwUF+8+4uiWdf15svxbn04VPn6cyuoBd5PbG+azgDuySddxbCNgG+j/m+9xr9yv/8lfKPH3WAbDo0DvrHrrHH9KnP5Fr28TlqgWIHw8OjFzPctaf910/y7luUiD0MEkSEJtBd1dXzvh57r/5el92xyJEEM7OZ3KBT8KFIXxyN5JCXt7i3NrRnuzOz46ZnpaVPdXd6jCt67RAKJBJDw3nuXmUikQxpkwgNVKNfVdmZFowgdRf0KfVj9jRfx3mta9M2Emf9jHMq7gzo3mq7NjnOrGzmjcno+Z+LLzmHJJSftsh+kPL6ay581AQE95LGGnZ6kLxtvNkMiCs/q4ChnEsIqwnVYse4VbOd5uyPhCkWdYY8LAcGg1xp0GUMOSwwE4t5wJpNKVyLptC8eQZLxUDIdjebT6XIh3ywkuhVfv+zgcno2reViSip40vPuYu4XHcu3Zc3vMqrfJVUPAqpdQKezuh2BoCeRhavVQB+P0HiUROMUlZhwkSUdmNBuqecUuja+7RDaoNzwjspuqWwbVi18zTioGdiKia/a6KK7mYQycSSRQ3IFqJF3dAtGvKztVfVkTc80TCwGiCQ0YvzTQXDGh2Y8MhUDkyE84j0S7x6yVq6vZwgji1s5zM53AZENTGeZy7va7b+wr/9f4c1/sK//L/LtW/T1vHzDRlZ0eMHFV1zikggtmtAIDy/uhX9ms2sUmZGRZdstVywCck6GtIMaIJGB2TB3LddeioVrMX9F566qSamcxRJIw2tsQIdY+ITMmwXUNyH8M9Qt1wGx7BhWTELdMWxFV+X4IgVKsJbQ7Tb85yQdnE1yV8PiTcYqho76ZGghdd72Gi+x3AoPLTvBedU/y0GTjGcaBeSIa+RTs4iKLjmHbHJN5tfZTKfLMCPpJdd5OSzdyLX7Qf1lE5lXAaloFeHjnnOrU/dMuMx6Wr1DkTmi5zpumYAnzdAyFh/G4vMoMIEOibiaLjnkqksqOCQituTzN4PiHVa/77VeMc1XTOlOKN7yuasmNI4ZOPuLtnOrmzJxcTUDHfUOdis7ipRBkzSeR/d1kedq19NTy/Ze1LCLm541fGdkFZmjuWs0f9MKrzrIou4ehVWkYwdVflPZ+yhj+KEa3MdbDpGGx1UzDx0TzuetDw5+X7RaWlC1mK6hIikR6wAAIABJREFUeGrZBCTro8bTf4h8+41lS69RBIwnbv0hpHwM7H1iePQV+GIrfqrJahyYyU7olfXjZ6mnO6GDA/hMBdtUWq/iUULxeVHxu4zms4LjaRM4KkLOOOSN28xh9V7UuNMEVATs7JdAuQVN81bRv48Dz1ueHRTY7CAnvaSOjWuZjJnPmviYho7q2aid8VpRizFrciOOkC+YjVXCdMMl10xcSkMHzltOZcZ4FtLqvGo7oPc5rCmHNWayhc1gxG8PuS0hlyMKQ8lYPFMspKupeD0X6xaTZD7eLwR6xWCnHOuWI1gJ7mUcvZgZi+nxhIZKKOnwcc+/03Y9quk/y+u+zhp2Yhat3+3wB6FMyt+qhYhOhMWjHJkQiITQD09I37QHSoRd6DmHmFPseWQcGrXdUs0uVoxczcjWjUzDxDQsg5aDq7ixLFRMwalcIF/0NUoetGzvNS1Uy8p0rTzuEHCXRLhHpGdEeyeUd9QHJcYz4iB54BuNAtOpfyK5ZR4QBg5+4JIwB991CgNkvixev6Pe/Lv443/wP/7fgx//QL5f12+HqUsqsmJjKyG1HsQv0OCCy15dUz/xlTvUO+46hzWHUDRy8AlpP+z7FP2ilRfyV3L1blR7OardzfB3g+5lt9XPpuo2U8qu6ESVdNYwwPxTMjjvAsOiaRDXMDkdVwHkZnjRji/LXjnj4ENaVv99HTnEum6J8E38alr9oIzBkyX6ZtB+Xcqsi8ii7J+X4UnWPcq4x1n3OO2QAyoKPukX7EMqPGfil7UoxXOD9XR21bleFG9GjZfj9mu5ckdHVy3/tGITi0aOjS7H+Ss+virYeOAAy6qZrkdCI6tqeZQoSFY7/eJB1rbbKVjFhIYFj3oZC4+FFv30mii/7FVfMYUbsXDdS1wkrULWyGfMPLiH6X+oh87pkl3M2IduM2e3UzZTxWzIa+3lY0d4TwMdnMQVm62zh7WQisYjSypzRcQveqE5EZgWTbzvqGd42tj/KLf9m+TpF3lgs5PX0lULm9EwgWPCutH4QHeO+vP1NF5tVKeof+Hf6W78XeSLX5ifPAKOz/0Ki+PEZHlhPfzI9vWn8KPt5N554cCKqawDlYY8Oczt7gX3jT6rOxCzA7H9Hds3H5m2PkkZv61Zvq0CG02XsmJ1xJQW17nabVLmg3q2BIzbvlkTGhf/OPVUM6FTAjnpBY56gcNe+JQMnVPeY8Kzh4ZOiaSSjisZ91nPoi1ZQcSB+JBkIuPtJ1Vs/ASHT8sWNXxuNChc6lP4/Ag5UiWPbRWts2x15AFHBLIGXY4QCCI+DxINxfLZRLMYYtHQsh1a1XyzGjQsgN2Uuxp15SPuEuzMuy1ZSF+ImbopLZk47YX2u45HdevDmmsb9WlaYUc55apnoF4hwNRCHBbk8Miwn5iQoWkfnmBOEQeGhEvqgRIODDE7j1q5tomtasnKOVVWknUd0zIyqEPAPMOGDy348kk4kkUyJaRcDjRqXhRzM7iLQy0samF7ThF3iiQg9oEh5hD/+BYn3SMGnozDi1VyeRmbX0YXy9Bs7JUFQMRsPAqIfHh+2371b/y7/xj99O/DP/wr/f6u+XJSWHOZKyqyHKQuhdSaTq252LLmnyEOqWzlG6ZBzsRl9IOwkgzp2Bwo16AJl7ocF69nzVdL7N0l9X7R/5HH1miRg8Ca20wX7VLewLRBmQhM2xY+ftJDTomskauCEh6aM4lLLDBvgqOqfaj/vrrzmwRygJeNrPNFx71P0JH1VeOez10HA5dR/7wSvmiFlw3/rBNclqFJ2ipGdSyipBO6QQuQ8MQ6FxegZMgRNELqRErFENHVuH6/btxL6cuWd1ywC0UT33KKg8iiCcgeRde4X00ZuJZnRCYvscq4WKRObfn/40PV/qN0UsM6N1tn31bsz9slYNjwTcuBRSF1jSUu6MAsaeFjVrEDTxqAhCj6rp1u3iLg4UU3uKj7Zin3OALLoIsEnZgBaFl0Xd1ha+dp9fRZK6plW55RDRq1fJOOZ9y0CbEzEtzqmJ/UFV+VD77NP/8io3vaSiippJLOmvj4OQkfYh+YA/Vko9ND5W50FVfTZ5/nP/rPhge/textJhRH2eOj0J7a/J32xQPPD1v5vd3ii4P2UzW3p2Sf7Tef7sUUZzCE+LsRV9+sKmw+sf3wlXn/h7TlRcv8om7aKZjOE3ZHwmRN2HW1oImpACPMP+0h07p7VLQINYdQswkZDRs/6/sPMO92N3TaRxSkY6Nlf9rwHuLuPdS137OdNw2WuB2OeqJRfzThd5TBs6r5JKvXwCd25ab36RPks83Y16elDX1719lT29smZ9VpSzkNAZMVAe1u2OJAYLBUgMWmf1oFpIpLLgJyGRKzEIa4sm5nyO0Kg64o4Ix67emos5ay4BFFO3CABfYx3043fNwrGNkKQJVdbNUtNCGpBctEYIQFJRwZk74p6ZZ7oNQDJcI1RB18y8y29XRTQ9ZUZOmcLCrIsoquG9mulcc9w06AKfuqOX8q4g9kIolyOF9CKhWo1bD36iaqZaCaSrKlpeoaqmOgO+ZBw8i2TAMMGNLwhAvOpOh8kVhdxlbr2OImvV6GZ4vAdOAd467hAB5fFG5+Iu7+x+jNv49/+jfm/U3tbpZbE/AYhSZ4cN6LLNnsWi5cZ+CR4qBUh6ZVAxtWkP3oYtp4OS7djIq3YuFGyK2l4vWk/nKJvllhb1fYe7F7z5avcj7BoSETRr5gYqt2qeWb5r18xIwmTP2CWSiY+DY0ppPrrm9acwyrVt650d78VeTsy5T7WUP5Ve7sWQE0d0thPuzmXXap7J1QqTWXvxaKN2RyjcaWaZcc1LN+BeU76mW0TDu5SudkQzT93Ox6vBV3KaiOd8wWb2aNez59UfVMYPUA3MVSWqYFDGu2ofug4Tpt5ixi3T3qxldY+aqZ59X2zN9+fnh4mOkgq5SZc2x3Iwqy6hQb4LjskpOeSSe0bLmknFXo+GdSZNGDR5EzCj4mska+A4168VU3foGFFmhomYUXDoDRGXBQQ4OnlHqjY3rWjpziOQMX17IxHZvQDmJKMnDYA7a7pmetkx9q+4/yqhf1lEUsW4WUhk0aBxmHVLBLH1RyU6Z5MUitkioGeNp8+vPQr/7C9OzL0Olm8WA79mLX/EKnfwLsbaW2tsvPX5Qf7GHfbPa+ftH98ln+yRakUdsziJnzqTnLYf38MKhQhZVnafVpXKWIKY/ChvMoZCnFQbbgntThSRWUisZBTk3nzEITlDtuueOSKkYuetwLHmDeHRR43jI+qFoeVqEXbddWx/a8Y97vqPURtdNlCyCeUBTwImZjQHceONG6j52Gbf+Lx7GPH+R+8bz2uzPioZF6biWO7F29veqwJOw62GKFYJcz7QUaGTfT8IzrwLBk5opmvmiXsm4xCmAwkAacAQfgd3pCHl8k4E1G3eWUrZvWUSklnTgjo6dEVkW2TFzHIrTtw45T7HsnlG9KwBMUGuEeueeWUED4/0GlgWlq6aaaaqnItppsqqiCol88J2t6uqqn21ah6x00g70yUsmH0slYIhdLlsOpnDeXd5Yzunpa2coqmvnDTvWUKB9j1RO8oezXtVTLwOIuifZNOGQuxZeTzOVFdn2ZXa8zF/PoggOHhHOIg0M5Or+tXN21Zj+x1/8qvv+x9/YifyVGFnkVBW11UoZBDRzj4bmUuwlb6I0n4XZsSUdXJUC6YX76t9G//MS8f9t/f9l6JRVv+Ox6WLqdVO+njftx+XZQuJVrLweFW8QqASf9hI7NmNlSSG7kpmhuicVXaGDWdMsNt4z6p01oXLKKOS2LHBOK73OPPjJufO7YfQA+f24+MHnAYMnlboIg2/JP2cyVWL4Virf9xAUWXRY8E5+Gtm93zY8aCSXbTl+1K+tuY51w8VX3GA/MeuFFL7ri89eD7HUOntq0uO5xOXyAlfVsySSUbUMMmRdtYlw3KEMTPH3Vz62c9s6XT+GglxsW7yqgHDqn8hYe8076yKIFjQqeScs3rdqEvG1Yd0m8f9zzjryHuO5R3X9K1J1DKnHRS1524EnbO865JzojrT3p+1UsdNTTPmkCu2hez2K+Sc079iv67qMeouh7D3qWF+2jB+WNr/L731eidhkNLlDfpOgQU0654F80oNEHbPKSjV4UDANwt2v4ovD0rwKf/Mzz/Iv44ZPczrb3+alqF1RtBXd28k+eFx4+q3z7uPzxs+rn2+WnL8JHm1bzqTZsVVWsp3XtUValQ0xAVGePHuvduwqnSolAxloJFNvecd0llxxiWs8G9rHwIZ5UMwUzV7GKVdswo6bhzY73RRt42jr/OKP9PAdvd0J7WGAfC5xRNmtJDTn1QZMl6LIFICsIGWzgmdl2bDcfwqqd8Oaz7IPn1c8PsEc6Zs9M7dnQU0fN4CyAQDjocEfctlLA2EuYuQowbNrFtnPYBqW6c1gwi1Ejh5gwxFnxAkmvK+PxJLzecNCbTELVgpOuWMSCmo2d4IlTIq+kq2qyZWAxp9h3y5R3THpk3DVEnULHztWNdFVHNfRMTd2vqKmalm7qmbZ50LYMGiq6riSrWrpmYKpmvgMMcS/X9hPNULMaqZSilWKoUPRlM2AubSnG1ZWoopY5r+YUzZqi19GQXSODmVjUMmjp6ZZ50HWKPVDmo8txZn1RvL5r3L1uvrzIrfvQqGnl+v7JNH99W7telibr5uU99uqmdT/JrMnANKMfqH9fsD1txFR0zSFPK3cFQHr6Zarske77Pw0Ktx3flAzP76mf7vpvL9uv5PzVMLcWC1di6Voq3w7y11zxZt17tybe1RIXNnXPa0CTDoJIrkb1e7FyT6Su8NQaT69boVXVN2sGFzm7lNSySRMPqVH1GXJ4BOqOAg5TNhZlWsVZrTBDwoOUZ4LFL+jUJR6eE5ElnbjAQouYmVVtlA8fFGA100tfy503QvG6YR9igNSHx01QKrskMroi8xehBOVyVRE1VtSwmXMypxvgyHxWve3HVjEtm7UJXf+s6RnHrMMiPJPyt9PSLRacpQ1c1sC13RIRmDU84xwwKlrF1Blpe96xbnaKpkHRxFt20K9+ndBtNBMatuWdVFxS3szl7WLEMtSraNspFTju2TbbyocNx24XRaZ3+LtZ81UOkN1HBHzU8x4S1q3OwcPyw09TisfNuEXAkRmfXuORZTW0rHlnXXjyQV4/iJ2R9l3UsNk5/O+pB//F8f1HkHqrbDlB1cr8ntG55Tl6FvzhSeKzJ6mvvk5/+l3u4/Papq5mUSW8pw7oQGs7VoLHJ/4zZUhjh03egM0fO3O4j/QA4CxmQR7zjLvOYfwEhzbb4GYncEzENUxE0U+omIx+kFDTnq22/Yeq+ZuS8pOM9ou8d7MdP+lFDtHYST8CYK5IyJKxmbImc8xq9TltHkgPWZVeo8ZvPQ0o90P7O+kdRePY2NMCjMXR19qbOk/FAhd84XA96MEQIx1TMSkVXVAzRQ2b1w3y+kHRwueNXNrIF1zDpKsfctYQRwNy5CBXBAESeU+7DggVPZs6wmO73cQxkVdSVQPTsXE4KGEOEbVyqJ3r2PmOja8ZmIqKrqioto5uqvo1HduycB0737HzTRtX19E1NdU0Ddp2rgNKWGDM+sdUQOwgeCPYqQU7JX8lC2bTjkJSX4wpyzFlNaeultTthpro6mnSIVLAkLQLXTPbMDA1A920CSQyl3NX6/r9a+zV+/7bV9irq/YruXgtFG9Glbt58XZVul2Uruel60nuio0tag4prmOVXxe3/jHm2Wp34Om0sC6ZOdtez7fblRMXXf/E8rB28nE2C8jd0HyUv5qWryflm1ntblZ/KZRu2PIdk7kSUhfj4k03e+P1kg57PWoTqMhqVrieV+/I8lW3PMYq805+WU8sq9FFJbgoQNM8NM0G+Gis6Y9W8lGeyN5Kjbfz1hux+iaeHjtdeMgt5hxy1TWkEhd89mpYuG6Hpsbj2tbjuE3X68UuhOJNHZ4gStqnoLKGQcMp1OExFrtoFUVPPpsJDujYmkJmXUhOaZmMlmVDMzp+0YAmBZtQsQ+jSho8wAtWgUdmt+2X09rLlneSN3ElE18y8mktG9Yy/gPM9qD44FfIiy+KgTMypOifbXb+4RfhRx9m3LtYxjAIHhFhFe038ICet2tY6IyGdlDnZse4gzlOiX5kOU1fkuFF4Jw0bzS9Bzhy1IMPe+bT3t5G2biDVeGJnF9ftF/Ljfte9qoXnA8Slx9YnrfNmx3ji7bxRfvxR8HPP7Qf7OTCGjakZBznnR2T+RHw6Bv/p7+O/PLD6H97GPvkPHsUbTVqzXE6wdmh5JbFuK0yHZ2DGmtA7QUMIdAZS7mgpt+JZ+1c2TioapnkOeV63rI9rruetwP7eEpNZbRMSsf6T/q2xw37o6btu6rm4+zZRxnL91XoeSd8gCYVvZyBj8A4nM6CBdiashojBg2iVfm1GlhnCJhNQUDlN54hZmMactRjUTQf68ZdHaetavVk/YFYLgERGZdQsA0L+kFez+U1TPqsHznEIodY+pwqGbmWVag7xZyZj5gwn63kdcd93mAESuQ8lYaTqWiYzDGeVRCFc7KsomsGtmkZtG1c18bhVq5r5do27o9uTv6sX9YyXSvXtLIFG9dw8nUr2zTQqGnQMbJtE9u2DHpOsQ9KFDTuw2LPy6HefgvuNnztKlQtu8tFW6mor5V0naoOa2qIroEiDEzfxLLAkHPLfQvXs3K4g2+YubKZb7slLrG6qL983XvzU//t+96bH6n3q/arVnBV806G8eWicD2t3I6rd3LhhotfNF3D2Dnl2MO3Pi1oH1TowGwWX+QN3PbnhZ2/jxUMXFLNHP8m809/aj99VMnahlR0teq8ntRejqp3o8odk72mU1dFZIpo2JxNYDLXlfAM0jOBM7poE3DfVM7f0bVZtdFvtQZke0bV7/D8bTN9k06usnG5Ux73mxf95t0Ue7Mm3i97b5f0j4P+62i5dxqGzb5UBOzXwBEZWwmZ9Th/zWZvgvaO/iDlV/QazmEckAEFZX/e1m80oyYB98hEYCbkr6nWPNbohnLTTmTdA4SuXUir6ZCKqnnGbPxyELtoekZVzySoGTz8Xebbf8pENcwkf4X5p9FzMnDY82x2oD3UtY+6tZTquPL1x6av/s6if1RH1DSiIEyb6NZn+fNvK5591H+Am36ouRX9iHEQUlJRHRdU9H37eEhJRrRszjHsx5Y4NM7oWMuzlu5hHTkhkhoGUTGAmjEd4DHDgE2vl7W7G/TNDf5uWLgioks6fvGBerMInPSAbdT+oq17WtNst5wnpF9BevYI/UH1oeH8S/jLLyMf/Rr52UeB326HT3yZMpq97iWuav4J7M6fOcEjvV1tQCyeqMEP22JhX6odcQops1gw8vFjwr/Vdj1tQJsd3y4a2MfTKrqo5zIaCtru6B9UDN+UbQ+r2k8zx5+GNA9T9idN8HkrdoRnlFRWz6VhLpgpA1lYH9cch7Y3kUcv/E8O4TNjAHbAGQecgaONcAaL5vq5Yj9VrDrykCHrADORYLwe9xBpgC85pYKJqxgHOQ0TOSXgF23P03rsqJfTMlXToGLicgY+ZibCnkbQnw75I8lAJusu5S29io4tq6jCOZk/7edPicIZUdEydeMAc4gEMEQdfN3IljVU8byfO+uXtXTbznecQt017IBDzCURgDjwjEhQxu1CxzLoWjnMwfcAEXfzqJvFPTQKEW2o04WxLkx0AAK1s4RT7DtExjlkQYkDJdYlDcAhC8p9h9i38KiBrerYmoVvAkMqNJ8Vrl927t/jr3/qv33Xe31Zu0taeK+SIgOzaeFqXns5K9/Om/fTxv0gtcZ9k5prFFJS2q/K/uMeE1mAe/jP/sL9t3+mgpVM3Dg4+iT3939iNB20l523q8b9Gn2zaL0Sitdc7gbNXGK5dRaZ248IREUPSrfD5uuKb+46Ipw7aNLEdRLrdnNV7jAdVOS6V3LzNV++7cUvGsFlP3k5a7++6P006bxdU+9fDn66of4wJt6h5CiMZk4zVlPIH4QbJUBouSXCNx0kLsjcTdCDGs7T1r1ORkkhZxSw2fVttSNKuuSd1J1yFx5Pa/eX/fcT5kc6c1UwcrFTMn1OV3QsCgwHsRUfXfYDUxSS2x45pWWefZz55JcR5z4OH+LaH2qahzXNo/rJt5XjR1X9aa+JzDHf2LldO/0kY3lYDZ+RSQ3r2kUtGw33Zid03EOOcMPTOnhCJA2DglnI2aWQoh886cWVVM0piLHlMLPuwJOSfQgd4daNZvKcKum5lI4NqBnwkEgZWcw/G+Wu151Xq8a9kLpoQiPCP/3AY0BjJj6o6AdOeqFzOnhOgVsdcLNte9rZ3Ql/Yd78OPxPX6Q+fBD+eDd4ao2Uo5Dc9Ew64VUhTLuRoDZg17kRB1h2+Wr+RDWQbiIIHVcxoWPCs90xb+RVjxHtwyj0vBU5xLMatmoVCjomso9bv6lYv654t9rOJ03Nw/j5NuQ6Lia0bOSsj+xhoUM8Y+TLvmk41rRG3Qfh/e+Dn37i+/sv4N8ehrSWYCbowSMeMunlSsioHpqUIlwsXnFlfLY86C1EYrlaOSbUQ7OGZ1x3SlUjGzvqQS+6jm9rwMNaaBdNKMiMisobBkWbWHRzeT+eCJaSoVwSLqSc5ZwFL+qZvJJMH+PZY7yspqo6um7g6jax6xBRu1A3soWzfuHsj6SE6dh4HBAJUO57x4x/xvqnrHfMQ+M+MMRsPG7ncadIgEMSGpPeEQnLtF8aINIgKDL+IeWVaY/MuiUGlFm3zHllDpJZSOagcR8YouZBx8QSFg4zDXCHSHonKCj14bEYW15Ubt7gb9713/4z+e49+hoLD+1H9QogT0u3q8b9rHQ7Kt8MsleT+v2keCPGFx1Acm92tz7NlcxCZAf98H+x/N2fHqYNbEFDbX2Y/sc/AxTfF6+w9+/I96+Id1f4O6l0y5XvupUF2loLjVfd0CJr4kfVu2vsHZe7CqhpYA/LA1I/f9tvv+p0V3hnzTfux5VbPrvuwNMuPGWSl1LpRirdjJr3s+7rWeu1ULrhGi/rxCBIJrUlkzpg9fsLjYDcdctNUKpC00pk5A82DNa48iyfM/EksiAD06aFq3vG1dCy4Zth4YVcuV2jb5fom75/GjoiTAdl114juofXTQPaP6nahZxJaAEj0j3OqOntT/Kf/yIM7GGOZw3z01bEwCUsfEDLxGxCCZnLufU0cVE2D5VflnZ/nYAP8fg56dlBzT/UPBvNxAkRVfSNG01gD0vrB2X7MG0ZurZQ50bLt4913PIwuqzbBPtWO6SkAqd992Ynekxkzsm0hgmckZattusALzuGfOxCzl1zsWUblMt2seuSPkiahbSJj+nYoJqBT/vQIWb5oa77qnT8RW77wP0Y2v0u8eXz3GNtUudCUqCNAlSs38EGEz171nseVRpiLijQcjkIyEUiMA67e0GnED8nfYe45mni4Iltf9tgPA0l1XRKRWfNXFrNBPcx51bV8ixv3co49jO27YJdUfAYynkbU7KI8B4KbLR9+2hCReUcEuJFNW77E9fG195PPvd9+Cj0lT4OeYKVhLuXBOici6/AMhaZ1eNsNJnz5mG46olVE5V6G83P2vFl0zsuW4XsWd+7UVN9HVc/COufRMGDYkyN5vVMExi14EkjMCoEiDzSyAZqSbCcdFaS5lZS006osZyaahgHXaeIOoYNC1d3iC2rUNOxeUU/pyAqarphZNvWAeYQ+m6ZgsaMbzTwTzhkOoDHnHtEg1If+KPlPWW8Y9IzIj0jxjflg1MpNJWDU943ptwS55F4aMh5ZA4aDeARHxgLwQnnnxLOYUNL17RU28xSkCzFF3xk3vOMem6pB0pidHlZub1tv36LvfmX/rtJcQGetr3HfTIynxRvpvWXUu6qC42x4HyYW4uxJQFKsdPe3lclx/N2bBf/8j+b//x//vrok3joeWv3t6nP/xb58s+hioF9139/T767Qt9Mqi9H6BsWvWN799e9t8PsZckiDLPrl+37ae6yYBHSukELHsuVu2Xn7RR/P+y8GdXuhfS6H5qVrUJCO8gYuQo4qodWucQoG6LSAI0G51zjvkusInjTVLWrAk43XOxE5z14UvNIOZ9cjgqFQgcMp84sybRDosJzMjArmvg2NO4lLrrxVdkl48GlVLhmYquQVdp/kNn4TLfzufnhr/2nD0qxI8K51bUeYSEb20T4oI397LPI734OR3VcwcB13DITXUjpy3F+Lacu+/4p6pIrZsF7hOse1x/9Q0z9rBlT9EMnhONJw/O4njntpzWsdbNted4KHPWzWjaqYeyHDctu3fi85Tul4mrG9LCm+LLsOcC9e7jlYdW7g4ZO+0EV7Tnuu44Jv5opg1LfP8O844ZLymrYjH6Q1TIfZE1CQjdAFGTwnEKOCPPj1sE35aMvC6cPq1pdXhV27uW2jRkzgpR8xrZ2u3i6mzswhU4R8DipMCaskVAv4hy6VIxbSfu0fb+WCqkY5IhwHrSOd6E9he7crgF9wTzMptVsYAeHtnH7blWhALU6p8XqNmu9gCYbtjIlYNRxyUkVZfi2Yn3S8O50fXtoTMUGbPiZ3bHp2tsObO+HD9VJiy9TCIdbKU8nDvRSAFsMSOUwn43jkXwhWI/EWrFStd7IkA0fU3UKFaucVrLB7a7tcerkB5diE7AoAwFLMe+iGm6x5R21fbNWcFQNUeUgnvJ0ko563oNmXc2sq17xMB3vpAeNcJfUtosNu1C38DUdW1GRpfN+QUmWz/pNNd3Us10rR7gk2jumQZECxD4g9gGRdIqMS2JAmYJlFhpR0JiERpR3xAWnUng2QSZj30iCJB4c8oDIg0PeNeTdEuuRucCE9U1YeNx3iSUlWVSRNT1Ne8ejxGoYXZD+KQFNULfch6dMcDop3Nx2X/2f+Our5n0dnhoe1ZHDPhG6Vn9AAAAgAElEQVRcDEs3bGqdM3LefaztndKheQ+UKnrW9Ki8+xj2nqGnH0Y++7lBtdEoWETrd5Wn/xj77D9B+o/TdTM3qd7dYm8XrftJ/dW4+2Y1+Oe7/vtB+jKqYUp2cVW9nRRuqg4xqxuUbeIwe3WFvb1sv57XX0r5NRVZtrzTtG2of9pUPiin7QJZeNkoXHlg1GVrNeE5mbnuthaJbsdRiWh9iNVSqnrHbGjeiyy6sZVQvJoSN/WW7A6SGfc4qaagzU4ekCf1+1HuquoZQ0dEUNGv+qdl/xzUCc8fBJ9+bd7dBr7ZMGxsIJYtTL1ZP9yNnFsCnlTWGUl/p7ds7CUCp5T/AGt6xgwylVMXw8RKiF2gZsF60Hn8mzi8j8c0rPFp07DVjinIsIICt9rezXZBx5Ztgmcf0z9vgVvd5DmT0LGwqmg8ip/tZxSbpeOvSlsfRvSPS/5DAvihbvws79jqeg5w1y4KHRNF56gBSA07X7cJFZuYMXCRMzJwgLt20A/SGiZ0TEBbXd8eBuw1T17kN34onD1redRMGBSRZMmV9UXSBZ+9atotqTeyprOyyZfVx2Fd1BYON3NmCTwi7Pu4Z78XUjJBBenY7Dj3O3pV5tTm0PjM9qg1GEMigQJkqqt3U0dH/n29bR86UofO7BGrCwyFAazinXThSc0hxpSU6WFV/WUZfFyPHPVSGjZkobVg6Nhn0IQdYC6WqDQK2X42iOW9eBpgs26p4BsXETkXo5P5ZrycTVVzxUy3FhjknXhE0/CclG1bOctm1ryTMh3GAG06YC9EXc2SZ1CHxCooNL3jRkCuBphygC16BmlXt+TDa0G8gRBoUMZDi5533LHxLSvfsgllPZM/I/KnvfxZP60gi2f9rmlAOAQSFAjnoGulWwa6oaEwC0fY+b5DoF3DASSzgQkDjweBqRiZD8MzKTybhGfj4FT2jURwyDp4xsExDp61iwNgyHpkChoRLqkPSgQoVQ1s6pQoqWjCK8vJ1SJ/JaXXbHRJh+Z8fDVMrGaV26vuq3f465fke7Fw493DlF+nknqSCi9GhZuWe+TeRcvAiAwv+NiCAEeRg+bRM7PnJAH/Pmv9tND2jq9rt1Urb3rS2P8kt/3L2MbPobKHf0X/eNF7J1RfzrC3t9w/35PvmNSF9klT8aiJBpdCfFm1D2MqOm3g8OBsnL/CkUUDlKjADA1MagE56RThIyKlYwep9ar/foH/2EgvQx4BsQ/S/kGpQgcrWWshqXCHjIZ6DZ5zqUu5co9HlmLu+ob6aUL9hDfflAJzaLNt+KbcTq5vBn9YNF6mTQPdD3XrFhazy1nvCDH3957Hdo+ScICEoYrP3UBsI4uCMJ4WA4G6t54zVGFN0m2x1w0vOpu/TkSUNOodd6Ap7p+1XEPfNvrV5+DP/soIbPUqZi6loRwn/dABFjgm9N/X7I/qWTVdMXPBY8LyomN40XAdlqGTjGs/alfHjPrU+VFy41vv40+czq0S/Kxt+Dyl+ipted6yPWlYN5r+037ZzDfMXN3ItJxizSVH9APXKWHfb6m3Gh9EFX3/Pubbw6HDnt3ctjq6Hh0d1g0SWrriHLbDYguZpJwD82lR9aIA7PQCSjoTFuLZphtJe+0ofEIY9iu2vbZvG/Vuo6btpkZRsgFZSyToKHncVchfDPiDiA10qSDrE+Dge8/GXmpbW981l9RQEkn7qYprXAWGdUDKmPmggrQ+rOm+KQR3uwUtm9MwCSPngqv2eCZSbJfqVKNINyN8zc8XPIMKKDc80yooNzzTWmiYijZiqUQil0gnKgmoBVmzepVHcWQ5O7TpzkMOTQnWN+MOrABSeQdZBrgqKNXccjcwRcNzNDjDAzPUO6kE2Gq0iybpXlRG4UnXM0LdMgoMmyauqmGL51T+rJ85wXNn/aJ20LZwpHtIQEzX1alZyiV9tawjmloaswxIYMh5Jhw05r1jAZnywYkcX07Tl6vUxTy+HEfmw/CU848GoMw4BcxOt6xU18j2LFzfKZJumfKOaXgy8E/7nnHVzFXNPJdYzSu3y/LNpHgziC6F0GKRvXyNvnmFvb1qvbruvFyjbxb1+7ZD0m4UgONmD54sGy+F7Dquoor2YT84lwvXXHxZ0BDmx1F4J6P9XezRz8JhBTWKLbjURRsagdvdb//S/+FfnXmNeTY9X5Dvp9T7JfnjRe/tS+KtmL5SP21882UgA9Kcf9J1yyXrsOKSmqCc1TD2HRQ+JtrucTs+KcfElIMvOyUUGjPIdFK6u2zes4F50Egea5JGdyJV7fjLeUshrvFmYA+HxdZMbCXkr3rRCzpxseq8XhPvp/X7MjROqOi0muki80nzlVi6TTtGx49LuxsJ0NiOO7t2S1OhqoTdIhpZ15F5OiDFvUOHXsg5RnzuGkfXCD6IR6i4aWA+oz/+uc/4tB45IQpWAfNN6lbeutv96rfm//ZfdTsPqn1QIj1yyCH79jHHVuf4QeHk65znRSetpN1bXWCzC5627JqQVQFpznxmRwawNv3K/uEPsd3vYwW9kNPQ598l9h7GNA+Lum+K6mctUEEmTvt5LdvyyExwjvlmMR0LKPr2MzygZT6In/ThI9yrpsIAXw4uWr550yZkVXRWw5ZMYs0h5/WDwGEP3ic8exi0101q2Ra8yAZpnR05OHedqZDz04BdUfMfU+bnjfPTxDEI6FP2aCueR7ORagjIuwx+u8prOIjsbCa+P8o/MaEKXxsO5fPpAFMBpJKJr1iFkkUInfbdz9vARtN3jKc1bNnMF3RsziFmQlI+O0ary25pUk+LxQBfAIWyWSiaubJNzOrZiknIw7QPybrCfiDucQQCDkfcavTr1XblmVF9breZ4x5jJWbplb1iyz+pueSmS26Do45nhHsnmHeCQiMUHGLuUS8068Y4PM3jCZkIzQj/jPBNu265buWreraqoao6uqqmahq6Y+YIcIiDLOrt1jyFlDORsabr5h5uHRDmAWUX+w6RdIoDjzwMTOXIbJxczdKXq/TFPLGaRBejyEwITAag1DdzqIVpGKmWjuxqyLaWJJwiH1rw4QUfXQwCcwqedFwi4Z8OYqtR4YZPrangfBCaX9ZuX/Xe3GH3t+2729ardfvVsvFSSKyC54xjB0Ph6aJ0MyrcNKFpVMMUzQITXfLJi7pFSB7g2XPG8rj+u/8E/f5n7rRDvEHfrJuvihb+4X/x/PLPnvkthbSliYfEe/oP7/if7sh3V+S7eedtyMhvb4TLPkKKzrjkhZBZt8Fh2co7nrf2P81pnzYr0GTYeMM37luxi7R9mDIMcgaWiS6F5GXOyB8+TW0ewlZ3LF/vRirVeAZNRYdFaNaEJ0RwToaXLXjSsA+52Gpef8nEVxEdm9CycSVTtIqTzNW89apYWOjA5FO98djhNYE5k7osEe//df0/rnpvmtkLKEx7nT1Iw2bMHBVbMtm7FjRNmsWEexLUcj98Fv3978KG72sZK9/1T9quIXJGHX6R+Ye/dn7x21TJLJAeue4ZO4/wbvxihL1VPs6rn5Q8R7hzox087OUtg4SnBzrLChNisVTakQWfuvarSNXjUsMxJPwTcK+r2WobNzvqH+qKR037Pg7vosFDouKUSN+EDMxKNsl/TiHnVNYqfhDZ6cC7GGjAY26yAU4aDrFhElIKIqZGg0ocPsSQfTRwhHsPe9aNRmAfK1v4rlMKm9u7Z6ZHitNdu8Zo8XmMTVBBWU7aKltQk3TA3WAJr9eaaCARPwTV29DxSfzwvLJlQo+8mDfZrdWrbC0xKjnlPxbz0yoqoaQCBz3/HhZX0gWrkNWzZQuPekatwLQVvmgFL7rBVSu6LIfEtI9MAGRWO8hqBkk1Ez+n8hou4mq5/Qk7gjiiiDuadkF50JS1asJGrc9hivuBVsSBl0G+jUy78LQJyk2XVHcIDYfQcg6bzmHDyrdtHAYM+/CECE/7iUk/vaCiSzK06PmmKDTueKSuW8IAEXUKLQvXMjE9h0BBEuomWnC94stloVQeKmEAQ7kE1sYzNp4GhqxbFuHxKDSbJ1fT1MU8dbFMrhapi0liJUcXnH/CuCXcyrWMTMc6wKwDzEA31P2OlaPgySCyGITmjG9K+6dMYEr4xlXrsO6SUXiKQnIbHIqJi4v2q5fE2ze9N3ft+1v0zTX+9qL9ugXJUUW/6ZLowGSev5qWrrMm3v64mTKwRGhOeEY1mxBSMcpva5//JXj8LULHlpfVu3HmMquhH/65+xd/svHtR8f7j80N7+AGe3fXf7dsvJTKN6PabQueJvQDJrRY5K4uO29WjZcUMiuYeEhBnX5d3vksFzTw8+arm97bYfk24ZBt+z14D+u6pJJuYPyh9vlvgcOjUDLe7eJsvoWXUiKWui47pIp92ENmLVCuA1L4AM/rWCIwLRo513Hf+LRx8lHW9qzDpy5vyR/54VWsk7WWPeog7Ax0ruV/vui/x3zydec1VXvpjUgBKxfTcQkNiwXm/fA8pKafP23ubXfqNpGAxj4VpXncDOkGTPqSCS+TGsb6vPPhL5E//0vjzuf5qn1Yc406yOKO+ek/bv4fHBlrn5Rcx73AYS9v4ppWvgVNcqGpGoo4PVWhfM/GL5J6FjkjuOhyXLiqukc+PQ+ekoZdTLeF2ndQ10FX9zzvPW83PaMaPI3aBfc5BSvphIH9wPes5d6u23Qplykd0eBxJR3U9Izq2KnablBH4bNO5KQP7aLAVtv8qO7caCMHWFrL2JWpvTPbiQUyQrDXVfQbCUQ/iAFiIkKnKr1SncuXBkispQK832oONqGDs/SxtaGPovFyUejlboTMVS8wrdvFgp5LnpHIPho4xKMKMqVnKw6xbhNqZq7pEInAFA1OG/C0Bs+qvlkzuiiGmSBc8gJZ2FgNGBpBcydgboasNb877/YmvIFcONJJIWzKNYgYWK+yBZyXHOeFgJkoQqM2POkGpm23VDIMslomq6aLukHNwrUcQsvC1008BkqMf0JC435g2o+tmPgFF12ysSUTWzHInIBk1CE0LYOqhmqZWNzG90Ch7x8Q4T4e6bWDeMfHUKDEuWXBNRy6JRGSBa88hEfj4GwWWUxji3lqtUxdzBOrUWwhBGeMb0RDox4gdmxczy2TnlHPKbZMg4aJw0GZ8E/Y8IIOzVlkNoyvGGSaOOknVDQKT9nosuub4PBETK2Xjft79M1d+9Vt+/6Oen/L/rgo3+LuUdHEFw28GF3cNe+55IV3D9dvl+POLoNME0oKPqO0j5t/9z+dpdX4G+ztRe2Oj638u91v/sy98b9D3/zKuPUtLJbubnpvboj3UvWmZBGqFqENynEFiYKjcfZqWrqZFG+YyLLpkjKW4dnXxd/9dUi1hQ1zV6+wV/PaXdY92X9R039frCn6yQP82Yfe7z6GQg5OatxOqHUDZZIpqh5bFC1CQc/VXVLLNczrOfBFy/m8HTwl4R3M+KK9/ZvUJ39u/7ufK3SaLNWZMcKgyBZCRBTM5EMR5lb818A56XreeUm+W1E/1pLXOdeobBumtIOCXawYB5ZT8rvvay++LGbVzDR1IUTmxm3UfUqOandS5qoOyhEVdfSo8Yv/Dfj9L5GEgceCMya+pIIzNrrCAlPjDzVwuxs8ImIqsmzm8ciqmlx5wlWLp4qYuPARFleQdPLysvvqqv2aSl2W4WnGyDvVLKJn4xrGcto6O04CylrBOSr6FlGX5DmnfEq6aJc+MJ4U7Oaixure02t2VbDJ0HADWZ03ooUTUR+TVNOu3RZ4hvksuH6vePx1Tv+wbj8s6ZRJ0I3FESkNcxEzkzCLVc+o7pvVAosaMq96phEPd2QLPzZpH5p29j0nhoTJVw6VKwRbuOaSaxKeYIDYsgk5wyCopUMaJnRGJrVs3soXrELFyredQsvO1+xi0S5lHFzeK+UDi0JESEZaLo/fZHOarIDZ6rY7AyAUdnuCIBjyQpmYH60g06ZnUjILSQ0NH6Keo5r3rBoyYCX3qO2dNlxyxczl1XT6nC7pBxXLoG7hGxau4xA6wLDlGhKgTLgkFpmKqQsxezUs3ozy12JyxcBT3C60DXRdS1eU/YaBwYAh6R0xoTEXlQchmfSOSGjMwmMBHgmQLHlGvHvIgaIMjyTfSAqMRWQ0Cs9HwekwMOGRCQOPKO944J/Q3nHfN6FCczq0YPxTCplRgRkdnPf9U9o3YYNzMjAbxpZSbFUzcU33aFy6vey+GdVf8tkrMXcll24uGvc36Ot74u0r/g+3/Ptr4t0gv46YcM13qaKOEyOrYWwZ07GqvYb5PN8LjBugHFHR4CH+6d/AR19mc1qm5hDbgVlQQTpedDSfFXZ/kwAPMCmzXpWu3xHv542XBfckpqZTZ5T121L4jODTl5R/0oFGXWSGRxYth6j9vvY3/6vjs9/GauB4UbmdNl83Y4sdRVKx6W+ctZGDyoPf6na/i2Rt42H6+hK9xzAOTlciISpnk6PH/bSWrdnE0BFufdZUP6xpH9V1jxrqh1XlZ8Xvf+/4zaN9pT+VJXp5IRXiwxAdc1dL3kgPVvR//5fA439CZt03b/g/SJWXZZfctPJlq5ixD7N6LqFlavZh8KS381nB9LyFgVLWNULTV5fYu3XzFZ+96vqmMS2z8/vi1u/zgXO65hzi8OTgv8fPH5SoxutmaCEVrsNHhHsbjVmG2ZyUaGAEfhfLzIw6OmkT41qm4RlNSjfz0g2XXdOZK8w3TcLTVmjRdslBh+i0DnKeERFeUpmrXuwybxfTWrYFTT44V/qM9tSpw7ZjOd7RWlzWZsErVMNSGRlX7MPgVgc5b2YiDVcouK2y7h56VcrEuTYeszNt74TwzdqgXLOLXe+kCU2yVjGh56LnjOu8faL0fas7+c6+v2HePQS11kAgijTQyERIX/b904ZNqJv5GiBlHELEMkhb+LxukNcNivpBXjco6bmKblA4p+PqPmxo2i0lvxvNeiYpSAy6OzaP5ww4O3cbTLAP8CZ9vhLiL4bgUtxNVNxyyz2p28SEgvAf9Jz7NftJBtI0IhaiYmc7VqFg4XMmvmDi8mamYOFLZq5q5toOsQ1KdTvfsnJdp9BzSYx/IsQWXHgmRBdidMn4J7hD7JgHdS3VNLIt66Bj40jPmAtOeGTC+sesf0J5xn23TIND0TeWQuNhaCyGpsPgTAhO+MCU840G0FD0SDw4ZFwiB40430SILvnYiouvBtEFE5gygckgOGPjSz5xycVWbGRBeseUd0KF58PE5Si6aBiYhmc8zV+9wt9coK/kwo2QXo8K18vmq6ve+3Xv3f3gx9f8T6+H/zJn7kO+wpOv1JsfW83bqTw0wv2zqJL0HWPD1MVF/ZYMztI67vFHvr/4k61f/ak+oWMGxVvvPh49p1Wf5/1bnbZdKOmZpILIakk+czWp3vWjK+9u77ufAYrvQi23VNIwKQOHBudies0E546D3t/8TPfX/x9N79kkx2EgWPJf3MTF3uzuzGqHkkaekkhJFCnRgwYADUAAhGmYbrQt77333mR576uysky6yqw05V1boBsNkCApMyPN3M3dxH69T/dBcRHvb7z3XlZ5RASdWA3rT3rJhUbgF3E0OUuxIEU0d4tGTiuuIlvhEVyic4WWPpG0ADmPt2aTVpycZnSv41irCT7NKW6UJJ/mOJezys8LmhvVzXsRtaPU7Jw00Gmon3H3AgCcr9ZoonDoEfd+8oP1//mjzyKuwSH8jC6e1NwT1DupWQcF+6hkGeT0VFFPeffal3/p/ujXnrp/QacOF8WTI/B0nj+a5Y8HkXnNwPAvZ+59kHQKkZgYsfHQS6940uEB23nO1k7/7eTfAWWft11XuqFAplMu0o+xr0aN84B5HJP3XXwkJceo8HJaftyPLhDvpOadQJFVOzAtmZmcdZS1jCDPuOud4KEFEl40vZOShW15Jy9ItQ6lIyRw6h6adx5qZAZjPmYdFM3DjIoIczvWu2DYUA0DEWPEpvUFTcasxZCzGvJVy6BhpisGKqMk0jK8oKWiGszAyyh24lpekS9z3pQIbll2d/wSjkvKsWnFVq/bWC8a6aqJyat6JR1ZNTI12wB0jSH3uGygCmoyJYLTAjQlwsLcjm+v6torm/kpkyxl1BSc2m7cNAyZcIs2p7K4tG67xZ3we6GMn6oGBjUvU3LQGR2TVRIFbT8tw/2bkGGzquIDKpHfrigCxm5a203IwYCy4lGU3fKiR1oJy5GigWrbBrB90LEManqqqiFqOrKhJ1smGnUM/39GbTPT1JFNHQHqybaZ6djYjoXB3eO+Z4Tb2LaJaf/NZzVSqIVmgqNJZjTLT+f51Ti1osOTvm9Euod9G0MaKVTX72oJ1MKM4isKWOKhBRldwe5Rx8p2rCziniD+ae9vq1Rg0Q8vEOeo6xohnnHfO45sQ+ovKgUTO8kfL6qno+xhL7wkoiumcDwoPppUz47hZ+fk82ejPz5d/KlawLgb1o9e3ePfC0K5g1XttGFmQjwYco6myQPcNw4JEc6l1L23opbt1qp2dth5GpVgu+9Eb/wquPt+0rMFPXgv/slbNq+sclZ/9LT5aFY48nC6H/5G/vEHIsn9pOjTvGq90Q7O6fh+B1g4hci7b/s+uhBN62gysmCLj+nsUU4HpzWNjm/QNLIlZT8pREoqouGjMqlWKAeZs2lDIujIJk22uJqX1N/NCj/O8K4U7Fst6ee59U+Sms9yiutFhxEpl5Yz7Plk8FW40w6hpShYbZTm/dQjr7734x+uvfl7Tr9+xuZP8OQhGd9no4uua1i3DTuuccE5cQuwrQupO+8nQuo+El7AgRkbX7Xc44iaCknxsp5KyXv33o58/jpg2u0klYSJD731Iy1eerToPGVSB9PSScw04PHKal8llkLbmYOWb5Yx0HJxS3AFuPseoLtdg7zTUf64Yh+6RGhETzU8s5pzlNb1U0Y2b2Lyetoj60VVZM0xajiHdSvbsLEvqNweVdC57ZTcNmxdU23tmt0GNRjgw/bbVcHlBO9u2mbNeoFItJDJZjtpez+qwaNqpKilyno6Ie55OXBQiLhlDaXU+4An3pAKhVbdjlu47uHuAGJ+SCX1abl2Jd9qtZsqMTUZEaAJEZJS4HlNv2ljYc8EcY9rejIr78X4cFTcCshrVkFGJrGLhAalxGFTpf3qjkeE24WwWZ7TqoMaZciprcYNZNkxbnomsGcC24cNE5VVEyFu17/b9u11LPdqqt2IVuHVqzx2VdKrKPhVZbc279RF9TK3QRzyKCsZC9t0jVHvGHOMIH2/oiELql5F02+YmJadbdsHLScLORjQQlf1vaqeaBjJtplCHUPcM8LcI9I/pvxj3DGEDP26CgfVPUhPYh52mBzPCoNpaTAtT2aZFQvM+k6GcrB9C9PTkV1dH1JikIbAXaOKkghuNqtGpuUctZ3DhpVtOoaIb4KH5ziwxIFFL7LEvVPYPoRsbMcxzKlI3ic5+Vqt4Zywsf1Rap8EFl3/DI2ukNCcyZ9M6mdT8Oyk//XTxb9i0FLLT92+4HBI4EX76Qn6JRlfhUWI4nY5tAOC+r7xQWPt1cjF7xtFV2JlFYF6JiE+fPWn7gvfc3z4Y8vNdzzbF2KCD6Nl6zBn7dU1WEGGmx82VFt5i6xqk3UMPNTMaeHAgk0ftkJzrwiVrzWcfKTtGWOBaS95gIVmTcsQd01aJrpppIuqHrDZTHDgkL7iC+TD2banmDPm3La6z5IMytVu4VZQcD2ne9AMC1DXbmtvs2DfAg33GmB0dUj/4Yz65oj9U4t55C4VLWnAGSgXA3O9rvHOr6wuEfqH4R+Pka/AwAz1TlDHsKHrl0xMNzgvhmYKYf3iOy7Rw2YvfkD4p5B/1nSNvCLsi48TVy5EjetNxfXSpZd97/7QprhdLTsmXnH3re8oTQ/qDefgFDobZo8ANeXQo75QKx9nqv65bqdtFuFcVen9q8J/fuXOR6+Z4yqqY2N1262Nu42gFEvq6ISWCspwv4aueyYFC2uTEXE93Q4uINc4r8RTKuIFhccj91j5Fs22Rndfrr4n0Qv4cfV6fvdi8IsL+rV7Frutki50KnWkmOxnnCyg6gXFvaAACQu6Vk5OJQpYdGGDxc0zSR5YNrZ9G9zwtiDBESUkQkAlCekMEZMK0EtdFrspG1X1YiI0JkBCAjip6JUNdN1MV7RkUohEpUhQW/aYI3qtVyFzitU6qV5vMHkcurhTUnXyQA0vJ+a7xCKbVVpJaemqdQA6RpBjCFnZponKK7CoCPHutuz3QdcG5NyB7LKiwxwxGd0WQ8StjXvNOb+9HLJkw6Y8oAVTBqJoZmoWBrIwVTWeF8NpEZJTkEU9WXNgdW+n7m+V/LW8v5J3VXP2esnWqVsxzDNgwjMmPGXCswEwG4SmPTvbUPfKEqQhR7smigqMx5nxrMzOy6NJZTrPLKbAfOAesHaWMtOYhuxoyZa6B6rwlr5fkqPh7VbVRE+Kj2aV0453UjezeHhORFdoYN4DlkR0SQTmqGtct7OQe9T2Tn0iVH6zYnvQyCgQzD/tBxcEsECiKzQ478VWaHSJRPcn4PlR72um+sgn7OxcTHgE3f3G6THyJZs/jktR/qdZyRrg4Vas98EvXvL+4r/fePvCZ8LdQEaDx8TovTeiD9+NxwXdmhSpOcdWAbZ1Obb+kerex+bNT+KaOzUsslxWzkbZk050PyJGmvZB2zmE3FNAgprXm05ON64kikam7hiWlEScD5eUPdgxHGYOas6xYRPiPojsiQx6sy8aaMZSiCkVMEF2Vycoc1gEDz2iT/KyG0WAC1cNTN4+ymqpkBAJiTDj/cY5+6c5/jXZ/zZcbBqKDm3MCiRgqaR16bdAVE0dVB99OfgWDC8Leiqvpfx7bZ8ag4BlLjgSqFMXvlB++r45Le+1zQPUP+24xxkdtXc/K1yvWTeavI9zb7xkuvBblWKtYtmFH17KXnrJu/F7n/56JS1FiPC86vR7f0QAACAASURBVJ/Vo8t2YTlsPq26xnduAH4znQrML9+PfHhDoxaXW7ZRQYpKblUl252skggqSYeMtEgQl7EPRfa7wVk3MO9FFqPMIR1bJqRYiAe/oLEnlFaP0RxzaNt6ZV0miu1u+h7cN33+hfjSpw9v3RbY1dVKjihV2qlMOxhpGc0Jlymnk8dkfBdXrtw274g8e8ooX5jc2Y3e58TuSdLbqoRKFTFpQy5bwu/IWHURgy0QD5jbgARLSvGwAHFvteIiNC3BSxoyq+wHhJDfnHX7fcaASe2waC1htzPrc6ft5qBB6bfKkxZ5XC62cYU6sdAVVuNl86DpGELOQc1Ml3RUQggDe60ID/bttlwbTfdWO8DthmWwx5CxWgM2e9TpjnvdyaijUbKTVRNVVPQKKqKkJnMiLCtEkvxunAdHBUhC2kvru1lnIROIpIP+aNAeDdgTbm/Bm22HEMw/HACLcXw1jq+G0QUbmlDOIWzoV8RIid+pieGurs/4xvPUcpYbz3LjaW46SyznkcXEM6LtbN8+6Blo1NhH1D1YTSImBrGzbGKfji0Pao8PwbNJ8QQNzjruMRqc9VMHw9LJpHhChOegfdgJL5j0ARtdYcFZUtbT3CrurnnNwkbTMiA8YyK2IiILNDAtWZiImoICi0nl8Qp8UrOw6uulEB+hQnOqcjoFz9joArSPPJoW9xaQVBEV68gsKDzkqYV6P+Sj89o+/4uK/GrReruuu1bCXWzHMlCu5eTmoFFd3/4sobySoQKzx+DZs875MXiaUfX9nE5RTbZco4KBMd2vr19IbV0pWve6JcsgYWDM2w3dg1RQCvaSB6B3bpGjPFl8W2/XWuKFwKjkn9tDeTPkDlEJQyQg4wA7FzO334jo7lQrBgoNzED3JKPpl60D6fX8FxfdATNJgs+SZdrRcepBpTWblXHgd3/ulN0s9sKLQfaoHl4ldSwgxeJKohGcspkj0DcTyaJXHgg+fI1z8y2H6H4OtDK4f141MubdmmunFdmCeBeSr76kuv2J0bpT0PI7V34dfPm/KJz8xrh2VneM2NzREv5qBj6ZN8+PsecRFXnjg2jRNZ6WHkskhEWIQd4pbGdDPJh3pWDhdHKKnl1DqtUdhSars1cL3knHNe56xkxsMU8dMMCiaOjn1b0XZKaYwZSM2bCoinZxu7qdKudh4Itd+TsbN9++c+XO5o5ZH0/Eq9lyKVJJmdN+nlsusAjEdrnEIefYuXv+PWV2R1/niIprD8Kf7kVvqTN8Q0incztNvogh5NUBekvYHw9jWRMTFsABTtd2v2G7WwN47bigC/A6Lg5klsWNTqMlobMXDJ5YOB3p1oLjrAO1GwCN1iJTGsUyjUgmk8ntJnUxo6NKBrqkowpqMsLrANxOmNOJ7LXDnI5ns2l/ALo3W/7dVkyER40trzvt9ietwYjPm8w7kbqJKUixnBjJi5GCCE3ttTN8OClEYwIkxO9GZUjK1Eh6EomQJxqxRKLacFCT9FvLoRQSwShgRgOLQXTJhGd0cEZ5Rz0L29YSDTlaV2BtHYmb2YFvskysVpnlLDWZJKfj4GTqHQ89I9rGkFaGdLCkjcG0ZE9HYgYKtjAMsFjkj3q+MRvfX9Qe98MLyMqigemsenrUeXrUPB9nDlu+KRxZMdnjSfZolNpHfLOIBJXvFtw6vKTtQ1qy7hh2XKNeYF63sj45kTUNqPhqWXuMuIfGm2Xex3HnXgPNnZyTz7/Gny3Lj+IWxsZrd72TVeOMLZymbYzJmK/YMTZ9FDLQ2rv1z1+2//LFNRXXXQ1Ok9ZhNT2q5Ed2Mai/ma6qsKoVp7OLSWoV05LqB2BG00dDc9A+cuy0tj7NGQRY2TvDU/v59ErmSl9VCG8IRG4TUrUOkpp+FGC96Y431Ev691Naxm1vuavxCJ525BNWfZFzrXThZ547vwMc62DbO+n6Jg0z2/LOrDzo4w/Md6+Gu9H9VvPQ3PAaYa0bTHDWqy/+7/f5N6Pn/X/p+icJPQbIe3k9hQbnk/zRPHPQck704sIuz/bwlunyB/r3PzdauPmUEnfuNKQ3k5KLCeFb0c1XAjfedJl2C3ETnIjTa5+ZX/y7S24petx7jgamOT3VjqxW6LNh4aSfO5ZdL33yWjQgw8fJ/YhtDIh7LdugJMc0dxvCz4thIZrXUnHP2OshdO6MyBpIOPGUjMiZGCK6HCVWZHBeMlIlJf6CJhwNuPCYgvBvQZqb5b07oXW+8WPBg1f3fn9B/sFV9Q2uWxwoxPJIKY0EjSUtPyDhOgVir1ATkQvtu0qv0JxTqKt7G6lLtxPvP0zflKWFDsCis3nUtoDC6tR6vUFvG3TNi3oqyofd6w3LnZrhfsG0FfdLihZeUrrrlBvU8hhHVxa4qvpssg66R1UDk9B1DEY73yDY1PL4erXdGgfMaFpLlwx0SU9l5ATA6/p3oOBOO8pHYrxueBNyrkO2+w3XeiPC62SUZMZEZYBuMllPJyqlGAH5ZnUTVVbgeTGWE6N/8+VqGrKowFNiJK8hy9Z+JYgXgUYulC2F0+V4PBcJ5UPBGlCAQ71+cEKFpsPoYhiZ9wMT0j3EzExLQ4BqvKHpQToSNlK0dzSPzBfRxSI+m8aHY99gZGeHToa20pSF7tuGfeeAcg5IO0tYaMTG4kampSGsa3XJlRwOLAnvGLINUN90kDk8apyd1E8PSic9YFmxDEuOERrbnxZP5o0zPLbEwis0vAQtdEXX90vwrncyTR/QwLxqZrM6umkfDKJL0jMG+J3dtbiO3+jHD07B06fQeS9xYFW1EnqCBpb75Ucn4Nkkcei1d71G5KDz7FHzbJQ/0ao671wRbawZHVyYBs+a5UWF7RVbmJufi+3UtRsJnaqS8rEmGSh8kEnq+zSwAK2s9IuKdhMCrYNZZv8AOhs2nyUrfX7cLvTai8kJkThouEbd/CO8fRJLMgYL7eAgZnHTlyj4m1F93ueyFtRrpYu/dbz/S9vD96I5PVU30S3XCE/st8KLr2d/zTnJpn96uvyrq11Wojof4bx8U/mdv7908XW16m5+DJ2ypZWPD+d1NOQY9PxTCphXLKxDiCm5zd2HMa8WqodmCXvPIiutf2a/93vf2s88n//Sf/nnDs5HkYaRRbOHELkvkAde+tG1jUuA+otCWkVm9IxXiDDlx2TuqBs/2L6Uu/FK0M3pkJFFxjTI6umqfeR+WL/3Tnzvw1SIh1StA8Q7yVrGbi+u98XzITSppsLyHuwajdKHaHRZNVBVZe+FQBgMGQnrRlPyWXrjtuvj7c03hO/9XvbqZ54378cu3XZ9yInd8/fsccYVxLX6qkQYkCt9FpnXIHDKeHa+1CeWJfdk1QcPi5/cSr9/M375QfQ+z6Pf0ZnFGqda4/e56hkzVdRQSQXmvl/XXy9JrhUkax4D3xl2Rq0ut9gplQJ8WYarq4udNWswmo1b4ICtbndHFFad1KS3O1IJd69oGSbU/biSyOiolJpMyHpBftezDXm3ofBuK8zt+NZB69267QHo22kDQjitISuOSSM2aWZH3ewMSyxRz7RpYYpyPMOHi7JeRUXWNGRDTzYNf+upsC3nqOEfgmGm4cdbXrwR6Fb9LTAAtX3drrNP+Cb94IwNzyn/pOca4Ba2oyVbql5bR0J6omvo9+ws7R4OXaOpfzKNTIeh4cDJjOzMyDkYOAeMnaWsLOUaDYDZILEcxpaT0HQVnjTlXd5H7ocXbSUbiXjGuGcEu0ewf0pEF3R8f5I6oKPLqpGu2YZM+ugc++op/uV+/YzKHHTDi6yWDOw1C0qCTewvikez3CHum6ZlvayC7DhHvcAcD05BM1tSELBv0g0tUnZSKS9yOUGHoFY1sy3XGA3Niegya2FTOmZQODkGzw7A82poGnVS7cjSttEgskeL3rMujlEjOGfNp3fhwEanYB93M4dBD8bZDYSMcB9YNWwD+d363ud5x1ar7Z3Nmucj6LxTP4uk6ZAfGUFPZ/VTInEw6jxbUd82oIXMUebez/IlMXMmbq57+GG90hYSciJXrzk+vmxev+wP8mDvFlSzDyfgGRZfQp4JnjlOWofHq7968JyCVttQ2yc31TfvuH73vuiLi1YoMvnj4l9ztpGDjyS1/bp9VHBPnFrKJCXUQtC4V+4B+6vK6SDzKKABL76//dvv7n7youvaj5xX3w7zNqGmYzROHxHDP34hUP/D//zdr1/a2L0Rc0pqPnmz6ZpP8ofD2DJrG15+0/+L70gVa9VBZF51DMtqIiPHBR9nX/2+6fIrXvduu+kcYcF5xT7MBCaV7HRUOyXTR0XbsGaiMO+kbRu0DP2WhXnB5yq6FJDmfnVrzXuNw/2t7J3XbS9dT13Yrn/KqVwRFq8p4DXbmG9ld9WddXmGKw8Yzf6QxuMUWFXbJu6ua1ea3tO1OLu1G58n3rseu7iRW78bEm1otVp9MmLCU6YhIESAvU7gIWS8UeR+Elm7ZJXyrE6v3ZcyGjPS3fQdTuG6sv5Q1+Qb8mp3PAiESv580lcJu9J+IFqr+KdZ/SAuxWIy/G+B2pgE9wlgH6fr2+sAvG5wB/JvNz3bTd9OO7jX9jxsevfaaRUBusZEfEVnjsnUEeKdNLREQY6lBXBOgtaMFGRhurZB20zDVhZ2DNtmpmlhala2bh2CZqZtZiAr27YN2hamZabbRrprYVArQ9iHhGPYszKYhUa0ZEfVQy0MbmVRI024BpR72DczrJ0ZeoeMe8DamYmDHbuGQ/eQdTAD54Cw0pCBoqKrSfbwILE8SvUmgXaYEzQ+NMWUCciKj8Jzwjdtu8cN57BiYpr2Ae6fIM4R4p2ymaNV7fET9Nk59mxWeVSxDa3cllsIEt7JKH1ARxdkZEGGZhU9lZTgeT0Desaj5MEyfzTOHda9UwUvzxE7bI6Yy5V0q2sAHzWuF+3CCh7br/pmAR0VUfdrRoqILce1Uzxx6Nptiy9l/ZIeltiPV8HsOBYu+aW3I3vXQ0kvPC4/gQqHThPo1UNN5wB0jn0Kcv2L2LtvKIQ7yVbpgALPsNIpGDmoeWatwLwXWSLAYtJ6+oj5E0YutKn4lsKr8MZt1bgZ8nMjtl2dbVNgv/nQdvOeibPu0TzIcy5lAnwEj++TiX3/JlSysWX35MvVX6s4Hu9Xp0ePodLR48P/5AkTO9dc3cDkcfvZsv00YRsCCjJvHQTMmM3SMWjBjQ3zgzWVgV9KG5m2c2o2FH93fe2/v/juL/+e++D1SECAxDX9rJFBM4fT+fnWnunH/3j5nZ9wPPJK3FW7+HueTw5Ps8dkZGE3tn7w1sMX/3l993qhZmISGqpupOPCLvf95A++x/n4bXtZx4zT+6P8MRZf9VKHbOVsUjulkvt4cNYyUTkF4RdiCXmvqKdfMPq9SqlPtBHY3NNe096+CLx7p/EBt3VbXL8nqd5Tt7ZU+JqyvyZFb0qrdyxpuydQ9tiKTntBZQ7yrFqBT67NqPVV2V7+wW5lQ9bg8/LcdYCvdcWSTqbumsRVhHMHsm9WvKKKU5MTClwbWzq11eHKmBwlqbHK263d4FavKisPlBmuNqry58K5RrnYrRa75XytWgLonI4OCrohPhwSwil1r2ZjsgoiKIDDQiQpw3OqPsDrRrjdlAiLC+Aor2u/V3c9bOa0fdg/Y+KrQfqgF5rXDf2iBC3K8YqOgCw04h7DnjHsGHatbMdMd2xs1zbsWNmmmWpambaV6VoZyMKAhn5NiRclcEWKNBR4U423dQRqZjALCxspTE9huj5mYlAjjWn7PVO/b2VwLUmZqIGDpW3M0M5OrPTQxjBWirFSjIVBNURqDypqqF5oPk8uTqL9k0CvZ2oHNl2BLV9F2R5FF9PMERqYNRyjnIbM6ai6dQia6KwCrxjpmpmZlk+eUc9PsS+Z/HHRPmiGly3/tGBiQiLMx4GLFrblHVdNdNk2aAWnw9TBfvnxonleCy8VqqTeZi/Fs8VcqRzvgc5p1ILCldFT+ptB+7HbgXDupx07EFt4dEY+J9MH8rXG+y+aP/yRvuqbxZKEPO+09cJXN4QXru0E4o0V+GxcewIDq6gSTZn7eHwfj++7dI13b3Fvi7SRVL3TGMKZ44KFjal7Vh4YFCNJHdVOHC2Ic5yiPGBak/EHWnmgkw20ktpkgisJ8ndjm+vAxoZbLozId5JbD2KqzWLeSHX8c+VnedUXJcHFMBqcHI3+CFb2h9DXGfus6p1krGxS3QX47WHmaNE4y3rJrINsBiYFH2pz5bgy75U10Yc3Nq/c0ew9zIV0jM5Qe/sa77+9+Mb3/+nK/feSke1OQdQJaphsbZ+AiZAF84sx441yOzRWbbg/vyg0yapk+qQDzI3G+kvv7v36e2LxWi2p7Pu0fSS2ymtpzgeRH3z/1tV3VKCGnmdPRqUTtnA0LJ70M4dIeF5VEx1jH9LTZm7t1o2gStyNaPov7Hh2NoQc7p6eI5PuBO7cLb51v/amsH5TXt2UVzZkzQ0lsi7u3tmpfCYvbLmi2ZCRyZrZnHvisxJKXULm8OqCRnVYqcwplVW1sWnUlfTGVDAeYCqOSV5PhQSwnp9R6/3uSMgat6s8epXLZYr5nSWDuyW3tmWC6n1h8Z42I9ZHDY5oKJorVtvtXodBGlg5CaUNaGiv69xqeXldQIql1GTZyKSkeJQPx0RoRorllL2YEE0KkZwATnK6/u267WHZz+vm9TTinw7j+zSw6NiHJRWREyMFFQHaBh3nELawbRvbtbItA9UyUqCNBc0MamMR5wj2jFD3CLYyDR1RkmM5QSexDWZ2m1VRtyrqgCqsa+jjVhazsKSFpqw0pqe6yh6qJhBVD9OSPV2fMlOsjaGt9MjBThwsa6ZoHUHrSUZPojIkvQWGtltldX+aXD2tP35SPpmFF209Zl2LRsQIE55P0odH7SfL+mnHPcxqyJyeadoGkH2Y1/bTCqLmGE2qjw8bpwvwCZM5ariHaimwtqa9ddt+7W238GoZtI36kRWZPGi7xrB3Mi4cz0sng/xJMztKZYqRaC6RSjWSHTS4P2uffTk7/8vg6WF75nVU+NvJgoEeJ/YPaqdNy9Cw1n7rR5of/eSjkAOZVp5GQ11/oW5xxU26Yj13NKqfnUBPqOAsJ+tFXQOyeHJQfAzFh2tm45pdGiyEi81aI0F7RCUtJ66Q5yxa3KLEA26E7lIY0Ql2c662pzYBmwOwgrf9Kdiu6fplpHarJdvMG0QlDae4LXUZ9aW0gWn7JoAQd0vbn7+usd0HqeaXteyxX419+Hu9ZqeJJo6wwnjjli1ip1n4zBuqA0GoGiAqgda2zPHuVTlnL6uWFI2Cgnan4tUyTjHGu5F97Z83v/sPH7zxkmj97ZDyWskuxCq5o0yIFWwk9y7mb//Sf0j86cpl4Wu/XOvEl6B/1govyoFpQNVL6fpw5qhgHaq2upCZycp7H3+g+fGrN3Zv2aOSWsgOgsCYiq2GxZNh6ZhI7ld0VNlEtwJzmw6Vq6CQfZg00S9csb1xVfn5HfXuXevDO5GrD3KfCsr3DXWZIa8Qx3dk5W159zq/fm0vtaWK2L02KGse5o10Wkf75aReXpLpA1KLQ+4xSpMyRVZuqwLBci2fJpvhWck4iKtwrTbKt8pNKaWnpnVkTc5EwJNMerIRX83rBc2OhlpTFWjzMmcy6APySQAupnCwRqAlBorDSUsZ4DdiPCS01wnxunEplpL14nwY2OsAfDjGh2MCOC5GIgIkJoCTnE5ot2HbS5n30n4RVDJQXdcAdQ5BPZUWYxkBkhMiZRXeNNFtM90ykA0TBRrpuo5smWnMOYRtbMdMY64RYh/CZgYxMQ0dUZAgWW4rvdVMPgQzO82KqNvWkqiZJh2DvmNAWei+kcQ0BKLEO3KsI8dgJY6qe7ieJI191soMHAxrYylTv6fuoQocU+K4mmiKkNQulOR3257Jo/az8/b5snjcD8yKSjwuQozrICBHHyFfHrafMal9yMqWjHTTMcACM8Q3rRtoQNkrGKjj4skf+s+PG2cZK3Vt27SxIxEYZBfuP/jpGztSUZFIHoyyB13vOK8h60aKTh3QiX0mcdDKM24g6wCy4Wg96qs0Sz2ohMDVDgoOihlGIUqY+YWUioxJ8Pu3DG99Jr7xfuDKaxtCvvkcPT+En0eAUb16sALPKyYGDM9XlUcNIxMQoFE51osuxpXHhTImjbu23RpXzl/q5vPJqloY4u6FNIqCU40aBV23Fa130Vq/6oGCRsQCzVFmOWiTqC1a83sGePQAUOMiYU4uTCo0ebknGIg34y6yEV/lguM3fsN79Scc48Nq1Is7E9jaXvS//I+POOvAvHb29fxfbt023Llrejr6M5idu7SdkLPpMuU/umJ95RWTchuxixHVekJ8OyZ+CMkettL8rvxS4eXvb7/44oc/eXntzU95KnUpaRvZ9no/++7Nv/vf3nj7+4YV+jVemn/y5h27KkbVjkeZ+Tx/nNHSsJ4+yB/n7P03bnitctxlHL1zxfHy20IzrxyXtgyKWsrU74eWg/jBIHYA+yZ5Iw2H53R0AcUO4fgBnTxYwc9e+Mj38lu6X3+kffehf12dsHlyBaDY9MYKeq9TEZSqixwZdEda2RJHLCZbNa6lyhY2oSQAEeoQtVWK6I5K+VCtfGgRcxI7srzYXUvG8r1SaJpxo2Fzy6BL8CwqeUZi74qCPUUIdIRyaW8040nGw5WoI2e3Fo2GgtKWtQKpQiaEQbFFK7aoxvoZLxzWV4OyMrDXigvRKL8b3GgAu60IpwPstQPbzRC3ExMiEX43wutGBHBSiCRFuE9c03HDqu2wW1Qva6mGoV9R9rIiJCFEMpJeVoKVFVhDQ7TNbNM6KNv6FTPdtLKYZ0J5x7hj0DRQkLHfNtEdEw2b6Kqql+WjiZ1W5F4VuFvN7DTrchQxUZRrMPSOBs5B39jvqQlc3cPURFPUBYWdjhyFFTii6fXN1MDGjBzM0M4yZrqvJShtb2CjGSvN2tiOhgw9BFNyfFo6PoWeHIBnTHyfiqwgIyX4Im/cqyGB6aL6+LBxNkzutxwD2DvtJ/bZ5AERmMX0RNbSf9R++jXx1VHtFA4vI/ZBxUvkMlmlV39/T7W16S95hqPcEZbYz1iHPi4cU5OQbwoDUzDDhPMVf6gCeItGj1tqcoi0XqszjcKHKLLIxJGMn8nbh1EVvsmzvftAorhfCW+0Nz60+SXQV4t/7dVO2rl9pnHmUxBI9gT2TeO6nluF5fTsMLI/qT3OQk1TNWQohp1gooiXStWKRG1fFzoVikzcQiXVVNY87jZXeaRmrtvEmLYwhQaHg96ol2ky63vRgh0vuRcPVTGJU6cvhK2FhDdVCseQXG6aqzEvv3f1N699ouLoC5maIZi6L/G+866czM6nlUdP8G+SdkwsjJ92v+wC+wEVaVbUFHvZD15xfPhSQL4GCrfyb18V/eZd/udvRjauFn33KpKPsq//WPXDH37y0VX+tV250VONOybXX/b+/J/W3nzzwb13vQiwmNXPN9bMxiDk8HWCcsQnxD56PXjt7UjVOQE9jFBe6zqHbdvIuNuV3iplFURDS2VNw5pz3PRPCy7Wr2xp1iuq+/WcrIc4Br30MZtcsfHVU/zLF35j+9lH1nflYTmQyucDw5xrnjAPfArMrqt6Iklb2aqpqsQRpdoWTFnpvK4f2G17dtqOraacG+UbdBuWnRuGtauOa9vF27Lari5ncMczETtkMEa5KitHZzRHHX7Y6aEMnp7JXwciyUY00ooka5FswZeNukthVzUQKsbL6Q4Um7QDM8g9LjsGYRPqV7cARSvKbSd43Ri3E1iveR/UfQ8bIU4nxO0Ae+0ItxvldkO7bUCCJVX9gLCl2o5KNj3a3ahf2qjoqbqezEnxyF47tNMO7rYATicjwouaXt6GpD1Q0gvWvAzinWH+Ce4ew7Zh28w09GRdS4DaHqjCs+JOeKcc2MoENtMxTqUi6yL6Pm1lB87BwMGyVgrX9xANBivhjhwDhR1IAsNKvKvAcU1vaGdmvvG+b3ToHS6c7MhE0drezMGugtO5b4KZ6QSnzWYP95vni9rpKHc4SOxT0f2asR+R4s69RslAnmFfPae+OWw+QUNLxDvphxeD1AEd32+6RjkDU3NPWp7Jqnr6GDqb5E/Y9AlYGoQj2WYQqVqopnu4AE8Pel/DlUd2c0OgCGTTeBsapXKgr1bJZNt+W5hrV91RyQMRuJ09YFpP4U4PabGr3p8WzWeHyDmDPPG4MRunYduElF9UbDu1WetsCZ6DnoVG0N65W8kDq7gfDgdLZlPGIi6XnRRWHyZb2WA70xyNWvQUZkd0f+ALpYRKbyLSR3NH3eACco0X0HmnRxqaNnHLFB/UsWVvsJo8Ovp/7t4CMpZeI3Fyz+pTFWROwuHFIsZ0xJIoBSqd8gC/uHv7h798hwYnjydfxn245H75iwvAPHHQjSwm5ZPH7SceMz6I79ecQ68YU281dj/JvPtP1g9/7OReLz/cBH766f1//N36rQvJrUtpyXvJ+6+FPviZ6+pnGpEoIZPWwkEGLJxe/rX5J//AoarPE7Le7pvRvWv59143hhzw0+WfAzLsi1eBl77Leel3PNA5GcdWQHBQcQ8yIsTxEPRx2gUNVdFRVRvbdI2LrqnRBl3l6l7/fO/T61b7AyihwrLecdcxqFkHy9LJC1edNyyxdC2+rLonZSMT4cMRMZpQEnENk/CxwVjLlPIZQ55MqAXahlFux/hFWXmlIL+ZFckdPJ90079xN3R9p/KFrHdbCt5W5HimqM1kdu2IZQ/4Bq2lEAOQfLud6BfCUDaYbGaCw2pgWo+PGrlBPtNOl2uJejlfa2K1KVU4QcMLyDVquccZFxWzdPNWPC3ppLmdFB8O77XDnG6EDweFsJ/X9q83gg/BCLcbFWMxdR9QEA5uXbuTNfOKUTVSNFJVQz8v70X5cGAX8m02I5xWSoxmOGgmLwAAIABJREFUtWjaWY95soloppJAiPSKjS6p0Az3jNsmuqkjqspeSY4lRfUAJ2Hb9dr3nAGxP61NVsxVyNohHCTloik7SVlIykJiRgzRIx11t6PAcA2JaghYiWMKlDWSh4HJWXz5LLl4Gp2eBCcr92DhHpxEJmep2fPG8Xn7LCPFOv7ppPSIyR/R8QM2uhqk9vuRJWhhfTutgpmdQc/I6H7LNSRSh2RkibhGXde45Rl37CxkYYOcbkyCHTbPH9XPp4WTLrBU6fJ6a25QPJklj+jowaJx9qT/zYxYJasZWzVRY1B6OW5SSBDMZLqQv55YDwgfmnV96OQceT6BzhrVTiSaqueG2WBvih7/4fCvi/43cHrfzUUfvBNvmui2hfGrEB2/tfVB0s7tJrwzP1BJZStJf0sjSG1J7a5G1NN2l+DGo9Efng3/9Gz/L89Hf5q3T/Hq8SH61bz5pOmZFvT9Se2MoCYeKASOZ+Ozb/DFdP/RV5nAYvtm3clFPM7SXiwANKsJqpil8n4opcvHLdV0ngGv8O/81394rwMc/uXxf3QzR5xP8x+/BsR3W83gAnKPnyPnRO1kmjqs2oZ2Xkf6sHHzrdgr39G99kO7YL1lsVVv7Kh/c0F27XeR7Tei4o9S3Etp/uclhaQEeJmsf1lMHZi08Pu/N/38xV3DRl19ORzb7SLtE4EoOygd/6/Tv0Le6QffN/+P71z4xa9udfTMUe20WF/prLjwRvXia4DwZiko6WXU/YaRRtxDIrrKBsZiffK6QHFXZlDLEypNhCsLB9bL1p1WRN1/wWPNVTyTinWYluMJERLmtiNCJMTrBkVIyj7KJYbZIlJOdyEfnhXDrnt1w52q/k7dyK8pPA5hXCzN8I11sRXlG4ktM7onS/N4DiHPoOEKLE4xmNQPIOCgD57A4LxUGqaD06JtVLOybfcEDi/qAFVMdvJFsFLqwIUJlT0hoys0OMeDCyg4KblIyDuqWpmsgsjKsJQEL2r6JQ2ZFiLR3XbwQd2/BYbFaFxBxOVEVILFxGhaS+f1bMVA1wz9ip7Mq0hAgER4cE6K1nVk08hUPWgxUCkFKvUw1AWmTHQ1jC77gRnsGDT1REWCpHbaAKfo4PoMHL1FqnIo1SGDOe8N1gLJFlBEgVoPgFBfC3bCXRuKGTBUhSFyFJWgiBjuShFYBg90xJF7+GV89m169U1m+TQ5f5JcPEksnmf2vy0tvixTf0XOviG/zWvIvfdT5u12G1gcdJ4+7j5bVU+nmaOeZ5RX9OyC5t49j/h2BAosEyqi4RywmcOqbQDIeiVtH3aPAR5sul8LqrsRHYyEFjVgrjClVa5UPTnuJYapYL2QxR/3vzlETuAekaPA/pI9OpsfPJt2Zq00lUxPk0E4bAoDYHFwQjyfwuft+swTi28aOJ9xtnI56g+zv5xPvhlTT7PA+PX/KlNdLtaNTLPAxH3s3fdTXglWck9ajX2idjjKP25H94MlzNtOehu2bCM/6J4ukC8PiOeP8Ger9tNj/Ovnwz88Qp9ltZSHB3eLjzoUk2uVny7+8s2T/6Qmi9nZudcy/NX3ldLPczYroEinW+BBpz0gaRZiETsYV6Y9YJ/wJko/f/XOnXf0YHzQKxy7dtqv/ZNJejlZsg9yCuIb8vkfV//6GHlWsg39OlIpqX32ru8X35Ne+I3LqSdzxZ5EF33zfcv6R2ntx2nJpznptaJ5s+02duqRfSx1wnSehKP067/V/eS/cd75gfXeK44Iv1sJj969LJ7Qz//j4C9k9uTaB4FXX+VZJVDLMxvUT4/hr3L+hXStcf9qUbdWM2+2XEKkquyR3jEVWzXd44SW1upKSk8sDBTNzjqPk21qSfVD8Mr7wReqOgo00SUVlhHCAA/28mDHZs22UQekeNE7aeRGnfSiE5zUjYRvo6a9XTXttH0CLOBCHAXA2XSHW6FIO+BoGh1dlQlSczzCDbWUo/I4FWBCgifkKBZZMtljMnsEZw4boUXZQlf1/bKKqJkY0D8sR+FispFPQtlwrx1Z9mIHSHiBhJd4ZIn6Z5Br1LAN8zqyqCEqaqJppOoaIseHM7xugg8H+V0PD/ZxO2EBkhBhBXW/bKArOqqsIRpGqmlhS1oqIURTQqShp1pmum1h6m604ACbDpTwT3qhed8/JXwT2M62DP26DM3utkLrRdd22Mg16kRSq1roMohjbmMx4q0nIu10hiyWyEwNj0KIrwO7McSIwTIYUyCoqAvtQS1Bh1Bhcwt15ht9nZh9m5l/mZg/js4exRZPM/v/Un/0753DP+PEn7pzOjgsmtiYjsrZx3kTe0Y8/2bw9VHzbJzYp51sSdnn3PO/8d4tqyE7w7413KslVeS08phIH6QtbMMz7ScPGs6xg9cUijIOR3taOZ21noC1YbbZyidbwXREmdcVaPzJ4l9OyW+GyJM2STIsfXw0Ov9qunxGoAfZ9jJaZzKBTMYUyOSQ3phajLFv8m30uufz97Q3AwEUTQxD/ky81kjCxZ290G9e2b35iaRkRZ+yf7lzP/byT/f2W1+dDP44Kj0eF45X0Pkx/UeWWlSxYrZbydfZamEJ5w9H1VMssW/ltYsO5rh1TuWOPXomWqBrJMIwg9Pus6/mf55PDwYH+4LN/Mvf40LApJtbaVyVWrKPZUYDZIUxw2ArY8sl2s2Fktv42ffWP3rrasQMwakTtnB0/bXw738q4V/3uzbrXf+07RoedZ7mHSOPDVca05c+1r/+U94X79kCNqhQ7kkt5Y+uJQybUHQdVFwtbL0Z51yM7m45bep6O7MPVhh/DLnwgf/DXwQ3Py1xPkg47zcv/kT70t9fzwjxs8oj2DPhXc7uflrq2EYVPVW0D5f542RoLtoCw9xuUQhHOK0gt1sUI5CFbblGWS2RVhJZ/wJsHswaJyX/Mm0Z06FpSI6v34y9UFP18moiI+8V5GiaC3v5TR0vbuVVk9p+0z9DYgdd37SupwBhx7XTcvNhrwhNKIhIuhuFi6laNZLqBrLVaL0aAxuORFrvjWmtSa+iGxVhwd12UoIVzVQFGHWyB3jiEAnO6tZhQklERWjdNmrFZ7UEXothYJKtpZhsEsmlelmAzLr7Ld8YMrNVFV6XYxV1r26kmpp+U09VtWROTRa0/YqSSIixoAgLCpAgrwOI0YyGLCqJiopoGmnQSNb0/YqayImQkgKvGqi6sd80kW0rDVtZ3D4kfeOeZ4TYB5C+39SRFQWWF3Xi3LKfG7FzHRahwaHUB62GXMhZS4WgbLydzWEFcFzGBnmMjvZIJ4noMFjX7iqbHXkXlqItMdySwKQKnxnJxw76q/DoWXTyODyd+0aL0Pw4d/gn+Pw/mPN/nY3/78W0G4GtW1DDzIxjq4qWHOcOvx384RH8dFk8WUQXXd/Ir8fEe2kwPT3pfdWK7Hs0JJs7/pb6ZlB61E8dDrJHw9LJuPiIKT1eNJ4+gZ+ckd8useNBlwariCHjdzU8Bycnfzz896fkt/Pqow40hVoESqGr89HyCdk/qTQPgSIbcFX9XLdGl3N0sfYZ9pQiDjbyWmnJ3My3Y/bWLbFHErUnsHidGV5dV7382geqLcd+7ZnbgIu5eSI4f9T7CkodtdLHi8bpOfLsEfF1r3/SQg6Z5pNZ9ZQtnrCVR1h4det2dnctP3Kwg8jKb6Cs8WJ+ANbRXlbPdmLLqp/99vj/rEQG3M+iVHz/OfOHoIvWOqsJIFeudcqdHlArZRpI1ru8/3Zi891Q3JJ4Oj6HoweT7jPu7dql35u37zqsAkh8pWi4U6MShzEHowkUeA7njR3JlU80a7dNNk82VcEljvzl6469CwnTg7ris8zOh4HPbmkv7PBvaAXGUshdbLz7qfxH37392j9Kdi4GywZW+3Hu+3/36YWf3d963Rw30eZN6OKPXT97SXTjgkN1q56VEp34TBBM/eae0cLD0mqyJEaqChw0UnXXMGdknDzUI8Cakf19+Pkh9KwTmgNKIqIkglzEcqvxQlr8t8MOWtORNR3rl4M6DuDi17NqquWewIFZzTaOKXpBERIUoR4uHBAhJd+0Uh5Uq0QaQIMAloixYO4ATO1XIvOCfxTW4S5pzyeEUxoyb+97bPlIsNaIDbDICnIME7Kej9eJS7CWa4gmDtrxRT0yrAKDRprIlkqhQiiQito90bAWjoh6cSGWlHV92qJfX4pr6wUrWjZRoJVt2QcdG1s3M2kl6dtr+/baIV43pyRq+n5ZiZbkWE6EJHlwToymhUhGildNNGRlEMcQdYw6ZqZp6Nc1JKglIX2/oemV5VhJiuRkUEpSiCtigMYX1Dsy3nAjloBSqVY6B2cqaLZNZLBRgh5H2YF/QFn7mBpHVAiqRhE5jqp6iAqHlXhPgU00xKGpf+ZhjwOjmZMdOdlpcLpMrZ63z/4v9uv/NXn2/548/4b9yny/sfdGRHEpA/mnkGUwKZ2cU19NiydUZNmPLmvWUUxNplzkAn+2Tz3XylteOX7SenLcPptXH4+yRwe1J8edp8ed8wPwHE0cl1Ljbpvp43S9gZqCEWPYzyzmk/GjSmaY9Q8L4VEyTGQKSHMMd8/rrcfZ7qNofRWIQ3FftJrO0QP22yP62Wi2cKDJQCeMUARRelzVk/niMNCBe72jqIv+8UufbdzXpYxY0T15Mv63io5EgnMwd5xLH9K1J0z9FOs8LWPTOrg/qZyz8WU7tCDzJ0z2SLrbMfDa08SyH1tm3TNbFATwaqBejQVaGkG0EqX/7av/xAqHPg40iCy+JJ6HIvS6I8yz2J2JhL8VMzdcgVoVgg7t6u7G5TRTfPaXw38veYigq7+1nvrFz+5wdy0RO2bZg2u+8Z/nf67GphpfesdtuG9UCaV+Addl9sc9xdpdk//n1/i/fGf9rcu7Vz8WyXkBoc29HtY8SHDVbY2uZP31Jx//Hz/4xXd+9LsffPei/GYW9E4ffhj64SuXPuOJ/E4iLMLkV/Jv/0r0+W/N776k4fKi2Ij1VDPrGveG0K2WR+MqGLSOCGBBJpc532x7u3DljjuZng6IrzB43+fr7m0V7t4IX/lU/fbvhC/4OG37ZtO91cqpyIyjp9WFZAq719xImdmyfVC3D/MOKm6B4rpugIuYbtUCQjgeJrLRfsk1qNpG+ei8Gl62Q8t2ZNXyT4tqys+tWVTpmK+VDNZD/pzdF7fZQnFTHbSyOQXm57TDAiSvJrveCR5ftcOrvHdS8DPNIlbspl11lSIu4LtFMllQtA4YRVmfJ20LBi0en8MajLjy1f+PhPv6kuswDDTPZz/tnjP2HHvHlsaSbFmyEimKpMRMEQRBEACJnBsNdM6pqrpyzjnnnHO6dUPdW7dyTt3VOaCbIClSkmXLnuPZnbd98P/x/T4JGhOV4qJyWlgMcTEbEVLMxBRzCf1S2kWEPETQtpR2LGfsK2n7Ssa5nrWtZ91UOCmvguoGoq4DknKEiQRpkJcE+DZzESYSoucjzHyYmfVQo26a38Uy2wQqp1Qb07sBYyhnjgLGJGgEEEseNRQqmmpDU2uoqlVpsSIqFLgoxkFhOpIlg0liNkUCckQAp0ItLtqV4k15pSwtNY3NhrXdsvW2QqPn0OF/1M7/c/jifx/8vuToUz93Tb5rWL5oUTwNw6ZWO7pbtPULtl7R3MJVFUiDBwypqD/RrbakktzyRKiVOjrPH7f9W5i1jZs6nfDOILID6dvLs45HSzx7NJSFgEgypzXEBWKvxuXjGhXzHKFMC8aVTRsDM7PRSLAUqcXS20F415XbMcE1sAIfh/V9t32Il/r1YS1dL8cxsNXZqieOc5pGN3uajg6CyY5Pm7/1cOnZ5oZe60gZywZGlr+QtLAxOHmYDO/hgR3IOQjYOpZETuuJepQVNx1TzCZsnCLuGPBWsuv3Arhj0AiO8p4twN8PRXGDI1WBh+X0Vi979B+n//q8eB6XlmFDcw85k6iAOZGRLwuZvIAWtkhhrTjs8eezoXL60UPN+i2vk57Fon1nsDpLVL13Yeyza0/ZZG3UMvCKiifIcSl+KNTGnoioDyQbU1LuEzaDZbHyTNEJguuTp/JfzYy/du/x9ATfwEsaTVFOwLIW4nCyPA1kMgHRu0sLP3j3F+9/9HT9rltPgddu+C0OrHJ44lLWM6q6ngjM3XFqF4Dfvkr6YGmz1m51ans4uLWpMy5xRCSq0SlBy45+17cVs3SekvR3mSJ/ql6GjyKJpkYF8ZkwmZR87/b0D97/9CX5dFzwLCJfzfg0mM7sYhjFcq9VqQvrxYWwopGzdLPWmp0fFi9apZNB/WzCupEWU/1qZs5MgkNsLKVuxBTVuKIWk1cCgqKJkJQTrHqVMeiJBt1xjy2tk0cEdIuWEPBsQl5a3kqC9GuAl4FlNY20uhGQlI0i2GNA4kHQmXQqY3yac31WNj3DWFqibHKUQqlDJLKxhQaxQmvUaMxedTosLsVEpbigEOKijk3QsJDULiSMi0nTcka3lNDMRSwrae9mLsxAwgwkxsWS4lLmv85f4lKCXwjR4AAFirDyIVYuzIJSvEKKX8gI8SgL8dCidqbexVdFVE5Qn8WMeUSbB+UwqEBQHYbrCyVlpaqsNFS1kgQvCQtVYaEsKKAsBNjMJVfT6fUMSM7hDLjGQapCrCgpNm2dndR+L7hVt/da7uEosfsldvqn1ov/b+/3f6p/4aPlKbfcM6+pnr1LZC1xI8pc2TEYxPf3kntn6YNjYFBLwn6nGcnGC9BgalzDJcY6icNebIQa26CuWXL0MWPbRYEWZ7VcvQNsocUKCiD5sK8sZEVZYjvNKJBETclit+Lb9vNwGwWphfYayBZQysE7MXQniFaRtHdAfBi4+gnDG8Z7+/v1wRZW7w86+63Srj8+qIR3iqG2LJLpF891kuzYPBOGmjlHa/qGkk1PA8HdGnaOhvdRRx+39gLyotRlWdBTZ0gyKQmQPovQZpMZddPMKKw9DhlIuQADQ/SNhm+EeId+Uz1n6W6Dp6qZ8DCx8y/tL4fYsZKQGUHP7V6UqfTGLD04vp+rtLz1pDztMMD2UC80TWP/6p9vPbqyyt/0ucLYGld17eqSWuCNOJJwYEswHc2pal5ZXajITCh4EybGYyPtroQs8oZ4muzcTGhqLniTwXy2qZGTcnFRNalp6N2QMOo1gF5LLp2t7SrN2Y8vj3/y1jLjYWTqPfP8FZdLVN9GXyTUTdr90MInrpsfmmXPEvc+Ut2nuE8Lz0fo8yF8ks6MqBrjIzpdo08UvcOmqx9UVte5TkkolgHbteRB1jdKGbpRZd3KK68uuOYpwpcYt1ybNz38jZjZGtSmdfq8yeT3GjQJv6KaUtVgfTOrqoW4qGoqIhkLSZ9FNJMR8bMgdyGpJ0NhQSHORh0U2C8qheR1iwBnb/gl9LBPC2bdTdg3jOqaFlZORY6YyaB1LWdaA0xrWdMa4GWgMSHuocCq1YSE43fbMtloIZqFbGm/1K+gGyhLygmieoVroolNVLGCqpCrtEqbVmM0KGwmYdInLUWExSAHc5FB5wboWM8517LmlaSGENGRw1ZK1ktDQnQ4xkLSQjzJx2IcNMxAwnQ4TIeDVChIgQOMTJQLJAX5nLSclZRSHCxIBl3EtIvp9AgMCXkor6pgykpeUYJFxSwfSguSgDQJSaG8LF+Ul0rSYlVeaiqrTUWlIiygdBghgzliDqCABTpU5SB5dh4S4pC62nANdpNHXf+w499uB7aGkZ0RdPRN6fT/dF8MQtv0qy7uddvsLeL9Tx/yF1UpSWUQHR2jJ19Vz5+jJ0fgdjdby0TiHQBMZsD70+LFMccwdtD1b7eDu4ili9h7SUXdxoolUpnebnnQL+UL5WysbRTjSiXsgyNAJ9482O61TlLarmw+nbW0e+mTTKYQr8cKo1yxXQ96Gk/vyD/4zRqTDNWbX/Z3K+lKJtvC2zvVGJbTh9L6TE6bC+43n7vUhc8vr7AJIrXAX0Ofb4PPQWOrkNsKR1suRTWj7Do0EM2pmDWzZmgiPQ/SboAT8zYDJagmZ2du+QgPQ2Y6WrH1W+5h1tqzayqTHxsFC2HBis0jBhKyRsm7VfUNh4kjCGmtqxVuC9YL73Wws1wDk4McJaj1VSL6mPfm7OKt5fscmcluAdhCN2HOY+Zm/BoPGmy3gaPT+hcxc4cl8S5p2WsxjiRiNIYCumCarPC+94jx7jTrEZe3zvXINyE/t+BX1O2uojMN2tNhWyIdyg7Wqa63X5146807y/flv/q/Jz6/JJTx80JiRiRBr70lfv8Hqz//8cNHLws+f1NK1lXPgGO1sBxV1nvRQ0MgMqliSgwxyD1EfSODrMg3BK1gKpTG4/a+X9pMiUo5cdlBAi3ckk2GvkT4xLZ5y6dRxdyQx1W063NGdzgBWHtxcSnKwwJM1EfPOyiweiEtnohyH4clz8LKp1HZbNLJwNwU2LycNq5mfVwsJKnY2AXOQkRPQ+KaVs7cAwzthLQS4xXcpJxlKaOZiSmn48rpqH4mrl9KG5ZShuW0bC2oEniDbgSKd6BUNx7DnJGAwiOlOgkUI4GponEUTJaYLpJJVTKDRKqQSjVaScwprwb5RScFthEALxl0ErIeUs5PRwIc2M+Cg+x8hIsGKLnQJhSiQAEy6KdAXgrsJUF+MhRmImFOPiyAAQEGyyuQrJzmYRE6HNgE3JSwg2ZzMk0eeiBMh2NMJM0rxJiIlxT1kj0BticuioPSPKooVdW1prHZMjZamnpNVsa4KMxEYA6KcfIVPlYT4RV+oSbGwxSQ/9jp4wFV33Y/dVB1DTzsQkrf7IRHZ+DxSe4I1VQpd4X3L0zd/XTq8UdT1nUXZmphlm4LOD5GT14AB8fl826yWw2kthpVtc3/26tr1E15M9EJWUspW+1F9UU3uZ/WVgKWXKPTHO61a81iCio43ZjbU0IKjWq7OjoY7hzse2PF9WmPYROq+vdqhVE0i5RK3XJxlIuNaPO+939Jv37ZEjL2qlv1QNPph/3VI7S9W8zugNZGWA/Yq9VCIoF9ePH+7CxJJfXJWXHiY4160whEEK83R6U5JCyfQRuVea3auFWhiGnIiGAi9uimkTCt9UmQhK4R0rTUDCjn6VVj22593qhH4rome87/5JIobqh9/gHBxM3uJQ679h4/aX+mnlxTqpPerRK4EykludCmAOB78JAu4dpQSDhqsdniF3IDG2tJKTkSVqBOQyQPtA+K3/zL3r+2gVOG0rzoJ3BAllkRhIwtJNWeE4n+4vHlv167R/XJ6WabUYgGeEWftGoxFYJRxB4KqMJJuRt9MCd89Tdzdy5suuRJ0bTOZUW66KlRUa1hx2tE349f/vTNn95++++mf/JP4yImWNG3lFQkJK10QruJcJmgVCnUKdjYA40du7bhjJUDYFaf9KzKlItUNZ1tlNLCJhIUE5cyovJLq5dMwrWwIxR2o9YIEohnwJSvnlQ1vWzMzUDsTMxGhJTzKe54hPXAL5mMquYSxtWMh464KJBiIioaDyvm4iYSGBAUvRzMQUXCgnJWXQd1zaS0EuOiYRpsXUppp2LSJ1HRWEQ5FddMRaUTEdNqxk6GrXQwosIR/7AY3imH9uBgKxzPGsIWtpW3JiQS2Jt0IXuDt7nBIdMZfB5HbpXH45q6X1i2bkL2NcBDAoM02E+GQmwsIcDTvEKCg6X4eIKNBjdzHkLGsZYyLyWMi2nDUsZOyEXZWFZSglR1WN2E5OWssJRgo3Ea5N8AnISEjeI0E00usivBg3OSUoJfiDLzMVY+zICDjEyYk0gIwJy4XFBVK7p6x9xp6ps1VbUiK+FCHOXjeSFekRbbmtpAW2/JsJYESLLijMdi+by16By8qL+oufuL192iuWRSVmm4+qPwaBgahGSJ+TuU6+9N33ltMcTMuIi51ds2xDscJffP8NPzyvkxenaCHfXBVrs+VLr91+7cu/1gVspzQe7mFnj0vHi2UziHgztwZnt4eDY8GKC9UgSGMvFmq3A+bJ3vDI92dg71QHx6w6gjF1wcKOVp1JDjLvS8mztBfSPBbOr9HzHm77iWHscyiZ1oO2SEdPgOvPvN1uEfe4U9WJ8JZnC00BhMrfOvXV/grlhXH+l+/vM7fLYGzzShUI9OCwjpnri9AiZrMIj61CX609izD/QP39KxpmKN0E4/ub+dOwHsXdDbK0e2sv4mnjv4w+APiLv38Q9X1AQPbV0qplkBQ2nLWVlwr13TXF6x8KOBLSy9488n2BCXAzGdZbs8piPpxHy+0apJU2gO2lLkMP/8X/u/K0d33GKQNau16HNRV5vkVD6Jz/Kiooggj8uqu+A+VaH6q4VP3zIteOshExjzO2sBYc0jrWq1iD+aN/qDTHtgQx2+eH/zH1+5N31BVDL1D+HnmHMrLCps3Df+ofa1VVd+6537t37JeO87sz9/eTwgKjXsXUDXjPLxuKKhU+fWZQa5JhcUVD1MLGPuVMCjNFzkhxU3hbN3WMT7HMLEpkhCyYa4xaKt+9LKgoDNN1pd3mgyDsXLVf8QNXSCoqKbj3u5uIOGKBZSxOtu4i23bDpuWM/pl9PmtayTkDMuJRVPI9y7PsHTuImS9/CKIUkpIqvG5dW8po5omwkB7iRkHcsp81pGPp9gPfAwxxySuYh+PWsnAE5izkuFQxwsq2oU7X3c3kNdfcDbd7hSMquFJuGv0DbXaVQyh7VIIY0tLs4vsuSUcFhYiXMLQQpoJ4A+Ehikwv7NXJgGRTlogoel+XicgwXIUIiQsREjVlLQQgop5v2yibB+Me2n57PiYl5d+68YJSMohChQkADE6HCYAbmZCS8nHuQks1Ks69vuhbZL5naCX4iykCgLjbKwKBtNC0uQvILIq6isXJGWaopqVV6uivGyCP8vZ9BQVYfW1qGrd+Jv7AfA/RjUcuZGoWHTMzzDn7f9W4u3fHMXzB5SrqhtVu3dpm/Yj+wn9WXyY9P1H3Jp9/ys+37JrZt8AAAgAElEQVQlHW6FR3FZxS+r2tbToKXdTxwMgcNavl9sVTwh752VDSnLgkfbqVDzeeFsDzveK59XU0etyvneydnWWbfRbeGZvXLisAGeNrHnxcq2Mhi5OctYnrMtPBNSFtTFwM4gd9iK70CmtnA2MXXTE+fhk9ddq/SyBUxx/bRwMbD7+63jP++1Tro+sASB21tbv2s1zxhL+lH+IKwufPD+HJ2oaeb3vj3895Rz6BOXK8HdAXzazuxH5TXy4+CtX6nuv6llPQq56YhmFXCJyrulsx3ouOLeOqp+NUROo7KynpNdesK2CtxeTTTtzZs0WciIu9yRi4INnjdcj+330ic5qCwCJQyUYm2plYCCaFQwxFYu2zGzIZBTAsbZTFpYzio7bpFnfOHzG8Q1TcJNhpizqXVfFiqp6s8Dvf9354/xWPn1lZkJrxJsow4kp7UDWgkokabZKq81ElO47EtK3X2q6qNrq2//ZsYhzjW8oy96v+M+i779veU3vvcI1tVjlvKDa9O3X+W+/Hd333uHAJoHHXc/Lizn5BXYPeSpQ8tys0AKa8h53gYIOnr7yPNotjyjZz6WLExKqI+FKwtyEUsQsMvLlfDuS+scrlLtTzkbqLuHWvuwsZ3T1iOSsouFhVmYay3DuOWd/sBIvx/QrqS1iynNbEoxEVGOhTVPIuybjuWrKuKUSsmMuCXFgLLikRVjygYoKaeEpRATc2/kbEsp3UxMfN/Hv2vnPjQqZ4PmNcC1AdhWMk4S5GWiIX4BUNUzylpYUXFoAbnWzlap2BIxXcAl0hkbZNb8ImtxVsgieO30vJcC2ZdS9oWUeT1tIaRs6ykPCYyzCyl+IcrOpwR4gAY5F1Pupbia4NaQvJqNoGoxoV3O2EhgmINmJSVEVYNk5SQbTTDzMVY+zkbTEjyrwzIGOKNGAWkJlFVq9l7LOyia2llpOSXEc/JKTl5N8AspaRlS1yB5FZNXy8pKSVNvmtsNTa0kKJTFxZqq2tDWh/bOaWT7q2z/G7zyx2L5T0h3z9VNsPNVV387c0Sfi1z/OVt8zw/IK0X3oOQaVFz9gq0XFlYYD4PPLlhu/VJlXszIVpOy9Zx2FZi7aFERclFFrZ04RHy1QhEpH5dSQEois5BXeFkD0gIO2/Hdo9L5fvm8X3x+fPzl0Yvh7t5WBdgGXVtBbStk6RTRA1cMmaDz3r0zsUjh01ZkEXWhE9+v2nt5QytjaFPGw8Sx4NM3lBfekS2IfTQdXweY2meN0z/vtA+2Q/F22j0aFl+c9r7FbIPtxN63/d9DqUHIlKnFB2f1L3fzz2HbAHYOUWe/5t8OCor0sfCNN7WfvipfuGqRzyXnbzmWH/gx16Bm66SExW3kuB3dpY25TRaYL7N49DmHFjQoMktzWg0t1I8eE3TogspfDo+62VMo25RDakp+w9gWKfPiKQ2LIDWukqX3V0hcrXJlg3P/CmdhzMQQ2Ah6LTettFc1THyDmZDuVs94l21Lfy9Ok2E8ObxGIVJierxesSIgSavjaAwUhYmqtul8Ab7RuKay3dvQ3LrLmrtt98oaqKWu5yFjb5iv/ob68k8mnRw0rEen7i5cemP+b/+fDz6/KsqbBlEW4mQCvWC/lznW2DMsacAhqTj4Raeuk/duF629kKMyxeU+5K48Fa6suWmMgFaoDfgdLcwzeInB0PtUZdjYRXTtuLgUk5YzqnqYX7SQQP1KVvk0vHnNSb3rFU3G1HNxxbMI44Z75UMj7aqTftO6fFewNMUmbXKVEp9bW7CrACnXa5MCSVE5IMCtzLx+LWteSCke+TlXHexP7bzbFumEQ73oN8zGDfMJzVzCvA74mWhcVPKLilpeXKGyiM0qgVHE13MoUjKBS6VR5ZwVr3o1YyZCttWMcSqmnY6pV+PazYCK5tIyXXZ+NCRD4/xClIUGGahpMWNYShkIAR3NZ2KHnBzAx8ScVMRDg9MCHJJXQHEpxS0keIWEOB+VIEkNBttLFU+tbC+hOhwQ4REqFGdjSSGeFpbymnrdNeiHdlqeftnWzapqGWUVUTdQbR1RVHBTqx/a6Xm3qupqWVaqqqpVTa1t7ewEhl9lD/5U3P0zvv2v8MFReCtEAWWT4aim5lVC7CU/8a4btHaHwEHB1Aa1zZKzV3IPUEvXSkMevmfwMvImKvb+D+kb1+wbdz2P31WgzkE/e1KOb+fSpfwO0q3XCvCWkOTmPbSnbB3U1s9o6s8bX561vjrb+vbw8OTw8GjY3gPDTYscsSjLHfRsUDuzxLKX15dpQn0yUDLwYyfVLxueQU7TSMrqG1ccr/yI//AtHu+hYm3NuqFRmHFnfpQ7/FNv+/luLNwTcNNosddobfsNJclyIOduKwUhtzm3MaXgrLgrqYOwv6lVJpwqOK5vmRko/Unkxm8V77y7cfsu3cgHdTTo7qeWlLGzn9jNaRoJbdO1kYX0rfOj31eKh1h4Z5B/7nRVrMIo5u0dIeeBxOChiaEJ+OKxsicG8AEVAVjRNfnqovKeenlMQFoScJ7x6By3cdmg+slHN+7cW9lUONZcZlvFaCzy11OL4qin7Bkxbthu/CVTdMnVKpxtapymTLLfGtpAZMOmUEbMYodTZA/p3SGh1ia2w5Mb7ttXhY/e1XIeh0PqsklRuPwrlltUvndHJFtOYJaWaSlw5ddL3/3OhakHpryqZViJ8MiegrGZM3cYMp9ckA5ziyl9oxwYWUVl0VKmHtrVSZN36cxFM1uQVSuidq8Xq0b2y8DeSxYZkFQ3M4pKkJX3M7GMspZT1dykHOOOd/6SjfYkIngaFk9FeI8CsrGg4I5/8teKK78gPfyAufpYQiXJRTKDThf36uo2aVHG86xvcuhslUeAhfQ1iyiv2sjo5pLiBwHiRePS+yryHT11QroxzhQ/DRhXsprltGohZVjN2GiwTYTKFU6+QSxycCVOFs9GYhgJHDVXLfDZ6XkbETItJnXjIdVYQLjil7JDBp5PybPKRQYlz2ziB/w8IEDPaZcToqmIlBjUCKx2kTdqyKR0cFxSiAoKMS4GyqqoppYV4zFJ3i8DfMpIxJCAfFgpWKt7G1VHCTPkYUkxy8djLMyxknJv5GBVrePf2knu7cR2tqO7uLmdEhczkjKkawCyakRURMzthqvXtHRwZQlRoSVlrW5udVy909T+H7DTr3IH56n955m9lmeoWMrMfq7XU0Np77ZT3yonD15Ung9ju6ChXXQMSs5BydHDjC3Os9jMp/bJNxT//De3Pv45Y+G35pi2WQmO+pnD7eI5DuwVanhr++Sw/k3W2OVMJ+SLac5EgnnHf5A/HQDHteBOv3Z2evz14eFBvdb0ubGQp7eNnJw1vqr29kWxIFbaCTpg8pqylBj8YedPiKWr3ACu3dHM/8Zw5WfEK3eXzRynXC6zlCPAdqb3Zbmx17Jb8nfXhKKUJdhJfPJk7vuvfnL5+tLKnInB8KhVsEoB+yNdD5SXOS0WS1jPhaVEkPQ0+Ok7lDcvTj2cYkYN5apre/VJKKSpHWX2WpHdhKZOvWB2rWVPyi+KwWFO2zopnOk1iIUaC0gwxVSc+NT5IE7hIAJtzM53GBhx2Vp6RV0VKnHlE8fiuGZ1RcdZt8jEHrnUAnOU7ky4XC9/qcn6ZKCckVh/YJ/iBVJBcevZRfHHP5wOsVA8fWgPlcFip15qWdNZYcLqxny2SNTkA12BnNYcZ0qzTyZsn70vuveagv3Ml/TvFuDRlTvk6QuGG5dWYzI8yitEWcU7v+J+//s3FRysqGwYiSHCksnFgBzi4iTTxKZELAQ4pmni2qaSjkl5laqjDxh6G5rAplcmTKjsQLwQ395O7u+hJy8FncmwrOil551kyElF/Ew4TIRkD9xTb0o2r9p1iynlmk8w5xCNe3m3XcvvqO/8gnb5zfnxG2Qx3WGTAxF9Pa5pBkRlMzUvZ4a4Aq9YgHg4eERaDvJxLxMzrGeZT32PL/IefEKefcgiz0pEK0bLStq8AWqWM/K5pIaYVAuCSrVPbbRLrQqFn6cMM0ThTaVHYtcFg/yCnwaZltP6yah6LCQaD6o2kmYWYBFEHby0g5ezMFJ2RiLEzEWZiJOS1VK8coFepZQ6DY6YMx4zZyLqfELTAFR1SFFL64phQ9JnCvjMnrg9CvphPFyvx7q1cLMQQGB3AtJAsLgICopxKuReTPqJQIyLZWXVkqndcm+VjF1AVMYs7apvWHL0LXTUQEYQY6flGnRsjYa90NY1OobG0Nk7iGx/AR6NYqOmo1c3txv2btHaUy0mV8cdzcTePnjU9W1/1frytHwOaZtRadnCxn2SSk7bCMmrkrn0Jz8kf+cHb1945SnpY7tqLd0P73xTf3Fa+mILP61CB/X8eTl7lDR33ZyicjF973Xl04v8VubIpcyZ+Ggrd3LQ/OrF0Ve7+4N8tulTN3HfsOYb1mO77dZe2FJffyYWiMSLN8Xd0Ojr2hcaAjj5KKCZzVA+N198e0ZOk9gklkSk2RocFg67ngIoEHsoHM+6UZA8iBsQ44xmlqAmQtZ+RFg7Ao7+ffTHw9bvkmgxhSZ3Svu93GE60mUb7B/PLdx4TCfPB3PGTjs0cjPzNiZW82+/KJ3nJEX+HV81PIow8+e1s1Jkqwcdvtj64/S86qN3l376V/e/89ubM9CGOmHW+jybGgkrIl/KEphVnq3qlsYMRIeEYNdI3EGbCbVSYMjVYzBCMU9tCJ6InYYx5/gj81Ma07T4iX3qXeFH33ukfubY8m3tZE767d+lKhUXFLCClkgpZk+m3P5cOFnSRaE1jf+TCeYP37j7j//08MYlbdSzg8MHH/565cd//eDDV+esbIT8ILh42/v0t/qxGwokvL2VPgrSIT01BZk6Lgu2JDdRF4Pzc0EtBw/Kq2ltc5Q+qLgHAUubJjWvS1lCn9YFRIP2AmTq92M7L/ndYZcU8zBw80ZOMZfUzKc0j/3sjy2zrynEYyEXAbAxMsbNmHzaS7unmr5MHbu0vv5Aq95Ih6TVpKYVV1Q9bNRChm00JCyphFUtO6/sYKAeNuZlYy5aXr2epc0YFsbZS5M82pxBS0x52AXvJugk5ixESENLaBVui9XmdHvs9oDGbNMFNLoET+0XaQw6izDuJMPmdUA5Exfe9zNvenhjAQcVCfPxsKAYYBYcm4iJBFnIsJeOJIRFDyenZbsVEpVMKTQbHD5bImzIJXUlxNhB9c2sBAvK02FDKuHIIAEUD5RKoRbu6+KBdjlaQ/xQyhqNyWJZLpJj5SE2irCR0GraOBnj3/Nyp4M6cjwpQnBLpxUaDVJHw+RB3txxUuC0vNaN7u7Hd0/D/S/Cg0N3d2TvDBzdLe9wENjKaxseChTgYDltE7f2EFM3rqj5WAX2PXvJ10sbWy42mje1PBwsZ+p0Izut8E5K1yDfD/30u/c+fuvZEXIWZEAZOX5SPOvE946r5xXnICmr7lW+dMrK7NWwWVa6cZF/57NFKNCDo5Wcp9uI7+1ip1/s/O7k+V613tdIcgV730kAHKvZ7dLZVvmriUsywqxq46nUS4Z2s4chTX12ziNcS2k30/cuExYebbqkUSw6GA5OsfbA7MwEDDXI1l/WKgRl1cG/VStfpA2oLmDCpy9ZE+omZGqUA6NCfq8I98/qXx8WvoDBrjWT4tgsHJFLuJmAHMN24iCmba/f8bp5hW+6X2kfBqV3vMfg4X5sFKYikKnbTI5S5krBu7d8Tf/Ln15UhASrFsoKI6ywwxSDiBPnMiCOpKKIVaF25zwIwFQtOxrPgdbh+t2AkOcXcJWHw9Efjv7sT+Wu255cc1wWqFS88biNkn38U55+KvH78ukfu79rF04ypUIAijvhgLuclKVd+nggCGKOHE4x2e+JGD9fuPOLq9fnaNJC8Sge6t+9svkP37t46eJUwJhh3nYv/9aUEBe344cH4FE/vudjIS5RoZ0+jSXL7IBrlaG7My/TCUoOJpa3dPaAg07kwKTL311debq5qna7TJ4ghSHapAuFPNdL8UTSLEvoNnKCx37yFfvKB3rWJ+aN11VzL8s1k9EQBXZzQD0xIpm1CxZVjHUOeYUmW3ab10E7PR/gF2MCPMDCXIy8k5H3cAoBJmYngw5m3sHADISccR3QEiAR0UMnqnh0g5oVdLLyQTYe5xTS4rKfj2jFDoVV4Y5Yo764Uwea5KDVEtHYlAq1WMZTmpkxKwFUTkSYtzwbn9pot726lUxSXM5KyjFO3rsJaqbi6rmElpAzE0EPHXELQKci6jC5TCajy5JJOGuAvZ1VN2F1La+ogNKSX5QMqOMZe77gbxSsddTURs09yNIBnKWMEwjrY36hP8lIQ3Q4z81XZaWSrJykIo6FhOCpnjUhsLHtRVtzkDzYzh0O0/v7qb2SuR0U4LhruJs++CK1+3tw/9vs/nlstO/vt4y1srae4BcY94Ob97xReXUrtrOf3JNNJ2YvWq6+Oz/5Gc/AKUlJqaK9C+ma++jJSf74KHtQ92+Bpi7jmf/Ka0wLGw0yYD8H/d3OH1Bbtx/fcRBzsolYwbNlF5ZIjz1QYMQlxz5+dTZvbv3vs//4tvPVEX76ovv116Pfn5w8b24P4+l6NTBiXrHbF5L76OlXoz8aGcjtj8iEed7Uu4KiYwuLjVY2TWtEvUoSk9LD649MIXHVoUaDqTKG7+t5aNDYGQR2FD5oARKVnru7X6X8I1esEv7k5syVG/OT4wTOnClsaEjWgpJpew88qne6wAAOIoDNk5QLQy5tEQhtxVxbkw+MM7c1ZfcW95ZbMx4+Bw79i4mpn4vG35ZvY6crDwz3f8G7/NONH/z4ff665oO3yEsMvzGKi3xOaUIjBSWakiSJ5wfw7+r5HY/H10V2X5S/mLzv+OiiSEeCTNxk3N/3xYELugcfeD80BMzy6exnP6Dd/C515WfKgbP9n4f/0iseVmo1MI8HEMSWz9AiKkMyWYD20uEtl7OgTsVXwhIpYHWWXJX2jkveuvEu59UfPSYtBIb4GfdR8N7LKslcBpSWMF0jyC8I510pdSlpKQbiOWM6+EC08YwvscvK5k04KikX7N2CbYvGcl9ZnFgWUb0h2KDNLmwKbnFmb6+TXop5s3peUEEIkW9rJn/Jn/2lYvU32vU3tcwrdsNcwkMDjZyAnORUbrjlJDOTwKMR6YJFnW42aSaCPg4W52EhOuIm5uyrWRsBclMQNxk0E3OGdUC3mrUSIQc1r6Vk+WSXiG2RCUxqrsvGS/u5mI+H6Nl+rcTmcLujvnRIidvYBQ0JVdBSQqZJwJEomEYjNWlZAVRPQvy7PuFYSL+UdpOhGAdNstEoI+9cz+inY5r5hGkj52LkQzw8pqimTJWErZByl3L2Hmjpg4Y2oKqlBMU0H4PE5ZgQ8YgiUW0urSskpEicj6ekZcjQKri6iKOeVMF+ViRIjgA0MM/OozysIMRLYrwmwOt0IE1wRkWhtru/ndrfyRwMs4eH2f1heGTbROxUpGTvjqKj4+zBV+jxH/OH5+netq9YVeApJiqZjLIehzwsrGLtHKZ2zcu5az9ifHZxjLEkO2x8E1ZWu4k9yNhOyWo7yd2z/Ol29qAT3d1K7evp2MQlO+OB//Of8OvJw5C4lBAUWfd9nKdRxmREMJ+EDF07JX/zZeWF7y7LxoJH4MGL4ul59cVp48UOft6rnDR7u+l8wy+rLryiTLLhsrM3yD8Hff3xW9wnk5OX37gnnoxGTU22yCa2BYyOpEuMEm94eOMRzlxY6yrVm19b+SXaKlCydMOuDi/hC/QM2Kk/sR1Ct4vyiG6CNfNkduPJZVXW2raQUmOvb6Zc8PZJGz/C/IW0L532J2GjNyZ0uoyhlFBrefCAw5lNPX1dPfaP4ryuKbnlYD3Wbs6bJXS3mV9a+Fz16q+v/t2vL373Hz+4cHc22E3q0gGxLyCPuuVZubYoSBTzanIubCuB2YqWlUJdnTmC7p9ufPb6B1c+uf6QxvLR9Mp3VZ/dcD7WKuLyqfRbf7n+7vce8T8xSq97+uHRVnu3Xz/Ig50U3HKl8tpMNJ3toK7dTvZgCzkfdL9ROmPWTCiOwn5zgzqZeOtvaa//z0f3Lqw2oONcZOetV9Z+8Q+LgmfRnKGT1NcdtETN0JWv2TSSkMuZvsifpJptgKlnJMGK2VSAV4qoa3MkzSMGRR+xekOYgJcisQOTAu0MVf0S7u7G1XX1cnjtsmD9NeHm2zrixxbm5w72TbdqNqngeMVChYSlU9PcBnpYTrEz1iXcWb12Mm5czTgpiI8GO9Yy2omwajKgXUjq1wHrRs66DhhXMurZhHYuYVhIqwhJHtXM5siZYgFbJGez9VyqhUc1qDg2pyKeMpWisrKTklctpSWzCeFinL/u4pMd4o2gbjVjWs5YVjKO9YyLAHgIgGs9G2PlU/xChJV3k3IOImgjQbZNyMvB4vIKoGnBxi5s7uXtg6KtDxpaSWklLMBDbMyzCQRIkJ8CWqlBDz8a4gMOdjSnq1cCo3Zif5A+KNn6oKwUYacD5HCSkgOYaEFQqMhLNWWlpax2FdWuvNQ21hvWbss96Mf2mr5BydFBzG3LJsR/FtWvZRFdqx8enUFHf8QOv81uPw+0t0zVirSU5RacxJyTBNs2AAcDTSibyxeU69eV5EeaLxtft5w93Nm3KSqE247d4M5WaCehrOUtnbazj5jaM1ftN16Xvfm3E1OXSZAPM/MyPhFKueu995b+kx9LU8bmHv5i/pL+nb+dpd8NNmO7MU3TxckbKTmPsFIFj7faZ3h1S6YHNt5Tb/5Gn5RVq7lttzGwPq1+/Vd3rnx0izwlSyewVAzN1BuF2hZubkvGI/zJqHYl4zJ2apljwNTm0/JxfavsGKZ9NUFOFzp05nfild1CY7cfA8qbNP+N+4bj/rcpEf7ZD1eIkzxXyJPbKoriZi+eQHaqnlqEFBMZEW+w5KeLzRuToc/+gXvr/6IH+UXtbPDSyw/kFF/ShLyovOjg52pr9M279/7How/zJ7n2ly096KC6pOKUWQtaDJgt3ihI5Lpny1OzrIWHC3Myh1Xlc9xUPviLxTcu8R+4E+C8nfmW4r11g0K0hsx+4vj0Z9R/+quP5t/gO5czdlKuXjgoIkeZYB1M97LJIQTuuSUlwuce+nRcwyoXEnsVYD8RbGPxPRundOfXysuvsHjrDua0qRo5BCPbb7xy583XFiOq9lH+ZBjaann6qKFDeGD38fNRKX5FStB40lludeqy9tlluU2acXljNKtpSa4wODxqb4Ii8dMFSdKmT8MAX8obWzEubpiMUi/qeJ85RHd9nHs+7kOfeDyi3ohz+TIih8Skyk2sjIsFm0hp0axPOhmUPo1Ip+LmdcCxktXOxyWTAcmYTz0T060CXnreR88bF5Li8bDoWVg0FuUu2SgkGYuvoAuEVJaYRpVzaTqjKOwQZu3snI1RMGzCqvW0cj6lWkjLV1K8NZ94LahYy+pWs+ZVwE1DIqx8mA77yKBpORNg5QFpOSspJUWlCBf3MVAXFQlw0Iy8kjd08qY2ZuvmHX3I1IE0zZgID/ELETbuIOQMc3HLYsqyETbSrSah3qNxDjI7tdAIc/a2c/tlRy8lKYXpYIiUyjIRRFauq6odXb2lqdd09aa107W0erp6XV0DOHCCA8cl1QAvHxFgkL7p4eKEez7eUiopq3a8w3Po8Bvg4EVo68jdHbk6VWMrKSiEGIhxLsG47qY9ChA/c3Fu+zev6RXzzq+LX9R8w7i1I14HGBNu6kP/6g2vdg0A5GXc2DMpUosb6ou/XH708VLCDbTxk05wGBWXbrwhv/K6EHb0zlsvBAvRC/+8SBt3oaGRnBhcvCc3MEDEMYiqG3Z5IZiFnAFo+lXZxb9YctIhID5kUpwCanJsfOX2vSsyoRGIdcBMo719ONp7Xk72lZvQ0qeOtQumqK6F2PvD1EEzsZ+2DeqerYp/e9OrUVfN1dN0dQid7L1Aort+f1FljAPOOmLpWjYTdpY/4A4Ag8K0l2tteWtfVDP7gKih8LRs4ADnmYLzY/ZHP5EIPrcFmUhOU9WuJKgTWiXZ2AmM9PLiDMHE5nmuUwiSsmm0fwhWS6qcTobo9bhGiTndDSASSNjdvinJ6optSQCIKDHepG/z76njryiWfLnkU8vGW/J3SCapkgTf+41u6rfyn/73zybelICSaic2agLHcUdfKskGw+VcvJEMtWlr0dd+MPOjf/zowRg14thCvPs5+xbmGQ6h86uv0D57Y+3fT/7XLnTSiu3qqJkPfrw2+ZHeQYSSymaIUciJSn5+4dYHAvZySCOLbFhNNisWZuEfv7345D4FSVQRuGDLJB/RWTMUkcAaEHvsq2L+CsUoYkAvBaiwfSmleuAX3vSKHwf5j0PCx0HNQtpKhIUE5/oqlcIQadlpL7vkoeS18xnZZEL2NCp9GlZNJ6zLact0TDERkj4LmWaTTmLOz8I8tLxxMS17FCBet9HvB1QzSRUhLGb4JFwPm6YnrYi4RJ2JkvSyix42rGa4JSy3jBrXkEAzBbbTEMVqRkVP+6SwX4x7eAUPDfGToQgj7yODbgJgWQPCXAxWVouGFigrRZiIm5zz0uCYEIc09ZKtW7J1UWMLtXYhXROQlONcLCst44ZWXt8KsFDjXNK8HLOKHXaXJhq3bkOjIAfXreeKviFmaMOqJiAqp5kIzMoXJOWGpt7XNTrqasPU6riHPVu3p693FZWaBLCuGtUb/pyqUbX3+tFR2zeSkTL3Ptfo1gBAW9+O7X0Bn5xk9vYD/S1Xt2howqpGTl5JMBDbVHTztm/lustGgtcuqD79W0JGWYdUVczcLkb2x25bhMtJn7yW0NZBbSPOLXq0gNWZXHvkXHtkkDB02XBlD9z789G/8dZS9y5KzBQI0FTCms6Nj8i/+fXVlL8ChqpeDeYQQl+0z2Fjm/U0Wi3t9aHD8Z+pP/zLGemMP2gd8BNyhUYAACAASURBVGkJGsky+XTjx3//5rOHxEQ0j6LdXuvo4PgMqzY5kuCDi6qZd8xJUy9p72ftLdDQsGka1egu5hkIrbZMq/7lt+dd/OhF9/c5/ygWL9XQrp4Msp9FUV1X9sSN+Yqd3Z3FoNTaNNW/AKvnRWNfa2tKElsI1aP54K1HT36qoF+0VEz1Q/Q5877fQI/hidq3wz9olXmaBWVzgIUV3bRTWs3vBxy13KDoakeNXSkLExqLPsgzjDm3ZgUScUrBiIono6s3Q7OvE+/8nWTGgjnHjfNvyD9YMHIFK9nrLyt/+TdP3/6b+7x7tlFs70v8dJTei+rbK+SkzpMPhzMCo/PTBdZ7t6Zf+ewnH09/cPUuaXpcrVzK1AJD1NGVLGdu/Fiimk7ihuYx/lxKzd69brzwGvXu+9LPPxATborND7yEh86fvDV+4yFl3cwTea12eyFj7j4Z26Svyxux4Q5+Ho7WPx5fvzhFNCdAPxpaVRJnZcoxvvAl+2LCuBhjPTDxHjgVT6OKqbh+MatfS3EXbDOPaDNTDPl6wEVGfVw0KsDNm5B6JWNZy3gpiIcC6edjwntu+QOfdTbhJ+aCdMRJzKkXktzHwZnPOHO3xfK5lJsMBzmYg4np6ZCIFGYs2njLfvt6LiwoBjQJs1WvsGpcJiCrbkVEFScFNpHhsLoB2doxXcHKTVkJ6QAhF6ZDYTYWoEL21WySi0HKSl5VT/OLESbqpef9LCwlqyL6VtHWL9k6RUMLUdbTgkKKlU9yUEhRrdo6JVsnIy4HyFBKXMo4sUQ6lkeTqLvDfRwZf8/g4mDd+N4wMipoG4ikiItwXFCoyEptRaWlqjaMzaqtW7V0G/rmnq31IoXX7C4vVZWV4ri5MwyPdlO7Zd/QIUSDXByzdreTB/vA0VZ8Z+QfNnT1NK+QklZyylqUmTeTchYC6Cbl1FMR9i3vze8KWDe8+pUU7NnOu7aaoZ0D8OQQPzspnfejOylpOSQpw44+7hq5uZmNp/SYH0qqS+XAdtzS/ej7zMvf5S9cMLmkJY8RufbplEqSMCoKpcCol9npALuCudjKJX3ZPih6hosfmp/8SCgYtxwXngOmDnstTFlVP7m/ev3qvXqtHLQDxXT3q/Nvt/Z3bPHI+pr+8UdKGQuMxto8uW12XUxR2sBkpxzeLpY7el4gJs3rN7Lt0E6jNlqgKVhi1/qYl/s0KnkUnHiDIJ0wjppfSmCXOi9NbBvho6C+qjDUVaaeTVe13f187tp3aD46+p+73+5lDwBlXfLU6mVCp4WzPDwimGPXnorlUkygDi1OOvj8aPuLPfgY8wyNNJShLTmD9qZa0ZgU6JUJG9uvXIpsTqVJr1Hv/nfRPVXBNGWff1P54bzESHyauvQ97ts/GH/jB7du/oxU1HdG8Z1hZCetafI2YaupHvUXqGrDK4+e3OUJPmHdW7eS7s9SLn2+GFDgz8tfBPl4M7c/fVVx6QfL8plI2b/19Yv/I9MXX/3V0tj7yg9+ufrmy7cXP5bQnoZvP2DOcqmMCJsfVLi8sEsGLU2KlexAJdg/qH1pN9U+/pSxKXSnmwVbykvXGtZ0sku0yZfURAt/Vb0+xV6f4FGnlPxFh4Eb18rtmzT6+OT8xByZM291bcIRLhblYuKZKG826qMjKXExwslbV9Pm5bSLAARYqIeJ6lbS8qm4cDxCe+QjziqU1ICbWQiw0BAbdW7CdiJiJEG6jZyFgiRFRczUTjrSvoDDG01l/B3U1AmyUdsqEOPjkL1btA8yppqW5RUt2WyLyRANjgvwOBcLUKAkG0PlVVBWDPMBrzBtZsQ83DygaeRUVczQQnWNrKCQoEN+Us6/mgmsZ72bOTcZTstqKVGpaG73wjut+DaeazSyDdzSVi6kHr2u9rCw3ezBIDqq2rqYulqWlUviQkVcbEiLA22tq2sUDa2qd9gPbn2Z3ftTof57PNtzOUB+LCcsQ4pq0zvcTh9VfVuIrg4bmyllCbd0erG9nfh+2dQ0LKbk07GYqJyQlj2CYlpQzAhx63KadNXx8KfSG/+DNfOpXMkOJ/XFo/RBQd/0iTG7ECkHd138kpVZAE2tkm+rFdz18gE7LyJfTmg20yP8xfrntsvf497+mdRKiw7AXQ0h3gePt0unIQF+hJ86+KWP/0kgeOCt2brzF8wT7xk2rjg0s8GSttpP7PtUDcqSaWWe+5PvvjZxe1pOc//h8N///Zv/PHxxho5wtd+8sEFdWhY5PHlDAJphGsgqazrbK+e7S3Mri9dXo9z88sdqFyu3ddqgmGSTDD6PHF+74bv/6znZyqb8iS/uxcRlM78gFmJUc0ulK9oCDcRZQYW2zNwn+kt/vUz/QLMTGJ0VzvSrqZk3eYoxZ9s33B+db3r0rz55/NmzpRuPHv78o8szvPXKWaFyng+NXBv5BXlVY3BAz0juKySuPRuXB63LXspKhvEb2t2/ltzWlU2kEPWK/vYEQzp12fXu92ff+If77/zPiTf/8pFx3tMP7nR8W5ihZWagaWOnGdk1yKCpBQ3HDN3hMT0AphNXiEuJcmi3bGtbiGmvBv/w1fG3Xr4nJDp6mZOTzlct8Fi1BvDGIuSHPtpafPWBx7wCqSgRplspzgokcQ1f6p24zbt9mUicVqetjRZ4xiCkPv1IYbXXs+WK1uGRWCJrKs6njLGXaCT2wuLag2dPbo3fGV+4v0Fb5cr5dBVhinnv9vK1Wwu3n8wsqCnRCBe3LKcoN72siahtEw5w0CgbjfMKSQEe5qBBJqZeSQrmQrrVrGElayHkvFzUToOdFDjIysf4xRCv4KIixjXASoTsZCirqJbtg1Koh8UahcAQNnYSQtxJAh0EMCerFu0dzNxOG8sWhUdK1enWQs51IEKF0lwsIcATomJWiUR1YavWotfoTXJ3RI0huhasroPKeoJX8K1lXFMxw1O/fsxhfuZR3vesfaQUj3sBaXUQ2Rkld/eBo0Fmvxcc1axd22bu0asy2bNo0dxuuPtN33bZ0i5IS2VxsSErddXVXWN1qEPbxno3ONpJ7p/DJ3+uHPxnq/VvtfIXQLWmqrjXMi5iKq3BQAees4FhfdIhScGWdis06oRGJUfPQUO4T8IRWQV39suuLVRZSzDzhsUU7Y5n7OfyX/23+799/YJYxKukGyVHz0oEH3zOm11SyulpEwO1MlHMOcxbu0lJOaeuh6h54bKzntr6ZvgH3De89hPpb7/Hf/RLdlSY/qb5Yh892cuf7uXPjmtftIC9sLQ69a5CNh0mfOZ6/Jpy8aJZcs+Dqmo72cOEpf3kIyNtMvbsCu/iK5d8jmzcW4sHy8V2pXAIu1oaX81k1LtMvLRTXPKZ21h2v9f42hn0fvf73zGo9RM3uL/++/uydUd1BzKX9dq4jzjjuvwz5e13HrOmqeKxRD5TZOfl2mpABTt10UC5dlCCzy3mPmMDuvr/s3TXz3UYBqKoM/N+eHNn7lzafbtd6LbdbdImadLGcdBxYkjMJINkCy2mIx3SYWZmZmZmZtDRER8x2pY50KQppe3dee+H+75/5PsZre0fpyDvMbK8WsvTEgD8o5+SjcjAYmD70cbj8EJyTE37x0uf/seFj++KR/l5hr/izq/nXMteVGGCWsTS7coLWNRpPNgWD/DtBoSFjPKSR3Wkn4rH3Yt2ZV6I9hHQAg4V6rj2LvbtH1248hpg8NRMVBZthXZXfOtl/aIan0mq5+YdqwZqUQCK6aTNCYZSb0uTwYnhQY8UEtMCQoJ+l56ax9x3EcGhrrNyzmS46l6fD+3aqEXMWFiLyuQVixZMlo+Ia3Q1VdAnigs5XvEokt3dxxju40wPccyKTNS5cfem8MYlacK347YvqLRZmtiIFLCnebRXpuDAmwPtp+6ePNv/4X38WYTiPlo5PcXv6iNfuIs73Y47ex3WAQZzBWMBaqcd3mElDfu1iKSJkDGiEjZswk/JODBxAzgiH/PpIBE3Ke0gZNzknIeYUUIicmjUgU+HGAUHOauZif2fHtlGSIcls2njUtnRqppWs9JZHyVnQCbUwLAGGvVQcjFBLSlrJg0li07PZ7CFWK2DkEqxSile2UXK2YQxt8nnsTksDqPWqrNqgiFJLSmopQQVLzmrmQ4qB93qPqeiW8nrIPPuUNg32YgLaHQb147LFBWNhnFx2dladLdmna2qadnOL+GnnJMXVC56sWlZrjtaZcNSWlAuc4oNQaXJr7Sk2W19fNs4u2haWnKv7SR3nuUffFvd+PPy+h+XH31dfrjkKLlEOj5ZoOXb0u5YKVYth1ole8tFyZvgsQC3ZKPmhVNBByVf1izM21ZykroDn2KM+2n9vq6PMKfeOvfR28fOnDgpZaqd2uhe7YXHOWfzFVKOxa34ft27GTEvFy0rYV7ZCo/LRr0GYkKFjlVtK0fzL5DDtvdeBd74cObWJ1OcSU9COa+h2BfKzcXkwd7sg7XMww9/Brp7kWYiFYfeExDaLV5SNiOtFy1LeUcL2mkjjAXYE1HakKrYWADCaUqDL1AKmCoCxwY/sGHhU1TkNinntjnCrxzVn2wtPI7UIudufi50KN57bww6woaM4vP1kmtRp/bb1Pz0xEVr7xk4pl/CHvHWylld3phsrCeSOzHzUkzaxHTZ5eSCjlFw0fOkT5W66XBZ04zyyzJg5NR/9N19FxcUN35/9F25URlVCv6uY/i17ukBM4mW4Os9MXci76glcKUJQhlKilDeZ9z7gHHfnnZJnFaUiY53M0UJ21k3N7jutM0KtQUjV8tDj4oGv9CNfi7F3DTD2oQbue2IfN7JrqjwWdSoz0IpJLlV3IAH2+vi4dNjArkgoOyd5t6YVsqQSW63rWFcXMmtoYaMk3eVsPta1qjXKK7zOKmhG9qRNjlzUkO6Zxy7omBQbcnspi0SkcVFNBe3F4k/0w04dwmIRuqiwUWHdfbkZ4jOdnUtuq/n1xPRfbbWgBXIhSbDK+cwpy7Bz96euThIbsMqp8kmOEgxfJvY3UtqmyTfnGaNTmMJ6EkFu99D6XZium2UAY8CENDNJGSgmHwqYgBGTTMJxbhfAwi6cKkgLRdk/v/ZtwESNc3EbOiECZFQTof4Q17hmF8xFfIxizF5M6VsxkW1EKNgwyalUyHeiFc64ddBIqaZqIeRdqsTdotToxOKWVwT1RcT1jOS2Ri37KGmQspEypFP+fIxRzysjcYlpYSwFqHl3Ii4ChASj3pVo151r1PTZeO286j3sJz7TEm/SjPmsiPiFnhcCw57GcWKubXoba0EV1a8G2FZA3jDcO8kz8OvL1tXa4aFvGa+oWk21PNNbWnFHtz3Zh865lqauZK82bQsL7kXt8Prj/OHXzYe/XHp2e8bW49yxXrAE7dZUobSkm+zFdmJqhvwKW3nKFvBTPnJeemYjzsasFMLSWmtoGoGWUUTLq0g5pT0NGFMfOFY36XT76vFdJc87RTln7a+/Kr1cq/4IK6aE/JtRm9wJb2jmA4DP1OI7jtXQzseVtqKT/h4tZCtCphkvfbmmc6b4+PnVYOfCHh4stNqTfpyz5afV8ytno+44AGpABAa/lgy/plCC4vJeh0VzcLB8ldicZavisKndUpUomhbwApo4bV0pbEYq7hddblpTkPGmHpfhw18hnKTMs/XvtzdepxcLFgX5OQsHohXmoVqCgaVMTS/3HsZLUXVPiPiuvG9n105d2wI2ctn6qWutHsuu1d1bqQ084zx0IlfYPB4W9y1kFQ3Rn/Fop2TPqs8Cqvmz/8vVNvJvivH+/2kwu92fputzn9BRbzy4dW/u3ELExKaVq04I4WolBiKYXZGwCmRSQXUW4rbn2iB1rxD4tBM60FwE6ljGAfiiz3bBktNIUypAdbpkWER6LzeAI2Y4DHxDfMcu9gMb4nFwRtTtHdG4Ei20czMDHY5p+8HCTOOXh2XEWRdZ7INjKIWEJj8WGYY9+0mdh/NP4EP6tq+wAM6FUZJEwSwHT+N+OXFW+e6z39ysuP4p50oAcsQcMhCWlWgTBOFMWz9fQb5Ss8ImG4IeOf9huzNdv5Iu9XOqnR8yM/Yt1UW5wReIDR5XhlTXB6TXR3lXUILurhMopgmh5OJn463XUB+PkntJLIpLIxRMRORgSM8QEA8HTHiUjZcVjjpgXWK4feE7AmpHOKSTYdNqKSXWYxzq2FmyUNMO9FJA8ivmLRrp/yaiYCg00q/Y+H1u4zIeIxfjfGrUW7FiUtrgCH+gIvR7eANOBVjfi00ppwJKOlmlU5ocAhNNrFN6nEzyw5q3k/N+ciZCLsU1eZzjnrG1oyoC3FpKcIq+Wk5FzqunfTLAEEdKKwb9yn6nLp+t3rAzuuRKEZ1LkQ0QsokmEUPIc3rtJE6VCFpadW3vBda3QutL7pblpnUxZ/CrpzBeKW1WcPKvGZ+I7C2kzrYjjc30p4H+fDX2cYz3+ycNJ4T+nIqd1mbmNUvrbjWHhcPvyk/+Lqwc5SrNdyekrIxZ16pG5ZikpqOX7CZGgXXWsWw5KLlhZMh/rhfA4vHRdWiZn7WupKxrMR1S0FRc/w8A3x/fOIKAtSOJiD5jxaeH+R3FwM7cJjk/FCXPuxMWWtmZKrrVYbkru1BYue3qy80VNe9NpBUrQbOkCEAFhurhlyTX/05qe8sQs63icXSiCZpwCaimjL0lvT+J9K+YwJcmyHOr4bJWS8h1ao+ssejLLueKtIzyYbpbqwh7hYkRDwbx1/0Jap5ddjJpPnvvAkYvomhtJmr1tbTg6+qc0v1vXR9txwwNhf8C3l5JUZK/+fmV08O9qw5P2HYfv5XoxffBMhoPqSHg7WibZ5CwNgy8xs95zmfvT3Nw2Qo0yHWaPDeG7hLP5pQ9nq8wvr0KeUbP7p04zKENeSdd63PFrf6+fRrYuSoBglywlQLHE1ZQFeK9F6/KemOLoYTix5JTQ0OMZx1NyesHrIAgErk1TtgmFDm3HRKy5zp8OgtbQeIzBz4UIq7oDFMBc1D7qaqvBrbqhdXwGLpeTqU5lXYnP4+iGQAYp7CSLAxmTDJv8pksIAhTJfri39DyaZ9JkzmSfOZy9nov633sipOUk6GTIFB4fMj5LNXx479uvv4rcsj6jGmnysNW/jGAoecTfvWLLY5BiIsoQQQZhVBr4CNMSdHtSJc5t1/HlTTkpXcwRRaxJToXwFbz01ozwC010gSsInmtqKyWLD2ra7zH0FPgijjQrreQc16aWUTIWOnFlzMoo4U4UAM032E3nbw1BgWgcKgwRwBMKiYiRlwGS81H6bmnLC4DuyVIdV0IIc8xuAMqGhtakqbXjUViPNrWWkjQMmboFHFqE8w4GR2WHl9TuV4UDThEUCcXKJRKlUqTQydjWGySqzCoAGb0SOTbmzKR0yHGMWAtJQ2NtOquRC3GKDm7aikARzWAwJ6YFgPiVhAEeOIT3bfIe9zSDttyiGXCxmPMvMZXqkkqBZEVTciKhhWKDEKK9OclAfX3Istz3qYXaTe0p98bfDOPYKLFa3zS/O+zdXkwX5l5XAh+HTe/9Vs6rti7lkkuO4wLXkMdZM5xvaa0MGCbmHFu7br3XiRWdzxJ7KSUoBS0AACJmy84NhaSextZ/bXs4e1wFZKuWDGpNmAkAIRzxsWW7Hd9dRuzbVedqyGhRV8t3jsrII5IS6ns4eFh2vB9d38kTWcnbFQNXFtPV0vKprdb3OZNwzMa/qsoOK2REVmBUFCFXI9XtHsfHQXf1+FuevofYf9/htniTPy+9cBFok8b8g1XC38fTfssmbqQ7EHk4rzShp4fKP6MLMcEETFeLUcK2Gcu35Z7DDQA2SiDyJxm5L+bYkkRSdHuz9C9N2EM7utZVvr2c63m0vPd7cPj9ae2ijFuKC27V1dV9ZNg94F11o61gR/LM7wm15KMijKMwN2oI6J0WgpcqdGUwR0G37xD+cvvoPvPacn3bdfeevux//tOvGS9HFt34yItr8D+eJnd+BXFRXr8n79cby8algy9fFGTjHututvkxIwW8mVbpbi1dp8df/F0sOtjW1lwlrdXZLXvOMO1CAZdPZ0P5Irt7ZCtCLirn1ggKmAwBU33mENvy858w9Q6aivZlyqWJYfLr0wZTP0pMKxarNmbGMcEkAq7mDj9HMWZV56noBAgO3Ie457x7ngT8SEdjN3yvlk5Rm230EDRsTotBAekyCSg522Kx8I209L+pDISdMIOUhnBzUshT9tb23nDhOaFdpEmDHpFRnjOkcWR6UPc2amUcL33xm8eRYvYaQRSF08HXtlRHceYR0iWUhEloAB9HPHwqO9tPd7r9zB9Yr48ri2VjGspBWNmHg2yKsayCEShAsDkeAAIh4k5+MDFIKeg7OYyXkZLKZCJKyohJeYNmBdUoKMQ6KyCBQWgkYc4UBusKntBgMkHGEXo4Kcg5TUAILSIa9o0MXutLHv28VAGw+p5mBVYo7RpDcbtAa5QiwScxQsrQEXMyMSbnTSg0/6KNmEpJHRLGQkdT8lZ4FFdICAatSnHfNZIBEjKKAds+kHnbJOm7DDrOh3mcHBCDWfEVZzvHKJUyoJKxVhzYVzCgFsxACOPEV2sUMhRsFJK5hBEeIXsssfj8EGCHqsiQo1Z82LL+cefdNa+b419/1y9fv57B/r+d/PJr6e9RzkLSWLUk/UWQhJHz3fMNZeFhZfFBZz1oIE4sfeNVPHjRFTte5sNTzrreUne60v9+uPy7ZVPj6MGlfrGMm6c3M9vr0S3MzrFwPsEnfINX3Z0vcpWkbgyCa1TdPqWnRnaWFfl7LII9x6oamBJYdOye69we74H2Q/MYMZEcSyFRxNRgF4eYO+pHr25eYL4XSo7Vcz535zvfPsZNtnQxggijUltBML+Dvm/t8Ibv8dGXBcJAWEBYBQzbm2uFsy5YwYmZDv0AUXElgpmR+gSzMsozNSC+wx0HEWOUceNH7y+i3yTelW/uHD1Ret2aez+b2cfUmLy2I6LCFGyQcJ9/4TxgmOzOoXbcAIrd2S5JSKomJz7tAZ2iRrHGNCHJYvpUPTd94nffYaqvO0hjEZ7D8DvfHBKBMvn41mH9SOlozL6k49+pKyal9+sfgsn97owAL+y4mP3sCPntLfu6y5MqiaojhZU1S819h81nhyOP80nKztbL9ML63wwzYImXf5LNCgLwTmS7gMvFfJHR2IQzpsAxc113/Ouv73M5BPeSu+9Se1hyuZfU0kaV/2hDZCplhIqHcJbZ4rHKK9GGTHJJ+ixoBIBfGGSdTrVPZ6eJM+PNhYT+0yUKmJ2xYeOo0aCox32DrOqi69zQfetKHxGoiUQPFTqUGe3p46mH2yldrNaJocSAQ1GUyK55KiBZBI3ia4fRcKevO1QWC/3qJNUuHW5dyDVwhKlskSt0lLVKAVcF8IAokGUMBRPlSkM2bN87OOtbyqGeKUPNy0hePXUK0SmpFCVopwNgsxbcEXFYSoFBFUTEeFEwEjOmWnZhQME4fO4HHIFAaMzaDz0IKZAerYdQq7z2GCxByYmJViVxHCWmBUOuSVDnklU14x3qrg6vlskYyrsQkDXonPqfSYtGa5jCdm82UUgxYVdKATAXImTC8khdUYrxxn5p2ouHUm4piJ2MEhKzhohQQ1QKNoksMb4sqHrcbJoAMZc+OSMUahJChXhJWisJpiFJKUbIISt8MtgiEhZ4pKG2HT7hgEoz75eMDY7yHfokMHcdAhnh4W3AhvPSk9+Krx5PuFxz+09v+4Ofunjeyf1vJ/3kj8bi10VAk3XdGUtJiS1lrp/FfLCy8rW6vRpQC/zB7xEvsUEUnCyY2gMKzgXOr586/+8PgPe1sv4uF5Gt6MmjS7BLOz9taSd73uaKUUTS06Bruuazs+MT04eOrX16c66cBxXKO2Pr+yVmqlFypblB5X3wl51zs89Gn1bnovr5+fT65TwfZrb3GRbXrmqMUjqOEG1ed/NUrttFHvWUYv8BCjfOAIWksI4a9rut8TjH8k7/8leeBnJMxZhZuZXl5ZdRVtOAkNK5AKwobZ7dLWUWPxcHku0fpu6bmcWYSMu6k9zqvHeiG/xFYljce1R83QTtayuBJaX3SvKxGZnk/5t15nmyasFXbWNBWiXlZ98TP05KesJDX+1eqXC5F9k74+IxSSJMqgZW7iiuHEjzBX36be/1B681V827sThNvyPDV1WHpQ4xczmFjXMVxBN//V3JN8bv4iHPHKxcuvIu6fU93pcN+5Jx3qwU62I8bBBJlPOLtYehwONnfKjx/NPS5XD2jC7MlfQ8re7dWFfaxHgNTbxm/bye1m/F3rjWOsSz/pFXVK9vxbTyqHjey+LBnxLjuC8xFfdDmsW/KpqnepGme4cl9NO4G8P4VmIq4bVb2OPzef2Bh5GSwYVMxFPPMWWQ41aevrlXcN6H/zY1T/BWXE3egBMQA8EcVLZHq4dltlPXawHdqrm1oBSZ0FColAwQi3zqY7wXLRKF5MJAXzoV0hxeWWl+Sw+CtSesrNmzXhsqxJFwrOxvIYGBVJYOGHzMmCeiEtn3PwcwqGRSlUmBRGI9urJ0e1hKCbkoowikZElAsyc8YcKmhMBYur4UkuwUJkMUg0PJ1LZPAofJZMgDJgRiTIbrlwwKuc8EpAJg5Iwh4zi4a90hGPHhJxMGNmuV2lkgv4TK1I6xQGAtyIVxy3ye1ahVTMFoiIOiUiaIHF/eRshF6IMgoxeiFMTLtRcTcm5UHH/fCYGeJSzShFCCIDPk2DoJQIow+TjFCyUVYhxS5lOcUcq5BhFcLoZAAV9qG9DoTVCjeb4QbZsFLSb2f32BE3FCZ4IE1LSCAG5E1pmFqsmpZLmtnH+b0n5cPfLTz58/bSX/ZzP+xXfjjI/LCX/dPa3Nf15ce5nf30zqPG8jfrm18vHDxK7c3aVk3kDLFHaYYHpUDt2ARGbPMd7Tz721d/Ovru8ebhA5t5HtDtoIwFYsLZ9HUH1gAAIABJREFUBffqemyn6lh1cvK0aT0drIL0YT7+uP2dy2eVbtP3X//l0e6zgyfbu5tHM/fUI1+we39Jw56V7cS29pI7DfNq2rHY87mE2u268BZUTPTz0O4bH+Ex7bbRj4Tom3oB1jNwFVlxLYBPKq+/gb71PuDcv/bd/dWgAWaMCtLr5e1Y1gejw0ZRpEE+zF21za6UIpGaS1ysOleMvDqkz66YSYAuswgfsXPcyoprrWpv7S08zfhXhPgUleQEoxkXjiHYHQY32OnBpGrSetuPiR/9917liPWbxadV00rIsMJQ+glqpSEQZNOjJ349+st/vnD1p6Q7r1LOvX5u8q0ha482zc6+KD+MCdNSpj/rWj/IPcqnGu04wo8nuo/D734mO9vj64ZbCVK32ZTzQwXkvm4UDMZHYZnFcPnF0sOvd/9glcx9/muqW1HdKD7E6/UEo4M0EkJ+JmUNui/9knXp59NhQrJpWDgoPKjnD6U5v2PZEV1Ixlwrfm7dSMmO4HwB++I5GqWDhZzA0zo/4Ce45ZZ9ac7VisvqfmKsGlhMBJozaB+RbwMjdB3dYhk/ZdKHxGbvkIA6Yp0gaPlGQdEnKanZ3oC1sRze9ZBzGlJuLr63U36sUyx3tBNRQOWLjW9zjqWDueesMc0rwomAYDwgm4nLSFE+WyeSqkUSqVYhdWscVn6QizHOzHBwLArfjFfb+WqJQ4eO+VBJLzbrwMVFMAMNZtDjEkF2ycMq6XApAdot4do13ICK79WIggqGnwt1s4Bm2pCJ3m6m3FLiOvm0cbVq0mcAR8zIhIua97IyVpHHpLLZlF6nPGLkhG3ctJtWtNKiRp5Zy9IbyWEzOmGY8RsRATs6FMCnopRciJh0o+IuZNwNi/qgUSPELkVy+RQEhw5VMEVefiLDLRaElbykluZWIox8CJcKwKM+ZDhKC3hodjNBZyA6YqxCnluJ0rIaQADXy1fiTAV+OUvKWScCnH4z5p4hIMg9rT5acq49SO99v7b+p43Gnw+W//q0+ZeHzT+trn/ffPjN3OPn1UcvKo++ah5+vbTzOH+4Et5NWObV9LgY6aP06biAsIHV8Jpaz17+4en3B8+ePA0Y165/IOr9TG4lZjPi2bx20aeYVzArzJmwDJeyEitBaSlVyIncnlx67eHy/vb2zvMvv3a53aMXUPgzUswZTJFX2nCt1I2Lh6tPzdKyZCpy7Ge9cr6djzF/+sEdyF3N0HvyjrdI07e4V44NdF8Yv/UOoeM4Bt4B7Xynr/ONoYgsXfNvrae3NwprFBznettoO3qa51UMgydHxmfGwCiJzBpWr6D73ApiBn/DPPMuf864dJA/3Cw8Wt5+1Efk/f1nd28J7luWhQMDXZJB645nzTYd/H7pxbJ5UXBTwWk3bYQ2yq4Vszkq8GiEKbmhrE8sFnsBlJ/906Wuj/lTn2s73uzn3516VKwuC8vPSg/WKw/coRoUJUsa5nO+dbrSNkSiXidMfaw79bmqfVAEITqI3tWQKqKHUam9Q+COwT6uhShS0OVCE6vXeuJVwvCkrBE6nFFqgBIjuMszeU7dfkKBG3Dyh526yYCLlGn6NhfLDwzluGrBaS66TZooDRYETZjhWF9Sv9ZF58NkAjjUOvQrsgMa88NjT30rm8HNpKzq1s49bzxzSBYcnkLnNJnNjj1eeWknx5ayuyN0zD3pEEKDRZNV18CgfjaQzxG62Mmya3ste9TMLGkoTlyHizqlZwFdekI+JmnsZfd93PgrqJsG/G2THBTVE5MOic8os0gEErGIzWZx8WgxZIo7CaJSFFRhDMLxTRLFWDSSx5ixi1F+GdYuQZtlmLAFl/GQs0F63k1Im5FJB6UcYJTdjJKZlNWQ41KEjwSR4cYlpHYt6bpK1GvTA8NWWNQADKmAXjUmoCUm7NxiQrMQUy24WGU9LmMm5pzkrIdetNJTWrLXQPRosGYRSiqECaUwsQFptaDcNpTXDAnaZ6JOeMyHjDtQAQvO5WL7QuJoWlGuGpYqytmCpJbmlEPETAiXdMMjZrjbTfaGhH6fxGVmGn2cdFm7UNDPl5RzcUbRRXGGBJamMtLSJOqiiBWtY9yRJ2Rlqyo0NUQzy12bjfrXy+s/7O3/8HDnh62Db6tHh6ndg9T+49KDL2cf/a756Jvm/n55dyex0/Jv1hzrfn2GxfKxIFFSr7Prjs0UPfj65bcvlp41wjuoAd+9ExL8PauWkNUJ6yH3ts+x4VQtuKVzMny65dnMaxbOjA7jjPK5zOb67NHuxqPZ4iLsHofUrqa200R3FUexve9Wnm0XD3cXXrCmVJdPDFMB+ppv3qP2DnZy3/3J2P0TLOqoFdQv+tlr73VeBH3wjyOiCR36FPbif7sH/TVxTtE8Kj/4bu87u6/2m2uDnQiA0qPQGpVQGHwMAVDaTZnYBhMZn7ykmfxEcOtHE7QLyrSouhQ9jKTqb/Vf+b+vvQP2gkV1tMKPUIJdL1L70usa7jnJV+VHj4vbgvs2WrfJKo8E0+XwQja9ESltupeP6sZIuuOqHNJhx98yEi8bmbd1SV5uTVpfUNUPak+j2cp96JSK64245i3uWRLVO0oh3jJ3vEm5dIlxv9d0j9+gWhsOjS+uMqZQfA5YMdZLu3CbcL37Gu2t1/uAaGUtczAq5fQwOX0XTBf/DfPJjyevvTuDatNNfiYVjwaXvGtf7X0ZblRleQPXL6YIlUMI+c0BPBLl9ipW0Dop32jkg9Osu7qssLJuX7VPuy1EZ1LbXE7vLwbWRISEK54cJ3K01JxwyMMZstQjexg16wKnG+wn4ZWqATRaFbCTSPTRaaLSEneGgyQ66Oann4yfx1z6DXHkstxMyxeti3pceviS/hXoBT21xyWcDEqRPjXZxqcJyTw8kYskYMgCsMU4E2VQdCQNnhWeoHj7gcyxgSnoxDSDQ3TYuVk7JadDpfWohJOSC7NLdkxCAgiIQUELMq6ZCsrG/BpMxEQI8nBa4pSM1mti3TRJ7tmUo37duF8z4pWM2EVTLgU84aDkwqxilFP2krMWVNKASNrxaSc2ZUAkVFifDK1mQRkkGJIKR7JgOAlcKAHL5NNaDcBpAYed8KgXm/TikgFKJimol1TzJdVCQTWXk9YzwkqUmg3iUwFU3AENWvGBmDiR1saDSp+Vbw7yc0F21csq51Xzs+pmXZlddUafRKNfpwPPk8EVhzVONIgg5NOXPvnszudSIzsRtG5kWl/PP/xz69G3zaPd+N6CZ23WutK0LT/I7v9h5fnvlp4e1R9sRbZaga311O58djvtyZtYKfSglwmJKsmF3bWvNnKHYdOiTFn54hxy8K60HNhbTO8fLj7bzB1sZw5KxiXuWGDyC+nYZf6HH3zYjr4eqqyU3Nv7i4/8ovLMFV7v+8wb/4onHmcYehx7vtayu7VfPGABvMd+0obsYv1x47cPivuD98SnP5lWweIZ6Xzc3mATPAFWsu9tQsPcSHFq4ONk45BpWb/0cvbBn/e+XV7cH8AT8SaswilIR0suTYNOixrc5Vpr221qEnpcd36BvvjTu/APqLL7voxxxe7LnkH2X2FPSjNOZpYR3ZZRBsxFTnlTUhBdkujHvAeZg5p2fsnX2kzuNWJ7C63n0fq8p5pberBePEqjWJbzv+BpYZFly9JqbMeKTAD/nZ5l5b7d/LrR2ORqHT5L3W6tm3U1M6/CFViBTsRb+NunmD233dfHU23GFt3VSLBUjnEuWVwRaSpkWBwwDOF9eraLSLbtbj0fdSFHNKiJEf2JH9+78VHb5eMd149NDJxg9LxNh5xTbWQfLq1umxM2uUfO1WrGWMLTwJkJkpKiMhODQrRCB7trJLUbLv0L1DDqUww79GjPyFmKFu9eiG0XXevRzBxFGHAKGn0fCrtPITBwU4/i3j37lGevGCikVQo3U+U9CUeNiWlQBbmTOwA2TEGF/WdO3jj9GvzMex08qFyLC4Gvma+8TXtl9LJgpkdBBGpJKAkRx2EK2WQ9Ai4Zx2Ax2hmfcTiIBQlBZARFi+IYKWSGAD4lIIPVFlouKmqEOGUTNmlEJt2UnIeY1gFD8smwbDKkB4TkQ15ev0s+5bWiolqUj3bfhDynxJ1TsdqM4vtO1bjfDAmboRELLKGHJ8zQqB+XDBHSrpmoDRKxwmP/5+XRYv0Kil5ClvFxbBoCxcQg+WgCD8jljsnY92XiAYsWEDSDQg54zItPB2m5lLBSVDZystmspJYSVFPsUoyaCxPSAWTMi4xFqbmKfLZqqCUU0bAskBbnTZCwFZvMyOdqhsWWbekoUv86H/ltVfdtXfd90/tVPhjXUEAz5zRuxMKysxC3l9zVg+z+l7NH+4mdRe961briYxWdxOysZfmo8ujb1edfzh6t+TdmLaurka3t0qPDwvpcYIUNSUQE1TCnPJ952IjueC1LntASYErMQgXng9svm4+fNx+/rB0dpPZW3K0ouzIxKWvrxnZ9MK5kWzILG2n/WjO8uxTYxNwwjZ9Rykd8oDdp1/4f0K5r9av6w5Z/3UGvDJ/mT5yEBfCZvGJOJUrN9HqnzvPUKH1ANceEuiXD7gg59zS54yKkeL0W97Snyi2X6YVNz8ZsagEt40wKyXydPuKec2ubbs8C2+hxlSsGQ4LYZ7vy78BPfnIWfGFKMmp2CIoktvBz8GAXF2Ioq0HhIfe2w6VZApyUOaZDO64W6qxw07u64Gp9ufL82+azkrEacpXN3ixXH64v7qZ2feqqpuMMm9HjWjbMf7vwZN7d4ndYa+JaTdvcajwtVx+pRVmRJOGzzrWSB1FLk+TkHcd2nmb0jSdGhqLXZA2kc9aLFQsnNFhMAmVfFADz4D4qqm8cKlZb9W7/sA+M9aIkitTVd6fvHLsOv07qeBd4+vXOL052nPm416jKJ4sZWVBoK6gtGduYnPAL9BhMIxu3kqZdSKxLPXAVB7rBnD5HFA4rv5x7XlNXMV0cIVC1lNyrONYy5Y27Q6KJK47Lv8ae+ORzOIs8ap4Ir/sbe7a73rEPWVNXEZhOCpRk4YPUqAu0rg7xNC9iGcYg2q9N3zgDxA1JysYlfLvpF//r0iuAERIKwcbTWFAaEicnsIwkpGy0nfrFVfB1BJjHHXTBgXw0gUvnyHgMExfq5Y74Teiki1HycUohWsEBjWqng0Zo1DgTF084WVMqBkgqGfdxhrzsAbd0zCfp94i77eQr+plP5TOnJNgLckG3XQcOW9EJHThigkWtUyHloFs+4dEDA0ZQ0AqLOXFJJzapQ/rkZIVCKNGI1RquWsUUK2hcAZxO7WPhb/GJN8XMuwbJoMswHfKTMlFuOSmopTjForhWlNXT/HKMkQ/iUwF8MoBL+hAxLyYRoebTjEJT1Wzo6llZoiJLJKjpKLecks2WzMtr3o2vk5vf19N/WNX/aUP/py33D9v+bzfdByuqRzumZ1vxg2ZlLbv6pPr4MLM/Z12pOFpVx5qHVRRNh/SoZMWw9Lj84Lvqw3XvesmyvJrY28/ubZUf7laOTOgE6LJeDIvPh3YqrnU+2p/2rlbcG/O2VsOxthjdzemW+OPerGWllT0oeFsqW+DUtYET/4GD3/Y6JHlfOlQLtHYy+2Fu6dK/486+0X7/HVj7W/eUQ46qfmUlspUQFSdP8UHndbR7FutMXEjxQYbME9f0N88C7g8OtbX1QK4YwBc1WUGFclUL/1jW94+o4b8n9PxfmAAh2crt81Xmq7Rhhk0a9mXjvoY/mRaGXb14AhYvhN9SX/jJ+PGfvP/FL8/O3KYVw8tCk+z9/ktQFdVVVoNT9yTLKo+nce8NHuqcNo5Pj/0CU5VWcqLaqre1Gd5Z8q9vVw59yrpfPb8yd5jdajj37EKFAnlWI+iwrBrm8vJGDJ1YcywnWYWKaz4Sr1PwGjRFq1Pkas61lGFFHrSfIvXcEgFQGQQygaD7+Uy9Ai1gj6iBXd47pFT/O56rZ/U9CD0e4pjiRlToiJQdEKlUJVi7RdhreFZ4kpDPdV3Gv332ZAeuy7EYJkcY0MCEcZkjr7J73YDjom6p2TNtUvaI2nBRHB+o7TmP6Px0SgP0bHjWk8wipUO1Emx9ffTtWuIAxxNCOcq+T9knX+tvvwQOhoq1vVJtP4qPYn6uufQeCzqJVwmMJrpVCNLg+8RwdSo913zsMKS7bzJf+5/3pDjfomfn7uvE4z+5/wqdSMUxpidIfRAykiOQc3ncGT7gEu3U66BfnRm8ipiWCEE+IdjPgNjpUCMX5JdORwzgiBOd8hDTppmYaMLMmFCxp9RsiIwCYpBhJDqULhlyCrsc7Bsm9g0d6bIWfU0GvSpGX9XhbxipHWbFuE8L8FtnYi5U3AuLGgB2+iCPPCyQAmw6qEc/E9LPxLWggAxskRDUGoFOLzTYRTYXy6LE8VlTRFwXCXqdBrrGwNwTSsftXnwmxiqlBdWMqJoSVjPCSoZXiVFzAUwigIgGEVEvOOiBhj2wcBiXjHNKJWVjTtGoclJVfqTMK+Ul9aKmmVM1Gqalo+jOH5u1P+94fzj0/3CU+cuj5N+Okn99mvjTk9zvDmuP12q7zdXd+sO58G5QWk+b6mVvK6xvqPFp/nhQMhn0cbJLgaUV++q8dXkjsrWf2FkNb7fCm0v2FrbbwZmJLwQ3F+J7DKQvJq9Xnesly+JObGfBv1kKNbqvMAjAiNe0PLu4Ua5t48D+D/8Nf+VN9vBZHQjIt4TMc8lDNTh670e0a69COs9Bz5+40fN6H/Uqczmw96h8ADrNuvkak95j9+DSldyyUhiGd3opw0E4kMlhmw4qT7D3bDf/DcU5r5JMhgeO8dr+AYA5x3mY3n/WeJJ1LYNpXIiVbUiFqt6lkDNny3lxdDFklCOGhvtOAC+9ea7n025GD7ViyNXjm25XLVpMRteswgZBMCvIbieldNelnwIv/iuMdF3rQUVfVB9uxfZUiJAM4Sw71zL6pYqjtVI6WtjYLDx0+SvBtuP4+29xiNcMd35MJnwq+3L20cvG0UbpcHXuKO5eddgqPK5DK0nn9csWf35Ig4fryOXFuWZ5bWN+j8Hk0NRcaAB92nbifctHr/Dff0N/GZekYuMoQ8mfTC9rdaWZIQ+q28XpsH1Z3P/h4fdu5/wYkVfe2Vg4bMnnNMIGybkmkpdZuCLsC3cHkSfneW24CLJHNdQ5SXj7H66Nn4OG8Om8sETuVYy309nT1iirsuTfEFOdPEK+7STg17987/Kx/qS2+fzlkaRquGObQdj4VINWYguZ3Hmy0wPUKqF8fim/+rjxYif+QIdN9N7BeKUl/HntO//QPXlV8goYPTaO7wSQx1gcjYwQlOCdUzjKZWjneeTdMRyOibJJh/38LhfnvkUIVLvoYRclJYX4FNMB+aRfCYoQITIUkIiHEvEIKA4FpJGwDAxdMKkXDjiobRrMeRHyjAxxTkW4beSNeGTTYe1M1IZMaIERKyrhpWTNqLhiyisYtaoAPgc66SOm1BAff9LJnzbwwSoRQaXlGq0im1fqcTItcqSIPcliDanoPTrBsFUF8dgQMR8uGabnErxySTlXkDdy4lqGXYrj01540AP0+Sd8rhGvZcxjm/KHiemcrFZRN8uiaoGVrfCzTXGtJK4muRUXPu0h5Te9679bWPjzVuEvu40/Hyz/5dHyX581//ay8bevl//3i60XO61QyCeVy/Umj8WYjDrnG96Nec96VrdgpBXxk46JPgYZyE9Kq/OW1fXg9ppvK61bzGoXFt2bWmJGOBOrO9dmfVsZ1bySlC7bWwvu1m7uQcW0HLfOTd4nMGCmtdLjB0vPd2af2iXzN08Qzvx68PTPATdPwAaRXT5PUYJJf/YT7I3XmW3HR0/94ub5Ny4SOuGM25qUsnmQexBhlwjXjSKAV69NaH3BnjvU07+GTveLLeLqWnKvGdkWjNqsM6HF0Dan39v3z6Q4N7+X2j+sPlwsPQMjPWdniFi1J2VZM2nippCvENlG3DeZaSVyn+zzn1y7dQwycXHSTQ5tZo+ONr6tl3Ziq357S8KrYrzbAkNQ3/H+yNRlILWbEGcFy8pU3Vib8ywIEcq56EbJsZ7WLvCo8XClNneY9yUL6B4b8bZZNBXu/BEK9jF9xbZ2WHm4ld7bSeztl46a0S2zOhwM1ML6JYEzgI3ylE79dnwrxa5UtSsisoZt4vNqjBuWD36je+9/8j94U/jZuGGGU2Yacv71xNOQafPuWc351+lXf0JJohJHye24bqGYWv3uxW+/3H0xt1U1LgrNqyzbEt++xu0LIfFU3SRxyl5z6qLWiZmZ0+9fmbw+aJ3R5ZUOB886dImppkW/+CmQOulYmd8WIGJv/sttMkw7dIOopYQarfUZLxkTYdsLfmspKI3b+AaTUpUikCxsmU1rD9CpNiOvuJ09iKsbiKuGyXOij/+5E9WufuUm/PId8J0ZLJEBs4sBQTEghJu0UZAWpTBi5GakU0FOl4XebuL0GbRoXYjvsbCcNIJGjIjoMBkrtchCK8EgABQ+DELehaE78bhpEpaAmKQShmTsXpNkyCnotfP6HKIRn2QqZECnXPhUgJC20lJyolOKN6iwPg08qQCE9LCYE58K4NJqmI0+LaSA+XysQk7W2kXukDTkYDp1ZLMGY1FA7IqpkBERj9CKMWbJjYh7kLEoq5DiV4vy2aK8XhRWSuxSGB1SgMSSQZ68U6Lp0ap7dYZxV4hWKCgbNe1CWTmXZhfz3FJNUKmw8lFkTDnoYg+akvLc48ra90u7f1g8/MPy0V/2n//1+eH//mb9b9+u/edXD75/cuANG1CMXnOMWWwkGqXtteThdmx3PbafMCyrOGkcRjE0AKLAhU52OKWsZFUNryynJPk8vHJctahGR8xkf1iYmTPPmzkVMym7lTqMa+ettJKc6L/6QS9tSPKs/uRx9cFB+WHZs0acdPV1UN594/bbr188d+8uXapyeFPDQ9qOywJyu+bGq53dbcC+z4GoM9C8qLId3vh/n3xXMy9PnldR8QaahjVMgV69jcUMO+Z9W/PRnbRjjtZjB5zT0ka92Nu2y38/o58Ohsi5qr3l9zeHiJp3hkGfjxCgID2XHwwlFxOONeKoN2lcCvJrd96c+PSnXYQJYl6RbZqWDkoHK4WH8Vo2sKmQLaAkc1P8CH/kDGvonbE4wz2vq/vQ8UXT7MvaUd02LyO4VfjEWvQAR3BiZdpovRgMzo1/JoCckk99qgQexzdUsylxvWBcSvDL2mH3Vnhrp/LAZAw4E8lCfoMb1ZEzdIfP07SsstuNuDYtDa/Am6jaluCu6ZN7/s8vOu+cEl/s4U7gcjOirG4281BuSF64Bv/w7eFPftbf9m+TvHabGhKf82xulB+vpZ893DqgJenw0pRsgS6skLoUWAu33D81LfbpCiuNGQQRdE/ed5zCuaFvqMs2UrDrGAtwjnnrMgQHMi7l1ky42K/+e/vENSsb6FqIrwXiNbZPp4lYEvWEbyFE9HDBAooQHcaN26SqIEosvDoB7B4Q5swtHyHR9u4EhWZA39SROx2vXAJfBpEJfKJLj01oITH5dMiESAQYlRCjZJ6JUO+Ihq6C2k9NTN+hSDAaC99lEvj17LCVkjXhM1pEgg9VzUABY8CuaWg3CjVKRMCpCDIRzBeBnVZUIkBMO9EJ80xMOxXUgSNBei7OLMaIGR3RzENzxASuleC1wxLqqaAaHDHPxLzopBatZ8wweGiFkmgzUrxOSsSFD5sxfhMubCPEXYSMh5z3MQoRZiFMz7tmIg5g2IdPRqm5FLOU4ZZzvHKannWhnFKwkDvAFnXJtf0my7DDMOqxI+MBaiHBr+bkswVpI8kpZVmFOqfU5JSdIDt3iCuHCrL60NPKg0f5BweZg29Xn/9p78u/Pnr0t5cP//bN0d++fvTNy7nHLyPPvgs+fZZ7urlxtPbwwfqTqm/TzalsZY5yjlkih4TGw5AwEAYCM4lNcXvEbfDaFAkTO0Se4gC6AFIE26r1FpXNyYtKKSYVFM0aBSmrzInrklPuWMKMQl4+V7UsefhVB68W1m/cuUj9rz/61SRSvrn1cmO94fNGXvv3i1qMlXld3fYWquNVqLpd/SK9cejfmOWXvNCQDhEwCS0Ls/PV1Y1c+tH0ZV1SXn84+4Q9FrryYzK9zQg8qxp5X9T27yDkeZZ6yFEyLdvCEYgef4cEujND6OpjGKRlg7ykVyZQI+qEdrFiXSPekt17r02O4D+ONeZZuRSzuJo5CGWSoTWdtcWnlqcQNs6ldzjSEaex3z75DgR7mr7nXPqh9ez54iOrzMeA6bbS+6X8Goog9gWzrdXHI1dwH/zXu9d+ghr4DCgZUEE+klgJmSCnhL2oclNyjfQORiKUZA0rq/OcAIOcI6iDJvqk78O/G+MCzJ5IFhegcucp541f4EsT8CzurnxoiA2Fx8HYAtXc8EPM+Ivwqxf7z5799P2zJ6/0XaZAryqx9zUfvNczOSUrFhbxTg06JeA0JD0G4GXKlItZEMkTSAMXb5eMQjUXfw6/8k+TdlD4t7NHL2ef4i8q3/8vvR8du6Wh+2KCecRN/sf/a2zsvN5OKsw71wrhlskfC4Uq1WbDvxpBepn36cj7I/L+Aek4hg7n0iQaK43oo48HQR8LP/6PO3p3xMovgNo0r4wgQCKq18kou0l56VRAMhU0QuMGcFQLDGtgIQKc3t8DGL5NwvbpNPhISFvPO9aSkoYFGddBE0pQDA3gTE6OA6dA2GkyB6XQMKw6htVOToWZ5RirlGCVvISMfSZmhUSMoLALl4qxSj5sXIOScmA0AZqvRzutgKB+ImCCxx3YlAOZNGJ8SpLdTI46CEknKuGYidjAER85F2SXI5xSnFeJcStBWt6LT/kIKQ8y7gSHXPBojJbNMopJRiHKzgUZUTfFb0eHLNCgZyYWQCYC8JgXGrVDgpIBtx4WKygbs7rFun4hJywXuaU5QW6SdgVoAAAgAElEQVSJ408ixdIxgBwDTGrcMUk9KGlsxbbXvRtPq0e/3/nqr8++/du3X/7nHx79518O/vrXrT/9bv3rw4X9g9KTo8OUfgl10xiTNRrBhtWlEsgxOPogmTtl9WgaqeBCMe/zJiUk9fDd6S9udvn1IQycLsIYneK53tNcEdRlFoZiplxYVnEyC+wB7/BJgZNeigtnU7LZVmTHKa1/9P7kyXdHNtPPXyw+dkji8H4mYcDpIeZ9yATtjHbTuvK88tALCgXgsS3vshxsrIWWC44NNS+YL8yDxhT9t5kmZkYvj4ggobH3pX2/QE2cx6F7maRu4oqj+WLlpT+TFIUoIpOWyvbCAY6Ced0pK+FZAhkrYKdVdOikHRWfPD45emraCNBrbhgNkIjPvKRyOsx1tWlFRCkCYG707Ytcw1RSesvMuiNfjzSdo24PKLge3uZgXKghTVxe2c0fbBb39hqPA8msxe089+GVKxeut39xd/QkiHBOmhHU5NNB0CcS0agr4KtiNUxaiuQuWu9rR2B5lCglGenDnnyjt/0UwGvPeuZduALoA8sl3hyeX5FP6XBQER0Sm5kpwIwNCdpPGTGM32RePtZ1rJMyJNKrSP28BccqFc843fWF2OIN+dbmslvl6uKQQXacNIXrN1B4XprDpLLH5fTS2EckB8S8opl/kN75fv6JB+899rMrg9MQ6qR27IT2k1fv/+q1U2//+EbnR9Rl/1Yjved2LZbyrcbqomPNNepE3iGBT/RMfj4KBMvoMq9KKXW7pfPTHdIz7w33XyRZ2BkZN3zzgvAVIoElxvgthJwc4qFMKmggJQOo5wI8FlIupGmIlWY2xiIGRVXgmJOYS6nm09oFFzUnnQjQh60kgHZ6iggFEGkQDXfabUAnEqJKSpyPMwphRiHOLofIWTc+4UDETbCoBRG3oVM+Sj5AydlITglCzoYKlDCHExbz4VJOXMqCSenBETMiYUAljfCEHZ10oxNORMyNSUa5lbSskVc20uJ6iFF049NWWMyHinnRCS86ESKm0tRclpZLsIsJYTHKS8d5uRi96CNmvcS0n5iKENNRXCqAjAn77NxeR4hVntUvLLvXmvbVkrSeZfnqDMWOVr3llzU9TIcIyxjjaGbiRe1iTFzL6Oa3cgdfrX/158ff/PXr3/7t+9/95fe//ct3T3//bPVgNbe/suDgVgbfFxkpmaXiSiFdsPn1Aita5sEni+69xtxGtemwRsU0o4imHwORbnwxMnJtUsjxFr1rPnYONcymweRWaSLjKWeds3x4qPMCHjHAmg0sltRzy4GtldA2Y9h37F96zr4zCOngjZ2REdtNZ19FAq5pKJf03M9VX1UOH2cPioKKfjr0zeITyaS1ZF3hwT3Xe/vH+NM3RlHvnhiFTvCdca/TM3v/jP7sP07FJRmfJjRxcWYvuPHHnW8yqXmJQaNRhzBg+/BtmZNbjluWuQa7TB400gpscITRbu3+Mb7/OM2EiumngouBTadxCYNXsG1c87KEU5ugZkHjJCKwhw36kCvo9DwuPQzAY7Ze9/PKkYxs13K9ZXPTTQ+KxxwxWd0SdC88WtbFteehH5+/fHHkNOhhZv8ova+aDo6/zWENyYrJOX82RA+hMRHSGeWNySSYHeADJkBnf31FAbPNRzYfP3qgqDM+cl6WNOjKqgmpFkOorJkQBFIARWoerIF9TzF1WzH9OXl0hMgLO2trtkXye6I551p9NezLztl4jZx6YTm+S3N7foWZuNFPgvDUnvCCn1VLMAuz1pWj+K6yz6kc88+71hYKG3y9GCmkGmnFm2/SP/ol4LXXP3v1l+9KEZ6EciHqWE3lN1O5emYlKa8Lp92IPjb4nZHbPTygqehyxMNSll86k8IMWt873oUHyMKCOUi/darL9goIDYdBuQyUjUXQoeEMKBBNxnDErEhcu1S3r+SMKxHhrI+Wd1MyIXreTcraiSn1dJDR70CM8GFAAgUqlkwHZJNh1XTYhUtHmckYLxwmpfyEtIuQMsPjfkouyCl5GUU3NW9CJlz4dIxVjFBybmxMj3TZYEEvJunGJuwzUQMoohj16aYjBmhMB084SRkfJRNmFkPMYphZzMsaJdVcWlxLyxohYdWGiLnBodD/RxBcQMdhGAiDzt29u3vvf3u3/79tt02yadNQw7GdOLFjJpkt2bIki5mZZqRhZtQwMzMzg0YjjWBGTJbZjgPbJqVts3ffB/a5kGEvOuJBhLy4SISeSrKzKf5clDXrxUdsyJAZEXCiwxF8NIAIuKa8xmEbv1UrGrB7mdm8amlWVshx5xIMR1rKehpT/qXo/2nV/2xRtRo05JVzCd4cd9iFbjMl9KW14PbjuUc/PfzjP57/+I9nL/7r6YN/PNr/bmW1kA46xRktPEKq0RSt6zuJB7nEhiWjt88L5ufCpdzCbHrWZAjKxe6AJqtAqiov9d4606AkuFZ8WyXHVkZd4EJsMzjZnGflYf7xeu7h8CCjprqHgKY4ZI6EPhuXFUauKc+9PfjG619e/HBy7Lai6jD54/+4cvs0GNukAV8UyjrMEUKc3agDXxaHSPF5Vf5J7EEhvUgJCbAecSuQdOMuSir2x5eCeAd5HCXWAF0JSiarKlK7dElO5ll8fzPxiM/1Mtg6JF7e0oEenmYhkCKxKkbiy5AYOp+fQJYr696AN33BBN+S4qqVy+Y1h3hhutcwjeMIUlx0dAgeHID5QH3Ktltn66k3hQ8929vuzUV+Zsu6vp3a8KoienxwspELr1EKgCYaXR7MreafzE1GRgbxMGqbwgnyhnER9E1J13tYK9KZs63mkrvBpQQkgrkiKut2DsBlLMAwfbBscsu04KLEZs1LsrjqU00FLULjBIR9eEr/FBLshHSHepPFksBuqpYMltMRJJrBby56RYuCagX1Gp/WZNxY2pKrM31tJkCXVaWK0J2KViSwGQTthos9+s2ZLosW6n8Y3N73bJAuCDCnuUZq0hD0s9RSmzy9FjvovsC+8Tn98Nu1b//bWVKX5pulb5aDu4XUviuVUi1qmD4iy0ntZQ//FnplzDXinXeG4kUJKTFVo73+IfLsG8PH3uihomxMZBRQrX6lBzQIRbCkM36jPIAl0JAQAh+tUNGCCeVywbKW05XC7KyXmDBBg+oxr2TQwe21Cnos4gGbeFRFm2DiJjm8fqOw18LptYgn/UqiT0m26REhIyqihYV08LCDkvLz5jy0jAEeVAJ9qmmPDRX0oiNeXFQ37VWOutRjLg3Qoxhzirstgi6zsN8mGLTJQT4dLGiA+q3osA0dsWGjwZlsmJV1k+JRXi4lXbSiQy6IP4KN5MTzi8bVvK6YEucjtFSUlorTU2Fywo4ImmB+FyYSJCZCxFgcGcwgAglMxA3xa0fsyhGnARrw0lIxViYhcO6FzT8VvX9dy/xtf/bvz2J/e576097S48VoUhdFturEyNB+/vnD+ccvis/+tPXtXzZf/LRx8ENx/XEuXvRn9uN7uColrkwUhvt3jCsHsYPF5MrSdmb5ILNayhfzy25LWkhxGVgpJdHDBBoGrhOGrpGd9JwW6k+w5yVDXt6wfsu99Sj94NH8C7Vy9uvTd8+eK6OhyQGVN6ouIodcmD7HsVc7yz9AN58RTFUoLvxutO0Gor2iq+MQovJ1UNWr06x6xdBnOMWwdTO0b4QG1gK7T5+/fPT0WTC6PAAUTeOEoa3oTA4FM8JgLSbKoJ0xYJdO2FakhUX5wou5R3ul54nwGokjqR3qH6DhIEIej2HV6qz3EPV2U9JKy/Z/yaj/Hf7ur9A9p9lJxdJC9H7Ef8DmRCE87ohlvNnRCAw39jubsJIBUd8U/x6fUs197N74fuXpTnDnT7vfm2lBTIMkLpjbCmww4K6OfhKAQGbPziDwM/Q2E+Isl12pbn+LMHGSUzKvbUX256MHa/e/UawG7pk6662d42KqiO4fu0hf1RZd+JCdGpA7de+wbkOcVIieepsw1EmHncfWVaga8xubCUOplYqokLGFnNmnhecBQZ5apZK3WQnVqmxmHcLRnLkMhwLt/RO4f7n8NZFh8EqW4QC9mTuP77Rwp33sZr2gyQg9QR78hLRsWS7NLWgF4QXHugYZrPgAW/kV9/jvhy4cam24BHOLFmZtG/vZh7nlFfKcDO2Ec82YG7T6r1g36GmauaQW+ZyD3SYhJq4hBpyy7L2L2L5uCnTaJKVmXmHM0HQcT0K9GpRmRFTFDJojwikMM964ZCkhzEd4OTc+YgD7BH0mVB17uoYMqxGwOkyaYbtpSsWZxKMmETyYWQkNiSbcamjATIjbCAkrOmxCBM3osBkdtuHjDkrSjAqpJ9zaaa8B7LeBgz5EwAl3qKdU4iGltNsk7rHxu02CdqO4y8LvsTA7jZwBm3DQoQG4TRCfGRH0kJO+mVkvJWWCBS3IkBUV8dBTGf5ckpZa0Cx7eXNOZjYhWggz0jFGKoAO26e8+jGnccJlGnO4pr0hbCRPT68w03lqMoaJ+qB+F8irgfiNyLCHmsqoos8XE387iP3Xk8zfn+f/+e3iz/+5/POPy//4Mf/X7zfyySQGTFZzvKXYg4Psg734/We5hy9SBzuehZTYlhDNJaWL09clpimPut/CaTOpoIFF387W8pONvc291fvLgfsZ57aSHCdO6FkoKxtoJncb6z8h1h/BsrvMhFZhwylwS203bIBAmRTRcJb52Wc0irrydj+XZOIh7C5G7El6fzH+uL2DevL9sQuvTbUeR7ce4zddQNZcuwdpY17/pKX5VO9IdR+2g5kQ5L/bfM5sU7N7dX97/tOf1l8crDy1Oue4gmB4NZF5GvemClx0AtRk6DvBko7KYkQ/+oIowck8yD56sf69x54EkMBgIW54hkBB6nFwdg9/KBpIJQPb5F5LzS+gt/8f0OgViY4QmfNvriUOvOoSCqOZibChyaHh0O2BUC0rDZ7pp45+Qen9ZMoDtH2fPLjv39h2rqd5cwuywqZ+Mc3LuYyznx67PDIitnhzZkkmo14mlcv4DbqhQ7SBI8wFzdJedG81cX9v+4f8411KnN1nHmA5VDMA7+DXlJFjIHa3+UHkkdeT+IhyvUkDIFkl0wZsI338Fn2g0dwRXSotWfaHGORrCtTkpEwDj/gE+a5TzLP/BnDyU56itRI1+fmVzpHRGTCBchTTVz5ExkLMQKhGQkqQe20DV0S1b6NO/Kr12uvt3YfoBdNq0V9QoBwScLj+GP6jX985/lbbZ69WN1+kgbuN1edhGnLsfvRBYWllKjEzoBwEUQbKKe0wH9actIbW7DK/584NCXnSux3cd7JzvVdlwzVK3IjTQsu8wqLy7Ox4Vr7opafESANxms4kkNgMtpkR1UKjMrCHAuIihxkTbZiBpilACxbXKeX12XiDWvYUjgYC8gkMIzthYsxayUkLMmiC+MwIv5cY9+GidkjQNO3VAD2qaZ8G4DUAvWqAWzbuEIyqeUAaH4Tjw7BMAIY5wCB10FD1VPo9BbtZy2o30Jt19BatoNtsnPKawT4LzG9BhkzIkAMXdePjaoCX2qKVgQNp5WJesRjn5hG1WlS9NiFbjPHzPkpSO+Hktui49Tppm8EwZHOCfDFGak40v8CbzdOTOUIkz0hlGSnhkN3NnJ3VFXdDe3/e3P/Lg6U/P0z918v8P3/Y/uefnvz8l4c//+nlz39+/P/99/rqhhMDpuuo6QXz+sO5hwfZhxvuzSg7pJ0yCUc96GbdzKBDM+LCXJHH1Mvjl0Vj12UJXakY3Yvpl3WkTM65EVQU0WMqNFghwrtEaGf/dd7pd5tvHe798uShhunWOui9K9futlROwKel66kH3z/6K5WkbWkagoMRKXd8zrS2bFvb9G9De8y//bTx0G/7AbXm1orx9rt9Ypax+ixo4CxjoBzORghxLVJ2iy4rnF00FB/nHv+w9PiH9e8SoVx63hPeUO98s/ho488eX44wrW19Hzt1aazval3N21PaSb+BHtXQUlpxWuEw0IzMKR4dCOEoeFGqRuVMuWkMHQvgb3oN1favCNAtiZuVndUszkrmCt5dOImLdUGUK0hQrL7dfxYUAKI77T1fsSrer7n8yxbMTZUbEl5RLXmw0eHD9BwvG5/J5ucWy6pqz306bqAvRFQr+4n9Vev6umuT3WVu/4DI6zavO9ZKgZ29lRd7Dw7si264B6tK2LiQSPn7E9c+qGZ1GszQWMg+f0Vw76qgyxVZ9HmjCLpgTMHu8TQpM16+KDDIho+aabVj0MlWPm3cdfSNkStHeq08f3jVcw83AMZKFOygVuOo5CI+BTdcRNe1EDEMdAzTZS1/n3jiP6pOvHv75iddd9+CuTgLSqoDUk+HN1pO/H7sxEcN77996MM3Ljee5VAnAo3XQMO1BBdvYWFpDR0kNEpaWzG9ZJla74l4/Yn0Upalt9yrZZImPcwOW9PnxPOvwy68OzZ2Vy4acL1CZrM5GIdw3C8CubAgIQxEIDOmAMQeDIhHGnCCRtmDk9NDoygIgEUcFYvG7FpQUDRiRw3iQbB+MgmmpTqt2IQDH/NSUgaw34qM2NAxLyYewEa0Y2ZRj47ZpmN3mkSDdgXEKoRq6NNC2Ah8eqoHhxzBQAcQYwOQ7snR2p6J24O4qzzUZQmuXE68IaPeUbGbddx+rWjUrJrw6IBeBzTgwoS9jKgeZ0MNMFD9Uhc1XbSslRybsunA5C2xhzWXlC9mtCt6TBRbr8VXKRVD9gAxEWfP2rBhFyWRlRUWONllanyFlc6xs5R6gwzoz2qLu7H7fyk9+T6/9Si/+LfnpZ//+Piff/zh578+/+eP3/7848uf//Lw578+ebL1LGXZ0GND85ZSWrWc0xTj/KwS6KT0GdtOsMDXWUPH6G2f4T2YoKjbeub/BANr1fAWA3HUAmuQWkjxhKbExLoIVLNJm5Xx/GyGta0VcujkFxcaD1tKSm1CyYaJ7Wjvrm+3oF55NPdiBmk9fbwROk12Gvw2ds47k36Ufujiz4+Nyy+cplz6CtpWDr/0/vDdm53QUTa5yXzs3wekWAekiSHsMb5M7/9p6+VO+sF6ePdB+vGjtf3ACpHsACwezD95/NSSKjClSmaTZuzEVE3ll71tEyaOC0aRVtULOoakYCnTuemUBE3XxnoN9rxTOzsg7gbAMNBa6513oGf/tYHbolt37HIbDJJqfS6xN6xD1BkqOPkpdLLqkvXdSkcDBewaPEH9+td1X7/WMHQL1fIBEHyedj+yN31FeOXXIPGw89Gj7xqacDePogyEeEa/8n3pxU9bL8OiPOCquP5d4shJTpQzm5ItbGUePXx8oMu72nXTMJdAyJor+xh66Pc3u85BzBCXiRuuZY/WSKEhy/aCaiVj3uNYQ4OOO+go+gS+u5UzRhKrz/UAGWRX93XR56+11BwZlAG9Dzf3e7CAGaxTMuHVMzzVCEirFNyjHOkj4LpvKtvP8wFVmmtHh+4cRU1cx4GuMEOKAhttgbXLG05zPn217trxkS/ev/vhG9eGqtTgOq0Y7p/sp9ZVMELxJWOS2WJsuU2ZNnOyKnFO4/Y7ZnPdBMKxykYEwNJ3i/rxHy6fPHnvzKnrFz5ov/gq4hUWTdfXDu6rR6LH5MCRmQkgEEnrnmB0DGOQgwDWwDgaO8lRIjwaVEA+6RWPuvlDTlafBTmIQkPHZtAMIdCunvLZMBEnLmbDhvVohxFnssMNuikNtYMJuU1DVEm5/VbZpEsDd2vxPjFegwOjxvGdU+R6OLYNDZ2aGp7sbmrsqKzuvTo4dAE3cAI3fh4Jr6CQumh0AIENY0owGgPOY0N79BS1nmH2iON6mos/bsU26JzMzEZ4PyYsgJtx+AlmXFF4NvdwxbZqQEetxISfnooxMzFmWgHwaZHhOH9uTpjPc2eL4vyGOIcpR4NqWDJcdM5Quh/e3fRs7cR2//740T9ePvjH98///tN3P//08ucfv/3nT9/+88/f/unxnyR0T1sdAT8mLQV3F8ylBeOajZGVc5QMqGakHFf2h+qOsvYMM7Zl31BMuC79FtP8JQNRJW2/jBnsJHolsxH5vFIS5tMjVmk2Yi5YVRmGUKzwKjLrpvUdr0cWlGO8M1TB+CRmbIAF6TN2X2RGuPMl23bRspZXr/pNJaN+eSf+FAVwvvXhtcvHJ4bL9NfeaUf3sEWw2PUPUcxR+8vi0wcrW8/i6w98m98tPIwykg/Ce0/XHisznGZpG9qPL72YNy8GPbOJAH8xyEpjCZMzDjpOTIMaZ/rYjHY4neZSrH1XRAZZzQhywbUWdxZ7eePDM52YMWHr1/ivXr1T+f49Vj9n+jYO107NJtelafWYtxkUrx0LnfnY+NlbzEtEvlrFcn3x7oWBpgHs6HDjhXJsvTzEzBAbtSd/OcrsUu9lnmKHLVc/QoKuy9WD9gw3t+3b5o67W76aufwrQNdXDAsxaSYn1hIHD797oVpQ3sOQumhUrWMW1C369PUTyH6Ig6YS0ni1MwM1WjCfGbDhYvOmTYnB02Xswyfht0SNLQoIjsq9DgDQaL6qo8wjv2s5+tp1xC3JwdIDIJvRch7N63G4xfFPhu7epE+AbYROMqrlhrD3imjolrj6a3rzJeHMmCkuzD5ZeaEWhFsuUIZuqD799OrHn988/n7DyY+bTew5BTQMb5FLKI6IZTUTW7fFddNqFIAiEmGiLEHQ7Zzz+Va6eZjjbXVMcKj7Ju78xbtHzh/9xZnDN6umO8sZr8wAnIAWEmKQSRhXQPsZY6MgKAnJFclENIcA4RZOW4WTbgU4JB5zi4ccRlTIhI2pUBHSBAULBWCnEORhKXfIpoOE7LiEixpTwFVyNF8KpNF7CJg6OvaucKbTokdGvNSUixDXIaMagpdPFIOpYzj2AIsJ5+OEpCkaHDA2PlTXeKe8v3Js5CZi7BYU3zbDmWbLyEw1k6emqTVUt5russmdKd1ClDef5s/7SAl0pRJXr8uollfNGxqIBt81g29RFwylvfBOXruSVhQCzIyPknJgI0qAVzTuseMTs/LCirW05Vr/KfXAgdI3nRu1ijIJWSGnXskbS8/nnvzjwdM/H6w/Li692H/wl5eP//vHb3/+8Yf/+v67f774aSW+0d4KvnNi7CDz+PniszX/dtS65nSnXaa8gTcLbGD3XumfF2R+SN3fs5U4/Y7+rxjnPqzvqISxJg1TPTy3dCGnLcLb1GnX+mLwftq1m45uzhe2F7cK+TW3RReGDUsHBruv9dz5zcdfHj/aQh6x4OtVgAvs/rOsgVqGhZ8qBfZzjk2DKlrfN/Llp131x5mf/fJOXxkN1mKidVtTovi3C09DwqANGxB2e9wQXWEmEsfEQsKkq+RSFLmMNDyyZU4/9LJ9dOSkHNHPGEX1cgMMqkmMNzElaT7fzyu+yCx9U+pV4eFU0w/z3/n9hTENYVLajeYxQHDGcPtkW+29tvYKFG54hkfEz1AMc0bqLGw61tziPvWR4fBn3PN3gd2uoFdr1GKBYu4450F0w0nLmIDe++6NBC9lQps23cW0rXjqDwOXXusHVYDxDXBKN1+Ninef4pz4VXv1+1j2hNdISoVNSwc/HvjzYRImRSLajSE7n24//PrFlqtNDrJ9ObXaLwF+zr/bOIaYrtRYuCkok3mGVYNNQmo0LWf43SgGaVLFUqijrcdFX73ZffadKvhVWcScndEoQY2Cpq/4fnWhHjZdS5zsV05UoUZaqwT1x3hX38GefLPnwh8mW8uANmLAJQ81dgzdPDfWfl55tLLyraqyi9d6MAOyJcsWe8BQcWJqCsEN+ApubVLpsFElCgE7oKCmHcaVecduTL8BFs90wmFDVdqBGi1iQnGupXcUPOOUFPTE5Cv0dvNMr4037iJ1GYkdasqIXkwKOelZJy5hnPYre22EFgO508zptwkHHUZ4yMNIGTFR+ggPNgokT5PEEKMKEdGio2ZizEoPyLAa+iSZPolhDtOZnWpup0U26bUS4n5qyoYJq0B+MzFpoPjYLJZIQJfTZSq4UwUx8jAEFKQTCehlQul8gEEwbtUj/U5awM93+vluLy0sB3vkuGBINBfh5KyoSJSTDdBSvAFL2xmsGORcM62mmBndhBd8XQyvV2c0xTX7epI/5ySntIiIaspnhPjkU34NOpqWF3YCuweh3ZfpgzRvbvgaToGzL+iXi861qGj+UeLg77tPXhYLhaB7tzB3sJXdLs5+t/Hkj5vffbP45Lulb2hTIlAtZl6/IJnQbfp3vik824s+2Anv7wZ3sbfkw+8B4RcIpiG7G+ZXD9kv/rbm9+8fpqFVlBbbWI2EMuIg1WsHTvOIg86ocyPp3imEtneyB1v5J4FQAUbmgJD4KeD4OHPyalfz/3z7yMULnePNvJtvQm+8A0FM8nZj91dNayH3vNOdnBG4L1wfP32stuxMOWlSDbyjVwLD3D46qorM79eyp8T1xyfLXq3hNwlkzby8M4R1oXNPPaFdiS5L9mxoNSU6WAqvHWloANVyXdyFzfuLxS1n3BJdcy0/D7t2fKQgt3sCshDcEHssbdo2gKbhHq0T48bi5fAZsQjJQItDDLqT2k8G0H0c3iIFHOvrCVafMh3qiDRMCEBql8bgcYMHBNGZwmPP1g+Lj79N33/k2fw+97AgnSuZlvfnn1ZfBd8pv3u37nRHx62+coACGR0+wzv+i+abb07rCUm/cCHtXnnx15cb8499woW8e93gcMDGrJ+9frPs85uNRybQfZIJ3ug7tDNHx2/eujFJJMhgQu4hdgUg3HtFXXVY0OxKeVgJs0IZ7Twl/vTVexc+qxP1e7eKu6ViidRvu/n5gE85Hw0V5A6LNKmrgvXfqYDfOom5enn4q8/OXTzVfP1S5ZUvK1tbgWgulwizVp0UXRmcrBNCiCrPBNPKIMSbThP7K7FsEseu9ZhVaYcn1ztEdhiKadt6yrHtU8wbRFmClo+R4m47LHoAACAASURBVAYGxI31xt5WaTtQr5/Jxbg5QZf1FXyNijfsIHeaEfc01G67ZCqkR8cMiJB+wiPuN0CbqOBqMbNZz+8wSSfcTkrKTU3Lx7zMZgWxiyScVtpxCRMpqsC51SSXhmDWYo1iiFgCksonTYJeK6fbIgf53eSkmxCzwIN6aMCCiQaYWacwJKXw+Qi+HGRWgfRC+AwbjRXh6BqszU5Ku+lpFzUdYc2l+LkUO+sjJjgdBjXAFxfNeyhJyaTXQs86ycmQuMCFuKZqBHpUKMXPO+ABQo2q4hCcMWLJcvMeTNhGjltpGR085CPFzaiQYNTlIMY3raubjo2icbVk28Q1KvijlnXb2qx6OSwuFAylZ6mD+7NzB0vJn56XfnixspD2esS+mGwxZygV3dtZ7YqDFFBNuUiNcuGIwwx3PgjtbgV24sI8v91sHrGW/UfH1OmZODvrIoYwQOLdY113zkxUXkIyBj2Iej2izTR9V37vGDof2V8I76+H9zYcqynBAnLQ+u75ry6MHofQqfqkXRS0vnap7P9684NjJ+uvH8NS+10FaUGKdbV2iNKre96YHy9QDZPJzYMdyGkSfEB48zPgSDl6qgbVcKm5uqyqubuxa/LeSEfXwNk6cHnPw40NmAWBcUHnn3mZUQQmAjFu8shxNMAOUIct7lTQ5y2tRPb3is+Kqw/nHy9YN3T0MLF3DMXF2zkaW7doDO9CTWjHSB6oK+UpZJ/JuFmOzotxiBuh0B4CULLAoWYAjbY791wn8TkoXEziytVKUd5KD2ZZWVGzzgkNbKiWlvmzYVTIMuoU9xj3Cw+lIueFO1fLBs92TbQLoGb2dLDjNPfaO4Czr/YQGvU2UjZlXdj97nExchCXFWzMLJfvaqnkXTlUP9A8MHAdGNUnrDH+RcqtdyDHvmy5zeArCBzNeVbDqLejTFFxUzcanU8QXRIqzV51mP7xb6uqT/cMX4Uur86pBMErn8HuXh3trcbjp0RqjUPsN1WNdZVX9lc19NUh639//oN3b5z8rOrzzrFhfSxHEzuGKpTNl2W36mGtZBSaZuyboRrdBcK4gzLtxo8YFz07dk3Wplu8cX5UxooUk49N6hiRKMbSFSgzYcLcM83F9varalt46EmbRLBkpKWHPyW9Ai0T0nusqEY9rlYrGPGIgV5ev53RZSW0SNG9M/ghOX3QJuy1SgfsemTYM5P1kZOCHguwCjveNoGdpEqJdgXBLMWpbWyXjeyyE/0uXMiJCjuwMRMyopj0KIBeAzzowkYdiJAR7Hdgo15K3EdOCSFcMgBKmiQxgaQZMFWIFusxLhM85CLHnaS4DR/zkpJhUtKHibhwUXGfTTbqCnNySeEcqI4Da9EYsPF1/9aWZ0c45BqvwHOg0jQnw63RNpzENt2aVo0rgsTEgrG04tpIiOcjgrwTG+G1GWSTnlnlUkw4L5sOzqqXtJiIGh7OyReT4vmwcM5LSthJ7pVg5vud3b8/f/jf3/7ww4Nth9RK6jVwJn1aWqhgX5k3bGLv6QGXxLAK6UyPgTKoS/lKGmbaJ85xem1f/qav9lhzgBUJsBMBQbT9Q8zJ/9ndeYMCu6us+4QwUam89wUZ363dyzzayz68P/coJlsQAkM9Ncz60Vqkpt+YcIrtancpc5cw8crh3/5vH3/Q0oClNpt6b0yeK6u80tfJd8g9RT3MjIB5ANMIOAdgZYzqy/4w2nJ5EDuB9Gj9LDK9Z3zIkbawQAbEeVaAHAuIZxdXEjXIKmmK57/voczieVmybVPdqmmmK+WbpWW7KjVdx6IjxWOTSM+y3basVxVZMBF6oo8kF7rUER3QDJEn1M5kZDazms9sKaURttYO0TAv3GtF8ZjyLF+6iG+2VNW5bvDy3PreTjAIK6dmR09zjOO28dNMSqsqgI6GSbEIPpqlZxwoz2Js2eX09wxDTvdXVzePq0ERQI2q85q46UvOhd+09l3AScDmpCv08O+P/aaVhq9pNacYPZO8qruQm28j7xxGi0ac0imTix8DMBBvjX/+ce8Vg9ojIATbhPARS3OZ6M5UjOf0+4la0TiMU39o5vwndac+usGfZq/dXyA7Z+4297c3okeGkUgCAoTFnKurLKtrbKrGjQxS+sgjN6F9l2G9DYy60Hzc79uGAfTdZdLy9wjvv3v36JW262dHBFOmjGXtevnYa8fPDSKJWo5vyb+zkX+IASi5BK9NnRMx3Ag0dwRGH2NPT1n77+GrO1FdTf1kMXtufv6Fh5Nvfx/xynSZAN+sp/ZY5RCXgxTTwgPcYSe8STPdzeNATTpUVAkP6+BBEyyoggS14KBiyoUH8CfHpkGYyRkBTSxR6VhGO9vhZjp8tIAPH3fAQlZk2EVOuMgp4ZCD3WlST3p8mKgLGdBMWK3wgA0VsuMiMjSbgh0lwAB0BJaP4kkhBgPCZ0aFbbioBR7ST3nNQI9l3KEbt+gBDumQBV0j4w5YHaQEqlEIqZI4aekMNzsvm3fjk7hqRltdpxiijGBjTla2txrGBDIsWGfJtLoX3tuJ7C45NsLMdJiZ9s9kDZgopF7Rdo0fZM/pMNHuUxwHKVEwlgLkRGImY6PZdTOmgnfl+9UXf9n9/m/3nzwurEa0ixpmnEVQODR2nzJgoTth5Yx7b43yOi1GotUsNOioyZSyIBr13P4AWPaHq/BmMvgeeV2Z9aACvV/MVLzTd+jdq5+9WQ64Lh65rdhLHmz5NncjO99tfefTlEAjFiZX5k2a0gvutd20L+Ox5X3aovMWuaWW1G21hMlDhtO1bZ/d+XoSOioW61yZuGJJA7YNrBQLu/69Hd/G4DV111kicQwrmIoQewMoJtQe46PuCa78WzuqgujnmjbcaZtdCVGgUw8ykfsW27wyuGNQLdGwcoYvYrGb7ScPnalru8Fzog0rFNusxVK0jrPQkD62CurPxddYXp3I6ZpLPvUHihqfnOcj8cMMtIF4s6mBwmJ5lhyyAmU6NtztbYPr8Twh367Wr8S3QDfYN97rvHD8Stfk1ZGq0fY3UX2fI5X9Jhfe5VGEHKo5CFxxbWrgdiu44+xM21lu42nu1XewZb+sBVehPRJv2h/d+/ZJMJ28fHmIgvP3QtWnznUOnqFNVHPVYL0MKEwJ83qd7xTqQhmkGgcUdFwg9ZLRLeq6e4qu0HbB6HLozQGTMTR0g951B3TnRIccKptfzaqXDGA67auTpxvv9bsthaaR8d+VHTty5g6wXsEGxwZAVLDQWEVFscMzAWvMxMlzGaHWG+hj7975/Nz1wxea33z9nH7Gn449wcnME3ScmMlJq3NroUfr8T3ogJiM0CUDm2Hpogjvm5rQCWVGc0pwmVx/FXsZQuCzFUsbqcdmeKjhPdQr4ydYrG6blhYwyqw2kcfJSKggfnibkAOwGdFxEzaig4U0sJAaHJRNeIVADxWkQWAoVCZNouY7rbagJuKVRwOSiA1rNkzr5SM6/oiZP+E3IsNGWEA24uR06g0TTi884EI7pZMS2aTBiAwbqREph87mjPHoGC3FaicnbKiYDuzTQgJqcEAz4Zb1WdT9Vs2oUT4sUw0r1BNaQrMAWiFWQENycJBQr+F0mwm1ahUkGObnA5Agb0TFA5jmVUu77m0jyINupwoGqTO9qgAntxvauR/dW3dvrFhKKdGCeMJ+/P3as18PyyAxJTrc9CUTeE1mpydT/HRBnMwZlszsZFRe2HJuPM48ep5/8OPikxfp+9uBjb3MXjKUUesVGApcQOUO3Ri59psJUC2XgeBSgcK8s/RN6SWtS/zJ/32y42YPahThnla/dG9GKSngbfobr56qKQcimoxdl4USiDcrmY8KcglF4cHs42JoU8A2SowaZ9hSKMXWHi3Hi9GFg9Tqy8TCo3AgETPpYiQjG25CB1PZZcf+YmC/9PhhfmMtIc3GGOl56ZyXGG8/RT32UeXJw71nv+gdYAw4M2YeiPLlbw4PXRkww3R2lPpptJhL3QdLResvE/OPAu5tefGZiR9idEsRfD+/F1rVgq7SFVnGNZouLTVmbHimo6+STKnnPk08zqf3MHLl7uyTqGsLLpohJwnGWTrFKau40w3uFkYS+cCO0b7BIngQEp0jLs0smvPZUBbaKL5x9vatvkNfN75dW9FuALlGvoYLhkQOhtYnc3ER9o5J6j3kUDuG1D1KBNTIbr5FPP/m6OlXr9/94DZ3XGxix2dnlzQJe3U7POzcn6LrLpfhJQOeg/hunJ2al6X+WHiu5YVq2WVt0o76FuDdy1N4DvuY8PxAGr+Tu69w2bkwvxcaHr2OvvZa143/ozXOjDzfe/Bk7ZmKaTnxfmVv/XhYPgtn8c4Cem7d6W08MoXsVrcgcTie6SZ8zBBzFkzbV09ND0AZDW33bo1Un+spe+f88TEUIroU78dZjc61f+7/tBvcZcD1HLzZwk/1XpN0X6Io4YGstICp14+1O7LuDbWR+/+2HqkgtrdQ0HC6XkVKTpzl1b+DfgXfypOgdSaF3q7TukWeAD0tHrYTmuQzAxb5pFcx5eGPuqXjHgXAyxwzkyc1KorPKvJYlHavxR82z8a1xbRxMahOSfEW3CAP1k5DdzHJfXLtuMsI9EonjPg+HHuSKYPKDXibGulQod1GYtzOiOkEUjmfZpgxuxgZFyVlQgZko07RiEsy6paPuOSDNt2Ywwpw6YfNhhGTfdol6TGwWg1uciLOnzPCgug7clilyoiLldwbK6ZSSVssaFYi0oKNnDQhrWYQk9YFvfLJBOiOIseZ9QkX8+H7Be1Kwbi25lsfagO+9u9HK76A4NptpEFH13HWtcNNFCh5ybaSVSwuObdKvp11z1bEkHWpLPczxZdzj/Ly+S1n6Vl0eyNadFn9crURTSe3Vg5f+rB5sGksYUsW/Qd78f2Een70DIRer2L1cqFn4TuG1e9nDwrqFeBdqpER1iAiVZ8Sui+K5cgEqk5iRLrndMWN6P2d0nOZySh2SqVeYXLdvfX9SmrHm38UXPtm0VlwM708tlvuzEbshnhKv1Lybadcm4vxhxZ8FH9LRq5RObCxprOot9+8/OG5rxsQHWQFjecVSg1adF3/vjEl63aEMeEt4/J+7CleqqMEGA/+mHdvyh1b4q1nKb5DHChEtu8/Z2oV2kWlZ0eqyNPcawapIn3sg1pwHdKCSyQzSYACSNd5ipYtoSEkWFTqM0xNWnvtGHCy0pDLrix+E4/sadVZmcOXFkGN5An6aB/kwpE7n7x5/MKFzttdd66f7fBS48vyvBfn0k3p9yL7QXWWwTMwWA4URj+BhVc1ARoqqOeO1B/7sOzu6UZ4PdWIDKRniwJraAxuYPANKIa8r1nXdZpDb9X4IAHiTalywmfXB3rVtUPWkcq22qrLww5jpkELxuVUS4k1ooqvmPF4yWnZhDVK8TuA6jl+fCuxlzOuSuHxU+92375c5eCnF2YfTHNwMIyg4yL+1PGL10FN3WQoBiMzi3wjFazyI4ihcc6vLn/WSp+6NtnUOgi36gp0i6wSMwhBKuLSYtG909NBmKRALM7ItcMzZ14DpcR5DztV9jkFM2FyyhN3JlD/o+HzVsHoVcpoM5sFg7sGLopqD9FfwQKoArLUpbLbRAY7M6CZCnC7LNRmA6lBw++zsvttwl6rGRII0JMeZtLJTPv5+ZRsMaktxAxzcd1CTFtc0C0mRFkFysedstP6ZbguCryHLOm3aie9xG4RchAmgnDMaKsTH3Hg4k5y0s+cDQviLoFBNyOzEAM2fMyEDKkmPKoJlw4SMKPCNmRIC/SYIH4b2KcdtOrHHE5Y0Az0GuGhMHs2QIpnuDkdKMBsU8nh+vuZg53Inl+YyepKIW5eNuGh9kvhwyg0AELtVoEuSyYv8aovomSkYEa4kJMXns49Shhmy49Mffx67dWPpmkjbmKX7faXwxXXq0xSo2cmMKdc2QjulFzbEpbBarV9s/3wWf5BhpPRjOqcGNeTzNOd2cfLszvOQFShYVrlDr9safgGm9ojt5LDcVMup09OnSUhr/Z7YDLnlF/SaY5jwjN3VfwBvQrkv3C0re3OBLRNdeRXlWFVRA1zuRmp/fnnocQSycQQpCneNeXaN9m159norjX3KIbWzrxy+rPTPRWZ7UhpdVFJcqqAHhMybCKnBMDAvfcRXV/j0PcUIqKqrQ51trYGn4Kg+EPj/CnxvGT0fPOOdO6BfzNCiG4ZllaMa6Fc8hSxXlPUr3/jEhYYuafBg1JM69XPrq+zLHxuiGJY43p3ZNEdfWp+GzIuBrWBe89jNjbnTJuUEat037wrNST4iwp1gaKYpVZeANcc4SJQSPu60LEpEfqYFD77XmPj2RtfNI1eO1P2FaBDBEcY+rA9AyMTgj6dsE36bXonycoUNMvb4U2nOoUf1NFAVpXdc3jwFkiGbWpvGx4ngMZn2OOafd/e/taz4pN9EJMLoBMEeulQM+buh8jur4h+ZAh9hz9dwQ8FfN2ahg5r573hyp7r5IB0eURNY89bjGIfzWAgD6pxt1W4CkVROHdgXP0+/dDCcrmN6YlaQ8ctHLwVjaiSz6mLFmu0qnG6sXLyzLmLJ3rPE7jaTd9BkJH98l+BU3etYIr4ld6Pp6z0evyUw5UKG4ptZPKkZ1DqMI7fY422ITr6CEx1OLK+cOpk57kP6hbkSxZl4lobebpbDumT/++Xrx+ZuKNOyapoo8My+cSkve+mrPwL+iu0KaWHn46K540oD6VXBqkXIBskjEEzf8jB7bIwu8zSHr0F5I4z07OC+QQvHxcsZJVLGV0poMia2QE7N5HgZRL0lBsbs0CCsl4TrY3PHTOpxzzCIQd7yCYYMZtBbj82ZkcETfCACx/zkhI+asiI1RswJjs6bEOF7KiQGey3TvtM4IAdG3FjIlZEyImPe/AxE8RvgHhNIJ8TGlROezWQgGnal2TP5nj5CEepRuMWjPmAKDY2QCUDLTnFUtG6ZuPkG9opNK5wz7ymHneePD54/ni7jxZfMqxuuLcepQ+WrJvtn7NOvzb45e+7b7yFZgy6ldBgxfHq4c72jDWeUy/OaVZWzGtZZ6mY2vnx/p/8HH/PJwD8LYGVGL+febAT3tuL7m9Fd+cCpagjIwJ5a45AMK0i9ohLR4sGdXOgSzOjHw3wq2igK6Lm3yFVXcYVxQK2QqgBhLrKiZMAUPs92OUPhpyCzEHqway8YGOn8vOb4oDcvK4Kbukdec3a87nZR77IjpVqp7/XfrqCeLv0ffzxd0/EiBC6WunBJwrWtbxvF9ogPvqLKistuOQu5W07eKIEKafgIHL4lEWXV8hRTHSZdN1SjFBjTyPbi9bF/GKkVTb6IeXu6guvYVWCmyU8fBDQR2WaRTneMzqlbTGu8G3rotwjszapJpItl7+8h+ghFXKJ9Zc+dlbvlwXYEuOYBwrz95BDY31DwGO/6xuEDJOjI8x5CDOEGKcPn+48ext0/Prw4bdOHG+sw0iTSO0S0mJzKgD6+46NR/6teeEcrZGVUqa3Iw8hd3m0abM7vAYJEjB+QG1Xm0KUVFEjjF5Fkj+/6Nt88HjNPudieTRyHfPzP7xX9mEv+LYeX6cCXeNkNPmN9bV2dWO59sYICjRxS8bp80zQuZycNaBLK21BBdA6L8j7KfHuD0jTJziWae+6fzWWnqdN2/lAuwU/iyiXF1WFiGmtvGXy/O1r02OYSQRwPlJ6ufh43bl6/f3xc7e6voSWvae9I06Zqqdgmcg6cVhSN4ljZtGkwNSpqmufnDr69ekbcJQqtO1tGB/+9L2bHadxTI7mrZPl4EE3EKQ9Ol47SEfb/A6+zsIRBfvviltPCm4fZb6iAvmM2LgRHZWMuAYrEa11o3gEW82yyCFGcb9Z2GHn9Gv1CG+QlU3L5kP8WEwUickTXknIJgiaGTEzIaojB834sAHkU445xb1Wbp+N1WHm95jpjRpSg47SZpaOeUzQoAkRsGOjPmrKR027CQkzzG+A+UyIoBMdcaPDDojPPOa0ALxOZNAO9rkR4SApGSYnvYSYBRa0THsNow5ynRZwhk1oEnupoWW+e0tvXrVICkajl+Y3ksMCoN1ByQT482HOvI2csIjixcDuQniNM6NjQQyLulLRUvJgY7oh26woh7+nrPx37LlfAG6/B+/4GiIfEHM7CNC2CbfejBplOFjprcBO0bu9l3rwrPC0YC7aoN7rv2vC1/FzrPSz6N7jzH7BtulT5Tw6l5PrGrnM6y3jJPQLrDELi5RgAYO4CxJshWqmw+yFuOYluRdLzzKygn7IakFEfOw0opVfdxQMqeJk5IvrtrVZQzHl2JaZzLwIRZuW8CwcdUy+/CwS2NUHt/QUJ6KB28FKy5afbqX8JXyHQQMLLljWF8MHBnqy5RDMR0v/tP7NVqj0cOmpx51hQALDN/USjiWQ1HEGNI4hp2PEtaBfSVvXd9Y35Bn6CU75bVX39rfJnmDHeAY0NyeT5Wno5ADU3SEMk7WL9Ni+cSYDutPXfelIf/PZXhmL/+Q/d/QBC04uF2l1vZbpQWcPxDuNMQyUN9QOEDGA4MBouJU2C+0kd7/bdrWO1NOJ6339zrnfHP8PvAYSKAQfPS4xq0Xu6YAR4JllZiUj8hXX8qp1tfscn0uO8qxOTJDAK1B6AfDKL+BdRzGQOzRso9pFTj1ffvL8P/+qyDt7ehvunWj46LVz5Ucg5b9DtxwFivqtVJCwQ91c460BYgSNXwuJ90w0jR4V5XrEmai3ZBj2BOD+vxSfA7+klf1L99hpdIqdnTPmGcOajrOCE78eHypjedAJsyxypqO5E9y1nE0pSIYMK5LVFr+ZfeSgc/9X3+f/jvv8mqHG4AnUdrF4SK+W5ECRxQwX7ZbyeL226Q8Xy8a74TnP9vzWPtxIer/s474O1OW73Q2XKQCEo4k5QRPSqGyHyrRQWnoes5aGbxCvvjl+5U3UK5whJ7fPPtNrBVyXdFxAYCapCrZBzBVR8ATwMBTRT1LB3EZk1ICLaWhWPokmoDIUXKlWpHRyozZK2ogMKyEewYCd22EU9ls5vRZGuxl5W4atUeKqlIQGLX3AroKHTJiIBRuxY6NOfCzAzETYOQ8xaYT5rYigBxMO4yJhTFg7odGM6+xgrw3ocsKCAXw0Qo77MGH7lMcx7naMO+nlytp3h6vOtWkJxlmRZkUreB7kPnDpHKRIkLuwYljVAZ1d11DYYVlSNJeQFJLqpY3Q1kFmbyt6f9G1JRpxSkfsyAuCBf7sk+S+bMg2fhh7653+P/z2zOmPLtQer0G0I26dqO5v6liwLRf06wVjaS2wtRXd3Qnubvr3Js9hR94Barr1KVbmILW/Hd8PyDNWaspGTILuKGuOo+Vch1cenpkylYLb2mlX2ydkdpveMGjf1C+vuTZ+XPtmSbNY4GXnhbP8YT+8WtT2OUYw4TMSfH5tyqKNMOhWrtAsUkgFFg7JQjDNG+cehSIbWt+KbtoCbhSNBfbnfek4qkVBazUmNSuzC/cD3tX6o6CBK9N5+cK+e2tFV3xQeGhhxUbKJMA7ktWlpZXFNH9Kym4mO0nWZet62rEYLFr4WeIJxj1yEGfaZH+qrnAtyRK7DloW3O+qqRNXGJaZhmV6bFehN7lBtbzhu71+uffR0rdQkqCZOeZM2lBOIsBPMRQszryxGdaJYlH73C2t3tPYbFeDtPW97spjre3XRsYuIgYVGQrQD8Sg3dsrpd3cPKacO3QIyevC7QeWFnUrL9MH2DolC+GPze1xXVIMT0pGR+pvEs8cquwp7xLDBXO65fvhvWdb3/tX56tHGt5+5+0bteW//NVHZz6u7K0brr8EONvcXm26Ll0mQXCec29Pwdv5pfy2NGpm4i1J34Yd4ZXUqx6Hd5ZFuTv/0T94dcI35li3leLquXtf0U/8oa7+ygB72EYj6z4sr+8hj+ORkKlr/T2ftgj6LDvRB1IV5i3E56/ivpjydTVOTBy7BB4o5/MwfoU2Xku/Uam9jtSI66oIMkw4wM0t+A/C8wvt0HEOz36zfKRtSHALD4GG4EA+qhHO16pXl33bcf3qZC/n8pGac+/WvEJp1YKusCfLBJ1fs9A1ai06oCa5qGgOBIJBQ2kMpFQEdHKHXFKIX4RTc/FCFcNh5gTMbJ8KHhKPegSjrplWA+GWjHhHMdNm4PSYme0GYoOW3KzjDTlEEx4tKuKdmXVTUx5K0o6LugiJMGc2I52PcmYtEJ8V5AuR4klaKooJWaa12gm1fdrrR4R8yHAIH4sT4zFYwD9uN/ZybUNCW49p4HxHV1WLgahLC41zWvYTN/WxWakYNwgm3BvOzZw4hx+UiGmeOfPqrLGU1RWXNaV939KL5a1vFp5wBvSg2xzibbV2wFEyLHsxEeOIkd6ma6hG/a9ffAhpYXJ6bRVvTcH7oGzkjJ3rux+9vx3a2/BtrzrXF80l1ah7gZcLEh0xejzIzhRd698tPV82r/mEOSUhUVeGuHyiawYiKZjmQty5ZVuJck979V9Guo+DQ1j3vCy3pF1+Et3TjTmilNimdxNxVyscs5mJgbhiuRBb7esZB8NQUqnaZvYqbHKikYrSMl0rztKTZH4/ZCjKeyTjoqgzvLyKaZSzOywLptXt9Rcb299qsJGpyzNNH4xlJamt4FZQmAXUSD974+6hN25qiZ6/Pv1pKRaWDmBdMObLwPJBZs0bUVmWRZIo4wb5hniJLZ2lwgOQ5H2nf1uKSvbc4pyi2Mf1i7T0gVZKjF16b6Tqi2pqh/hh4AFXYDzXccMQ4JsdXmk46QnO2k2ZXhDeZgrNzFHbfOdHwlWIBLpsYuDXX9042j1cgZ4oPg31BltGMDS1xNRe03n+1b6KN4ZxtdQ4L+clxV3oCKVD0d0O4SstKrOVhQige90CWvzaha6BhqGkzrsV2Fk2rPxx/0/5Jw9k8waYDoZ1I47cOHrk8JfHLx8+MnT6Q8SVS4YLpjV6B5Z25P3KI+XjQAAAIABJREFU8ltdYW3ROpcdg3MlcgtzgiqtVkZI8ZKuNHYC31U2ym/RzTmXNFT/0G3V8D3GUAs4oZ17VHxZP4a+Q2u71V9++tQndyq+7Kkd5ItV9fTa9yifHVWdgEbHIFxRWQ/FpSsQ4EY2OwRUTFKMSjwghu51a+i5JfdmTLHSWkG7UT0JJ1BP36z6bPD2Bfo9xZyuGj4yxJfqlQtxw5KVOYvp01afbjn3ScUrkBoq8o6AVKdF12sYXWbZtI8BsEObRLwpm52a1qGiuHYzpkMnRGsNHLOJFndTZ92EhHo6xO43U1oUhAYtoVHLbTdy2oz0Fj2v3yros4r6beIJpxoZtuATgZmsl5lxEOMhVjbIzAaZ2ax8qaArpgRzdrDXMOp0THu98KB3yhOYsgUhrgguGiElQthoGBuKwQJhoMk8SpYPDHmnEWsMo3IShh0ZMpNkGa49IeBta+jfWDWZGQezR6ecduSVhVnd2oJ5437iIGffCMkX88a1R6G1Py7P/3V9dS83m/HP9Z3Eoq9yNlXL85rlgr6oAPvJQHv1FQCqWTZ5WTF0QXT89evXz95MxPy7s7t+fs5BTiwY1jfdOynx/KJpfdWwuKdfWBbM5WWFGDX1InXwoHiwtLxht4V7WqbaLoDl085ny88zmpJ82DF5ht7zMbr/6x56vZBQqYtRkoIeq7RN9yS0HaQmG74eOvT6GRcjuuTe8+gDbpcxn5kN+9Imt1futmOVvGklIbQeSs3FsjuzsphuikNS+MKoTvHwJ2Rem3HOtPps5z/nPevSYf/NX3ffeKPNgI2sZ3bb6+ivv//Z2YqTrbXTeo7NyiOLGiRhmHlTGPvz0sOgwa9PGS05Uj239vfI88EtpWqF58gLFh5ZNSUsOtY+Ka93LvLVcxgqwttygnP7k972Y/AgOmAVBG71dOCl6KRvK+m/H1IX/aolvWohbdkyJB2QZCsg1sCdZ/XgUf9+4todLO4yqNa1ZJAXFWj/uKegVXN4wxeQJ15v6f//CYLr+EYMA0HU89e7d3fvt/sWem23kKbbUKfJTDKZZJgyDGZmJlm2bMuWZEkWMzMzMzODJVuWme2ZsYczoabdLt7e2/d9VTMztfSGD2Zw9fquO4SKkSaWlSeTWzKmDXSjnjTqvvrBYO8DCB8mcRMipA5JIbntO8ygY/hhIwQZnuMEmHpFth3R/w+MS79CfdFoaxIt46cjuDNXb5+9WgmbY5G9hnYcUuT2D92eGvocyu+wpBg5Tg+v4s6DutqR5HpRRAi1XRTyAY66CzDWiOpJ/AiIxV5j3fqSceUq9lob7y7BPjunoN4k3PpAeOYj2dmHip6QZ/MhRFhM7y5GtjyutUhqXcFaePABGT9t5XF8qBGlFBsRSu2tkA4ch1gx13QWe3XINDanYNxrGwRMc8TSbLJwQO01AT8k3Xy/6cxvHpwg9yp5AI9kyicacvE7bbxBF6bVgG42iqZCRkJaAQlCalXgVjoPw3YK3QFe0UPL+vEJLSRABvDowzzxoFMG8pngYf1sSAEOyMFBPSRkhgUt6IQJEw+z59OixQivEObmM7KltHgxQM3EeMWcZHGeXwjBgtYBh33Y7hl3hcbs0RljCu5LYGNhfDyCjoThwdCExw1SW8bxXiRmhSU4EuvcSOxYTbONpNo1LCfYiiwT9VgjeepIL2hWdXCPasKZEJWK6rXN0OZ6aSVv21px7rwtPvuX5Rf/snXwz6/K//Vf3+nYmupftCLP07LC3Jp7J6ZYXA8/1hEyV9/v+PxXNVd+13b6Fxe6b44oiFI2RzjUNwdoxXPmtB5JIqVZ1IAtnDqdos24q14R1fDJt4ibppW3O8fffvvs5ctnKfciulXdc4bMntJKia4l1zq5zSxqs4EuQrtPIZs/BU/eZ6qmrG2/HCNWKL9ffAF+IPjqg1ruOCuqKgRkBacwaecmtTJXIb+dyKxrgj6wDI/W0WgCXnFjbenxstih7oRgJwC0h//P2OwFcVK0+Lj0OmVaG78kffAPXTfeu0MBibK2QsSVBJNGrw1eGGKN9eL6BVpGkFt4FnuyZ1z/vvRqOXpksyYpeexd0cP3Z776Pf12+Kk1viJLPzZ4dhn4TLuuRBSF0aZFeqjsRPcELv094POfXtUD7THt0gSNrAiFlldfRfRrFlwipl4pJp4eJJ55QzlgsE60NCJYhIANw7fmalolgAZyE1Ay7t51wVI1ggL8YPcxpEp08Sc9wzUA0gyi6e6DmDk+0I0/e+eBwm60a4N+TkaPDPTdJF/8bWvlZ4PgSgK5UTDagPJEY/NvUoBA/5gHKSiqRjljGJQaxMWd1D36SlbV7xhXrAknEpOtI6PnrncRyErLWuEyrpUb87VeArRdHNBMq6gAaOWXDUD4aJdkzLIetBgyNR/S204jqs7OzdYqTbTYKAV+X33/t5Qv+xztl4i3AVow1+KuRjVWGa9dFVxtpkJD7OUuuGiyifF15mUquq7VBhgw/+0/DN+qv96AqPvk3FWtzhtZjTfNNpv9voeCqjrOENduA1Fhp68/QE27w57DpbU3zB5b5X+Dnv9V9+e/rj4hGTaKxrwaWITfL8P3MKnDOjHQzR/z8EBeKSxM6bKN3eLje0UWqtPPSrupGT0sooZ5OCguE0vWo+w2eNRPTYUYWR81Y0DHdXMxFyXtpWbMiIhy0uPExH2ElB0dc+MTEdZ8lDNvgYfMs0E3NuGGBs3dRkktg12NFrYizWNY3xQ3BXGHYaHAbDAIDTrG3GlqelW5uCEtrPLjOyzbEV8fQOLHq9uTUt/L4FFZEZiX4Lf0gjV9oqBeLplWXfhQnDWfFpdjhnwplTnMHh/nn70pPD+IPcmJii/n9/7PP3/zH6+/bv6wEtNANY4Y9TC3ix3e9uxEeSXssOzKqdaP/v78rdPX6z/vvftx1elzV0YhGAKZ1dXXNQ2ChiyZFW8xJYj4kYnxLwiE+3RMNdKMtPnw4YPg5tv1Z08WXvCA7pGbqLqL4/fvdKV8ZfAVWd3fAzs+Ga073Xz7gxtisK6sWl4xrsvHvKv2tZRs+cGvpxq+6FLQlLO9HAk8HNYsZAqL+ztvD9a+jqazYo8CoafcH+mg8sUHLzazmwmEQNVaTaj9OwSlTl8yb2wmjnbjT4T9zqp34J3nZ+c6cIpJVcmadZotHZA+cUYOk8wqTdql5JOd6OGyfvVZ5snL1TcB0zI7zrvIv/45s/IE4pNxD3j1ucuxKqYXgYhkpWgZig1AJEWycWuaSteffwfw4ELdg/f66SC9RGfSewvZ9JGRnBEOWPOWjYXokyCnYNOkGUkyMzvGLA4OhB4OeOoo2WmcZ7aO2LzxTR6S6SOlp+0xX9V1wORDVFqUyxgXFBIuWYnu7cDgoNJMYOmgcCyAOHazL9hI3c3TLU2fgefui51zMY0yZc3FFr+Odju6LTvmwuNlvIYGJgJQPCoijJsIgpssA9otCSQGD7sXdcJC3HxgTxV/CzqPDwi7rrbBQeOg+mE6Cz0MxQ7BEeMB/Jhx7k57xY1/nBq5K6o4BZdBIkHNEpg712Xr+jX2zFeK+r+frmyQTMIoxoeAtgb5zVuKKiCGgqlWcSx2JsIQJqTK6T28QPqwF3y/u2GA31JFbILpkMf/tqsJm9EykS5kqlc1se3O3fV/nuMzrrc3kSnBhehR1ryJbjW0fEx/+C624l3oCV4/n99jZbUZ+UAmC0OW4owuZMSECCtmgvRO89wDOaFeKwO6LIiYCRFVTfsEIBsdKWFx5kRchp2Y8BNSPmLCT0q58AkbIeGiZb20nAUT4/fa2C0GYZ9VPOwQDdpVIK8NFTPBguoxj3LUJQW6Vf0O1j3G5JctE5cr6K3NhsmRMISVAjt9AJdtyGLo0ekGzIvqck5aXjavramWN+jhQ64tQeKPNjSHlLanvsdHnvKeW/w8qohx3RFu/tvym2/mj3dNa0FK2K0JhhTRZdvOcfZlQrVsxCbYAI+bMf8fRz/85w8/qNAM5gBZ1iUBf8XMyIr77q2sfNHJKvLGIs1nYTc/f/DR785XNtQjpumx0OrB432FhifhiwizbIfWX8ptlFNF1gx+4i4IUjs7dHWK+oiv7ta8Tj/9897bvG596hGpo6Hj41M3ETCaetY0W82+c/Lh3dO/k44T9617C4L8D4vPD7zbBXHxVf4JZ9jTfH5KzpVJKCYsQGyX2Z8+e7yY3l1NPd3c2rSm1AQnvYk0ypTLisvZzVerikB0oldf/w94UpUqrShvhQ73o4+T8lLnWdGN3wyOftWdJaUSzGxIkaZgxHt7x2vJFe64oBg/XLRsqSe9UUb2cWhPTs2JdKwJf98H3Dt1ymuoKCiwp0w8sWByw23+c/TCCDw6NWSu8z6mTtDAH7xz98v37l/+6E5Q550PrlktWaNgkTXgmLsqsKLj86FDwXjQoy5r9B5lRoZO9Q2E73R67rEKk+oFejW57vD7vGJdCknOqgrc7r5xHz303fzLsnFpd+NAGbKiZ/RzHUIjIZTWb2UdW0F3sZDdGahCyKbcdnx6yb4diz3WZtP8DP++oFaQEmFgIq0xS1WiuAyjP7Y9bAXfVD2SlvHMArcU340Zt4q2HZHW+bOhT8kxbeWnzZ0PRwA3WEyBoxuPaIXXEgqEAfnQr++9W/OAMPrAwhj2kDpNR+lnCru4xTTy14TPz8ja/29k9V31UO8U9/Zo90Xmpd8J7zINxul6sXHJp9XF8up1n7o4NMv4bVXLHdg41CS6M0pi+TzRIzVUPn2jrR1KIVYxx7k249bKK5xEMsSFT3M4DmVRMuIeuiwANRrGqpQjFwUnOENK9UxEBPRYkUEvPhggxuzwsBUSNADc7BoNsV0jH3VLh+z8XotkzKMh+UVCOUOBN+h4YpZQjvTopoP6SY8NHbPh47a5iB4R1sIj8lEXo16LfSSjtOt5Iw7JoF0+6jKjohZkSAPySIfsWrDfAPJyq2TDp9oHzt9hNra5uqfjI+rEiMvXa7W16AyNAm27wAD04jpMSky8qFtblxR2FIsb6hKkFz4OmnAwArvGxB/Dgu9T5AOnBvFQGKCnXyZXv80vbQWji4FA3mzLyr0KvKW5DsOZ1qvnIpP35Vlh4b/+99ffP90AfNCdl2SWtSv6Qfu3uePXpVdL3t0FzQpvJvjp6dpfXzojYWtXbDs52+Zi4vDN1987HRE0isjjU8wal13lFtFECMDcjY/uDZ1vi0rkx8XjV9lnX4f3l60bdnLOp44xofrK873YGTxlUgOtpOonhWVV8Hn6IIJL0mo0mib9PCH9xL2/ZNnqu4JquwqiTfJIIJ6V6z7OPNlM7rMYNkvBqSwTkKZJrHOKqCDPIeSZ0lqomJ4btNz+6fjA34DkbbZV0/p27MmSc7vvqrj2H5HQm9jhD9F952fYI6KCofh25c0f118lxBkPNx4SLaIeyJkVyrighADoaHo2OT7W7mxtt7bAE+2UzJR+iZU+Utd5L3NKs4Iy+jb3S1GRwrcKPvzw0slf3Wi8OiyfdaYdO+HkYyLei+iSDZ1FY2vkXlkZOSWH9/Ggg2QuW0+Og7rDFwDhpolYJSoz1kQdNC7Ll17mx+NgeooQL8d97Ayl2hBjpRf0S9+tvXyx/BLSqEWNKPOedT3Wy5rTLK68Jgw7U4ryTvzJZvTxs9U3+kD6IWegRt1Gisvr2oblvLA0aGQKeWSH+g+yWx+xb/NKMFJ6elyC7J3CdHePfgi89yHlvnLeWftFVeflTmgrfz16EFblx/C9uNj4mKn7/5q6dHFq6sJ77X2tMxXnJyGzjAZOb61x6DSr6pK0429gN6qUIPCorAo89ZWm6ZKwNf9m1eszW3YTo0CWfNb+euuf1KxCfz8XwXC387ANE1SjxyMuYfu5E7+99wVZxeriEmsk9bWEvi7OyFwEdhc2KLI7ROOugdOEySrxwAVB1xnmCeOE14JNWLBJNzFlJHvFUB2jW85oVQt7DeQWqWDYap8J6Ce87C6zGhHNGtbSzkWnLRjUxnWcEHvCyeuxGEEe9bRTCXaph13sdiOpRc/qtvL6rJIhuwbolvZaRd0WLTTkICZ99KwDE7Oioj5UxDHlVTUa8OcxY6e70LcHpG1z7mFdYMTl7TO5e9Wmfp62G69tY0s7TZwhhwrlXtYs7ji295w7SXp6snpsemhswcT/Y4r6fQDzn0UFuwU7eAWoxDC/3d7758PX/7T78tuN0qbZE2QbgE3j+DGyWxbobcZX3ZqNWlI/rB4HSBFNjfJtZN8NDfpgQR8mehQ+2Pdub7n3FbSgiuu341Om6UBBUUqolkvpw629p9FkXMJhdbW16Cxyi9/Cl9t1Qg+jH6McFJVVpceh/eeJx18Xnz3PPZPMeGy01GHuNaSLfP+LLsmUR9TplPTatejAzQ+H6j7pF3Sb7v1igDMmj8rmZx/J8rI1bCM7LAn+afPb4/STcnRzDAugJMZIuaFe40OAqw3OQ+KnTUFHqbxxpJfkGz6DNf58hFOlX7VvHmSPyr59XLPxws9bJm5xp66RJu9D5jWRgs2V0y3Rey3zzvxO8elsm6n/Izrnjrhk2ZayggwZW1QmEbMQULSr33+ZWYSBxYDAml6xipaWUf4DzYC1rlf6VWzdduNSy+lfVo/cISHviNWzwY30c6MuBOzHdN1EwnpoOoOTpuJjKBQyVEIAawQhfpXrxkS0YTZ5dyDeVkluwFgRge2IYkWCDpLMebuO56n+/Riui9pycUgJtB5nnlJHLNPN9JgiTx3QWgTzUfc+otVEHbCacbG4aOHb5a8ttlINc4aelflXly/daYFC+FQfWRNjoYLgk/JTJ/m38PPjo9Gqau31OmlFm+jmV4JL92jdkqAKAyYZZuxqkNFLTj3Pvcj51uckhEp994mZ65/xOxDSkVODl68PPPoYefOnkrv1sv5H9L6PJAP/DX6pSzT2cBw8QWe2y0aHPJjtN69VZrV4yQQm4FUitdUemxqSoqctRGqwDgO/O4KUOwP48NSwrPdqYzucwBmRoAacLR3KNqADMOYZ/jngPjjGlUtNDz5pvvte642fdlX9HH3CMuPKSpaS3IITY9MgpOIxHr4Zh20j4bpwlG66YdTphAS0Yx5Kt8nCyhV1a2n5skdUCnAWdLgMbcTN7bVZQG7hiIoxxCHXcWBXmdN3+cxOs3LSZ8NE1eMeYYdJM+Z2k1NBZj7KKfgISQ82HsLG3dCAqstKvy3DXmHO3SSRKhjKdoNt0BGesCVntV4UNYybyOL781S4Egme7O+S4612QsZCSPhRacu03CFF7hg9b3yKF4GJH+OcFbkZ1zErxUuerz5/knn8/drXXy+++OP88ZqwYIZoyQNMFZGrNnIHQCRUs4Zcq2N12eY+Ymh6LKx2oweXzEmKzwO7skl/jJYNyosHqWMnKgK4QkJ3CbA9JpdssRDcdBmSgxPQafJM+WX04O1aPLzul68wOkSzp9Gr3FgUF10QLyap6bysHOKm206h08qV18vfcSBWBcKLqTVe/quu+jt3zt/6oKO2p/J9Ys91BHdcsGhci3Jzz8L7JohfPWRa0ZQjwkUlKW7KSFkLYFIWhs4CxyJdbCvTp17TsMJba2+31h5P1NPv/nJw9jItQEiWzOsroUM9uXDlvf4v/qFxrlovHdb9ae35unWlrF95UXzuogdLyQ0uOtb/MZN6R5aQLhUD+2KWUeBTaLdkkHBHteYPlAxG5VLLXfL0sT1+KE8eyoj5HqgSwCH6Ws6T6i534YdEpEqZsNN6XHhjC0SqWwbqvxwjj/KdFl9maXF379jKSnAmXG7vfKu8o8V9DpW+355oqBbcw9ix7Lim/CLFy7nG2TSeVHv64487e66Q8fDmKyPMOTms20Qd91MH3I2fot2qTMm3P3Vb2vYBo/N95vRloQWTxlO9vWJk6bt5vtI23ksZGsKBdcjsQYozz3/kvHBNdgMY7XtoP3fNdabC81mXrzL21BZZiK0vHLJROvxdwjI/luIk3mafPok+tQRF1xXNJ0bO1ahm82+SN3l1vxBe+uvZjzvNXbfZwwAzH6ImnufVt7M6f4GsIWoVUB2RUBb+8cc/KTRyklcYiS/qRDaOxChkRPmYNIce7yXwbo6D4QoONTPdJ7l/8UFrR+80xo2FxjtFZRR5cfamuOLX8FpUVmSbd7U2dNw/V33t81s113tOcFBkt8DlZJj0c0QHgm8ESsX9fNm4mAekszrZ8m6LDOjmD9h5I04TLuln5h2kjAoRNWISApCXBfAoQR7zmIfSJgA9nIB+BUHcxM9VcIWtFh3Yr5ryCwdsnA6TDOC0IENRbj7FLfhQ0RA6HiFnfLiEFuxVAN0KgJvTZmRWaRTdNt9MYJ4QXqQ4lzmWDQH9QAl4bANuuGd13DHo0GzLGdxUpYZQr3PjXAsKXZxotYE0YbJsyax/nS6keWlMo3DFtXOUPT4M7G24dsvWNcWoeJ7p9VKtMYn1cckXMVmoTQbAVVH350xap3HoE2bvSZqPV4hLFyLUuAUbyigWZDBTlJ+nteuarzI//dngTItSMOtfsm9lbOs8Q6xwtJY78h293HycfEYDOG24PLOaIXg0a2nT024K3DP+AD5uxyZlEKMUod6O7OfsG6AqNrxSA28lNHSe7AFdCvo0zR8xMFVGdM3M5P3JnCL/l9LrDf0qr17Xd3pq8BF8sIUmc2gLzzOWVbf/wGvaEyGlSA7dNTqEN2qSP/7pP/XcQMdvkGPvI9RAj5OSLVg3/eJSwxf0G+8Cqk/N9p/HWKa9h67dZXnpefa4oCr4RBkrPzt8lsVsN5X0q3upp6vRY7UsJYnpGPPwHmu1KCpLuAtOi9++q0s+0fn2uIIiMlwqMMcjLWfxzdfGrAzPgXt3VbWU0W/I1Km2TkjnJzOsZm1Os/Z48c1x8fWT7LMwL5+176jy1ruGc62+a8BkY63+3Kh2fFgIC5Zc9n1fC61FEzOo3Fy6dEQs5guZZq+3RMfFxZS8hprF9dqzuvUN9y64jll9pqv9SvNw1Whv11jF1CTCydk8fDrVbLj7LsokKfZyEfaSGxqfaHPfoORh/cG+q7rLp81fNLkut2grs6vxzeDxq4UjtyA6+S7lpXt3TVXaN64+jx9k5s3d5s5foaqBVKNKkO6jwz7ln/3vyNPddghLLZEpdXKPCSBDdGo6vpS3gYSIGfccf9mwm3yp5rot8VDcklwNlp5t/2Dkl6YG9ASReYQjqMGPMVJU+Rq2Dnv/vfNf9UFGYK5B4fKctEyY8oxeotZeIQ7yItrYTnZiHI+BCUH8qX528wkqBKLAcyUoEnV8XDTF4PSJGB1SUa9G0K9k92r4QI9gKiiDhLSIqBWf8nDmzdSMCpNQQcLSqYAE7NPOBOT9TsR9Zt+lQdjVKdJNMvo2FXWHze82i4YcvAEbrUUvB7qt6IgNl3BjYhFcPElJpVm5FDMXpqZ8xKQVFlQCXNpxtwcZSVOTy/T0Pj99yLHtcvmHavjrIOxtkPnUKU4I2dR2AbbZfP29jqpzTZ03OojdYma/S9br8kA8S6q0j5DlddmIN8WQ60w1OGAhROTMiIplWlWnHlu3951rf8qt/0t6Tz9u7vyUDLgoBtyQAC9wJ8/zRZM+Gy0f4OT23Wvl0K4F7Esx0jFJ0U/PQe7xrdjok/njlHzxZenVSuxpLF5YeVZM5HMG1jy40nD/s+mZYTK7wTD5AbL3D/3bmqUfFl7Y0Yklf2m8AQprxpdChaXQ1lyd6Oq7TbUP+qgofCboVcPD7We6Gz49N/SoIaX1Yx5xzFN+0Hnm2Z9UVNZcguDGsQKpIx/2r/iji+n9tyW8ltwKQaDFPJ+joA6XQ9l56BXa4DtwAyFdcO9uhA5WI8sUoO/Gu3O//83lM39XN/uQ6oa7iA+kVnDo/3v6w3H6yMHII6uUuLvSsqK8FzwoOXeKgWO2SduvaiWmEA5riNkjk2PV5j2tbImqX6ez50mx1KqOFPniJ9V9V9BLspU942qGmtkO72UDe5h+/cApArlCHWQXDuefPV94/mrpxdvF5wFeUWA1XpVcuCg/NxG9ORA+f4lUcWeighflL32TBOp66C7pkz8fpVbtEpFFAve6JGWvet0hK5cDh1pcSjfj9+JTDKKxcqapn3QTxGgalXd8hr1teGLOx3Z7zguA53kaTBTixCpzwpFY0ynZB732Om6Jetd4+yfCT9sCDyvEV8QOsRyWiigiS941UpW6wJv/Y/H5k/Den7dfekxyiGv4S/yA2l2gQQRQtPR9wo0TxFN9vjmBTIqf42zuvYbTuY2eeqAPXo2rv2F+IM6pbNy4WZtzZbNHhSevy6/c8EBAuNjUh+/XzdayATMOqG6LBbEP3urp+eTOfZxxljM/KVuhMtL4cf10K3/6Lr5/zsnybRUnhmVmZimwFsNEoSfEIyQ9zMhDMmZmGqZAA3OjFGw/h9Vv1UCCRmxCR0hZyWknPetnz4c481F+Mcov+Fk5FzGlmgnxBt2CQRe5QQP5ioW4TBJU8KV1POwdbMcpIPgqj9JiINRqaR0mMcClmPBrIAHHXDhBSWeZmSI7n6RnIpRUhJwKkZIhSjpIzQRx8TQlucrJHYvmD4WqEndm3TDwKj77bYzzxiv5xu97rCnYJnz3Tjae/O3H535TQeq0ePkLzH4z8iElTE/oIEEG0MUYd8p7zdwG9WwPCosjp73r+hlvXLKQ1C4V5Yv/FH+6rHKwRhkTVfSBS7Txa5Kej5n4Rp0CFooJF8yTfkEjxzeqS+GTT/07C7JFw4yfWq3Y9ewsuzdszPDj7NPD8ov5tVy06Dcr420VzP/+7gcDSAgXkhr9kkaoBEcpwSQ948HGXIzccP1Ya3Wr3xIvBrYk4/4bP53orJi5fqrm5lfXtlbLEhzbT9eWlBlam6jvo7kD+4Z1zlF5dqy1805mSbe28ZTH8hvsntXtteOXRxgzfkJI14ZjlmAA42QqohYqOB2oAAAgAElEQVTqsLL5VyB6iykpKy9Iy3FbmY2z3vpD70e/Pv/uz65M3sRgbgvO/m0T4NzsqqyUE86LQD4ByDd9ia/qtez79lP6tWXfQXl5r4pUcQZziwChAWvm5iZxyiAH4JwQrdAMmzSr32ng+NgACeACkdNhbfw5IsdMHwT28sZNzrhv6AwTcpkfYGSP00+fll6uOLYO/HthcYkkVA1rAbgobdh6byx+qVpR1cwYFGXVa9+lwXqIKepKHQXW9+bf7L6Ms7xFy1ZYtbwcONxOPp03rtswUSXQs5N6CkBO4twIjA+Ny2BqlI1Qx2zYXao8jYDeFYc1i2gtT5lySkui28qrV1Xnmmwtdx31P+N92Ru6f455nu6SDHdQJEyziuSIgHxb8tKKIq+vNKQ5cbwN85Wy4vbM1P7Cq5ImMzsk+FDYfgJ1Ch7AN46OogmKl/t/CrnzxlW9fl1xR17R6W+1b1t1Jr9E6bT6kouh7bx/ldwnY6Pt02wKND457O0XLdISxyKwGFBzj3vmD333JyrxRYwsj+HYJWSRGcZjfYpombRifZvzyAmnmpDzLSWhIfoJbh9dCfZQUSwwvhaOAgqQeiXEpUfF3LSsh5aJChcy0lJSXArxi1FOIcaeT/IXoty8DRmVjjrpQzJmn3KunTnziIL9iiNrlDGqKOBr002nRno+oUzcEM3ekhAb9LxeqwEStGNiDnTUj42nKakFXiHOSEdIqTQjmxcvZISFFCcfwsXT6NgSJbzJc+7IOEuKsbSkacMM+S6pfBM1vnSkXxhXS7QMf1AEaSOMXqRS67TKmUDPF6T+u9NiqNmISgw9Eg4M8fdjTw98O6wBKX6UIMGwaUP4vCvr0uTnBpQamG5F5f46FV/zOBWz9JFL1OGLfF6f1Y1P8nus7Col/yH+dXg9zclrarVbrs019zb0Dqf+N7A975GTFtpK7gT1a4nQutvhK0bLHlns7nQbxq00zqYGfk1o/nhIOaMCXYIiHuBdrAgBxr705cWR3smBulkj0afCJe5/Bbp7qe6zLz4VqjnPNl6Qmvi1H7Z2f9i9LStFoL63xeduUWroAS5ki60tbwpJHhU3dLz76u3bf3Iu5gAUuMQuE4cF7DwhuBGBg0kjtyZHP4Uwq4XKEZ1GHBdJDL21HZ+9c/PkPz5oO0fqPSO4+Nvuxuvd8jYlpULdd4YJuiPtPcnA3JCsmtcX3PsmniMaT2OMmCryQM8waGqMjEIytU6tczXOCJo820bXFq6nf7jlMhxepWr8hNr1ESpOTnHbzUn1ChPk7f49FXCKoRz3bDu3tzJHQWFJPOIaOo+3qQp6s08qdqgT1mkjoFXYeAtRA3ehXIdKhAkHmBrSFxgr8wvGOZUTZUnqtqzchbxlc8V/sBE8XLGs8Xssa4b1pDuE1zHobhE1KkS6iTKncaCCeOGnQEKPZTl6qNZkYon9F+uvuE5WK6Wlil93Vl5Va+zjzGM/5d2eNEFb+wY5CrmcoxPWqAc+wUxdIoBPzaAm4MDIxFVa7f0BhGLCva4s4+C6BvPk32PvAc2M+u5Bndy6vfF4N/7039/+7/zzxT4fTLcoTuwnI+41IlK1knuyU3jGnDXwUC4u2acNOSUl6liwlZaC5F+YeRpb43npo48oRJWOWhQqXcykZ90uWqHT9RinVV2yWbK2zhoaclrPjCv1i+oTY01QDFCKx1PwbJCEJzPgMjZcyk3NxHiFOL8Y5hdiolKIW7Rh4gZoQIeISMABKTigAfm4YC4GM0rDTiNHYZBGLL6GR6sRYu8ywddJjWfBTR8SwV9JyDVqVqvRAPJ6MFErMuzCxgKkZIqdz/ELGUYmR08VaZkMM5diZhKkZGg2GEW48xTjmlxzZBM+sVNXlKh1FfOZW7dvk+TI+iXBwppqMcdKzSvWitIlHzHJHXQMfEyteX+w7dFMSr0a164aFQUHJVtw7Cwo1tndWmBdEws2YmXaIKMMmdDr4GdyytS3qdT/2Yz9eS0fwEf6T9JjnPlV+6Zo1DP8W7h90vgq8eSb/LNl/vy6dvnb1bd+bmbgS9LEJXSMFd4K72vx4Z3C8Ur6yYJ7fyvyLJc9ROFVQdm8FumsO9/Ve72bNAhhAKAboVUROXjuo7s1VV9yedS4aUErCFGpES5Z394xNIWfWtqY304+wbXK0A/pT0MHMUxyRb1yFDq0oOMJ47LbGTTa9D5F7GXxzXbpFZFlmWFgxV6ya8PAznNcBzqCFHH70sO2q42gilYRkmUzecOhuJgqf3im6/e/bK78GF//EeF3f3Pj7qUqUO00ZYBlRSX6PmPW/k/Y+IfUvGTxae5VeWmF62BZ4naHKzc+Lhi5hlZgXEZfejm9/2bzzdrjTe+a6eKthok6IaxK+/A3+L7P8CaQUQZ0M0bdDKB77Lpw6oYYX6+NcguL3v2IaHHsM07He9i4fnUhtcGa1QeMJaUwJjBYKhAVmNQEMjh7Bz44NgPb+9OCT+LSj8udFFfJs22h5s2EhIedXzCtPw7uubExJzYeNRXQHKHJG5ZH/cSANrC0zBw2sfocVmrmWenV441v8patsrpcdi6Xk1tEObNaWNUlH8WZ2KdkFdMJ4KRkFGNCTcMQAWoCepv74LedI6g+Vg6BNUyY7IF7nbN3zsw4qameTtINYtstWRvERb1b25dPLjvVOQcx+XL522hyCaRmOhYMmfXYbKcJNa6zKeMJX4435Zq7I+GPu0OxMj/N6bBVwZM9soi2rgn75Xu9l9+dwM2pEPwxtl6TNewrMX6ezFNcfB3eKmqD0qr6fhiTO23He7KGExVNtT3D43N0mECHlvBkqrmQARYK0LNhdt6BS1iJaRcl5cDGpaN2dBML2ynDtBjIbWb9tE/DFPGlCCmPxABziO0yToeJ2ailN+rYnVZykw7+UImv1TDqdNJeq27cbYMFXNh4gJLxU9JxVj4tKCwIFnPUaALnSuJjCWoqSUym8ckYyldkeQ514e9chT960kd6z67CtqlWLesxESLONeEPY2PaYUWKnlkWzK/r10mPlISHCmKHCjEqtxNTGfniUenV4/jjr9e+jgoKxB7XWCO0t7oS0N2fjYfWY2u72Rc/7v6Y0Qc3Q74k1xKle9HXWbMX6MQGPb7XJuwwCqq0/HpNChldNq6Iew0muP8geeygeWfuAAm1CAPSa6dFysGV9fRWObgjk0SE/AARr5qgotBiAhQ+OdrTSBiGbFpLP25883rrWzMnW33vnsUgLBk39wIHOeNGxrVH5XNG8J3TKOTRzvFe6rkeFpcMGkjVLPRNgg9j+9PGmxeLL4vhze31vagm7mYnLYZoPwIEwqCdsXTueEm2zJat4qRZRv8oqLd2CD48oGDRPRrXQmzLIshhW42gJuynv7xf9xmk6zr05q07X9z+fXf7wHbgiRkd63wP2/jXc6QmfUhSLpR2pWmh3Kr69slf9LNh4M+wi+JSufTCSA/6EO4/bn4fzOS5XM03pdcTdxWVJ0nwBjL6Lo3TYbISYohG/fgtCfienFCv082GM4bNhGFjukJKm9Y0d4zLXdIxANDLDcy1il26NFYBY5eguPDcPTSoa2RSn9PspQ6U7VoT1Pw48cQ4G+Z2mjg9VuNcNCspasY9HmKaNmZkCfRac1KXXFaWitJgXIKNeQTFreTx661vX21/s+TaUQ44oozUduwJyyj5gn6mQ9czISV8xK6AF0aHlB1ANRDOmNNNucLUPB+gs+aNePfkztLSXzb/VSAPNVZiGUMmj7aA1fKq+R2VzO6BccZ8atfCyzHG9FHNOoNq66YyA8uJ0FJkGqDvAs5VtHUbnSrsgGLoI6YFGS2mt0hOcoXqTpeniW4V/fzk6fdPX7h1Zk5EsSPkHSMKuE6cJ6NlQrclGFpzLWQNQV7v9GC/ADZroaqzwRPNUw9m2ZNiC0tn5zHpDPQol9qntxBSVnRMMubmjjj0sJARFhYN2igtQnwrn9Zt1EwFwuR0Tp0LGl0hUdBHSOlhYdVMUAr08PtsSpDXMO1nd1toLQZei4HbbGC26rWQgIuY8pLTbnw8Qs2khIUlxXKRmYwTbRliJE1KZWmpRX5hgZFdpCR3xYUX5o23lrVDReqJJrSjM+/ZWQcuWl6oD9D0WpBi6hMM9bLobf4oRE5jrvIRXTyHJL+gWoPeE0Z0i8/TR5vOrR3/Hn821HYTygSqeq6ArWJFSOhcMqznVGU+1iwRWsuWJeEkPUB2jHwwM/oFhQVy2qnJID1LrVFP/o4Ovsao+ajBitD+65MfXiYO1pXrkDuo+lMjskmrT5hNOwsxTxyCAgGYs2SfAiPA9E6B6ian0BhYVrMQpeZ2XZsv55/+6+GPEoJxtp/koXlzsoyTlvbqF5QeMceON3mcheT88eaeEKKv+njwy7/9At0wsGXN/2Xz65Qw93blrYxkAo/MtjR1dsObVYu8cTxkAk7affti8WVCu6pFmhhGfwrUiWFPi3lgvp8UXnTsrMWfymYisiHTsqmQFRSOUi9ITBLFg8kurTiZRfmkf+BTWuXfoildVj05a7Es+HbsU6SpxfyqdSrU9Xco60xww3vg0MRYQyIL2sUQaNpu4OLE+dGr1A//7uG1v2nzzoVTvAKh2Win5yduSfq+ZI9/zuD22aLy0kr29dSQuHOs585kFTWOB6JA6E4y+BFMjXFYrF5miIwOgNBuzhSeVAXtxo7qgadYjmnvrntf3mcHf8omPlBye20asC/JycfZ+d3Y46hnw2nd8Pm2s8tHrtCyVrzgV66WvHv74cNn2eP18IFgxD1zkzvVSWpC9t1WVdUom5WLyrOSthFfP1JHhKqpBCmBXKcEP1ROXBeSQLx8PK6D6BkjEn00X1kF9jATC94VhSo/yqRdmqyGE00bG0s8jMTOCBYcW2iIeFZq9MaTMpN7cIR+tbXqYXt3MhADXGA0vUdNyZa21nbIHvwl7uV6Y6M2FqrpGfv5pfPjCEc4nuNlkUPmZqAADqRh9HGr0ORWZlxaH2OYONUhnLFlEnSj+cQYq5qomFGYhVq9TCFVi3AmCTQsm40YkFHFhBtTz+X1mVXgoHLCpwa41GMO6ZDVMOVLMHPL2pUF3UKMFvWgowZEWAsNq8Y9sgG7adqvG3OzO83MDhO9XgO7LZ6rVcumg2Z8wklMeAiJKCWdERaK8qVlUTFD9iZwngwuliOnFnnzS5x8FhOdx8e2hfP78tSB0rstdx0YvD9E4n9ZNL/dYu+vcAryZN/7GMJDblqee5o9ts96Wq4AwZ3UKC2L79UDWiUuUrqsXTUhwwvuXa84EmYXFf32ifvTI7UQSgsHWoE0cJ0Muk6P9U1VEEBX8APv4fCNKgcjFpMUn65/sxnch5zlN/0P0PhdYFmTUXUpPdBgSriA7ZSO3iAklfmwOhm1lNkYC1mhiSxnHr/aNGScM3xqRWMbl2XddO1l2Xn7iDvFnM9z5tUzxuunr8/0Q/sqMHWd3eF5syYgNqSUvqTFJreJqTy3JjT8Favpy/7pyhFytWjkHAl1R2CbDbReHHn3/ZO3Bi/CnZ2kMIrsQDwauOop+fa/PzRlcgihBcqVjvXihi+TyBVKC8izYF7fLz5b8uzpx71JajbMzSUlS0qdEezutSyo1uJPhi8i6z4eqPxJP63ZFLeta3QRQ0GMV6B6gMM8sKP198yh96n423SZ2M4gCc0cc770fOSeFHgVihvhVJzs53XqDp1b3y29iMqXhFP+seui3jOMvpOzoAtMEyaynH9ht86jRJMINwzlxQNh1PEHrJGb09pZ31rihSXlpcfB9+APkEImQEZrr+A2fcQCfkbTI4KIe/yJLznMTqNw2BWlZQ/d22lRMSJeDGrXw8btleDBUe7ZTvpZ2LxlkyzZyRk10J3i5APcgoaQwneayFNqIBsz4ibBXFhRlHaaUY0Io1la+zRbxFQyGXU8TJWm/pczDe/VYzvhXZdnOron4SZJG4BUd2YSO8rxutYGiMizoDtm11phvgCsRKw51+c1ywX3GnCakw/sEqfsIpZ9Eoucm5Uc5Y6HT3NbT9Oz2rVkMjWlGf0Q84dqdaPWsgwdd4NEog4Zyr8eEmY4aHPTXfqjIS4hHktNc8XsjELhJoFYs0AVrbCwb6LFTyD4QzjRHFfO1YhVfk4qyMibsHHlTMiMSgoH7MQqqbDLYkKEHbiEHRMSTnMYQAx7kOOY9ado2TA2agFbdQC7bsRlhAZVI05xi17Sp+X2WEkNOmyNBlOhpDRo5SCvDZswzEX0sKAbmwjjEzl2bl5QKDCz87hYCuGLw3w5fLzMny+xsmlMMIn0ZIiOBIk3z6NkmaySMPBNbP/fNtb+/UXuP96k3uT3RAPOu3/VTWvhLEmXnjrXY6SQZi4shwZVEDe8UsEddHjoiZL7sOjc3ks/3fPvLckX84oyB2ZsuNw32tpzuFRyK+zAVkTVJz2oChS708wZcCQExQRv3o+LlfSrBWUZdYpV+Xejbpr7iWvbQ01shQ5WDKt5eTnBS7kp/oCwIKE5Xh9/f7z+7evD75//cODdtmL0DCpS40YnaTeZpOszgJoJSBNl1bPdeKv71z/51R++fKcBfdO3KVClqNoi27uu0VpNjZ2NsYxfQQpe/0X/nXe6K0+2T1RPTlRD+eMuPdbNk7KkMZGhxGJEkFDnCNYNT5STyf2ExKyOL6+NOYT3pmCAa3TweYwGqF4yrD9OHT1ZfpUxrhOrNE3v08jNxpXkVnjXMqudKZaTRDG9BQpqv9YDvTfnV8+bjQ5nTmbNiKhCOnNU3/kefeos1cMMMISW/p6BGNPOm3VM9DMfXG5qud1K7VOia5T+Tmt8LmynpgVj7s7f0+t+Otl4qnfoHkwEtUU9mcXsY56LBQuPTMmwRIak+woVckdsnvY+Na1vLq1TPMz7yIazhOp7lL6Bfm79KU7nSeqCd0tO0MxUyNToeExUKshLeelikJOLKssBSTmsXstat1KixR3TWtGxLcXH+QMOxC2xEREOK8p2+TKoUoVtNA7RJWA/nOOHTnmnf826hM3RESL2rIQFwzAGPgW1X0B01w3iQbMSM74GPzjBIyr85oYu1P967/PuPoBdnqtHjZ4faJ5PrdvcWUot1wwPzGtWNuM7RChXIw1ju41u9jyWKHcb562UZOMvCe0fU/Oq1cxC+gr/9ju4kz1U2EyrhwjwIoycDuto4sipzpKmlUP9vB66X+guJkcoXEpSLPUS5T6uQpt+Uvw6od46oZNp1VyDgq1XYq16WNiAjmthMfm4WTYm4XYpmQ1GWY9VC/IaIAE7KiiYElCH0JhaCLNWqOo2cTo4iIZZ9H2MrFWv7LfTa1TCDqMW5BYOOihNet6QUzTmVUwF9MiIk5S0wkP6MXeUmExTk0lCIkNOF2jJPNmRxKkDM7oUIrjAyCxS08uUyArFV2YZUkxoRtpfVtIK3OimZePHxWf//uTJfzw/fJs9zInLkJsUeCWGPcjbdi5+V3z+r0d/TMsXPaS0asI7+Bn20TtjfKSuFNxRks1byYN11+bLhed/3v1RjfagB6gRW3BtMWtRBJFtkhAno57y2bDxGHe+qFpyoyLz6uWvd74tGtfG3yN0/RwSJaWWzasF7UqEnkqxsuva5X9b/3bZuLbsLaW4gRXTtie0oM4onv9l+fi7dYVdyoOoKt6533Dhk6vXfoPCwxd39nE8zgh0sBNW18NvlM8z7Rtqx7bMvSl15wyJUlCq468WV0kQ5uWPrz/66nZV5zk4bMrGyBXN2yKdlZ6QxPbN3l0tyNSH8iAXD8rll2tcpXKGwMh//YzvC5KmLfRhqQEjKylXy8b1BeXymn174hoPeUuw59h5nni6Gn1scFgpDHh0y1WFb6hpeDRT0W5CSGVoc2Z+2bXmMa2bvJrFwU+ZXb+GhdgFq3W1v28SDwAbeHw5VY6bIPc0VQ7enKWNBMD/SDEOuFaC+35advq6pP1Xs50XRvC93JRqOeVeKsaPHSlft6ANQIYqpBZEtar3FBN4gU+7L3tZfGHI+JAe4lVJ3Un6I6LOeOcP8NqPYPvlNwFjCdNt8QpKBft2VLbsFy3GFMtl/0FAumSnZEK8oo+aCVBSi+bNoGmd2meGXhWxB+xO7rwCl0K1m/AtdhBJMhdBzNk6KTn8SfEjcBDHsipQBioYj69/r7XhMiDtXrGRcnQWY1gCetg/gGBSGvsnTz28ShDMskj6BjD0+kC3SCHTaGMjn7AxleKcdmk39oQ4qgEMseD9uqYbyHN3qqTMMKXdduV/DgEucHbCT/gh3v8gnPkN7vyFlqarnyF5qDTazgVHxwMrRq4TO8zsBnDGtfNWllU3LWIxYmSBn08QagTUNK5ZjmmRnEhKFiOMrI8WdeBDohE7q8fKatGTG5mMLjy3S8Rs0Ik7jdoxjxMTC+NTmhkrsYnBqhHxWwzMauXIxdGas/eB1wcYNXxuvZbbarLNRf3ktAkeMkCDBmhANxOQgbw6eNSKjpqm/VqgNYqLpIjxMMoZwdjSTG2ETnXNIR0QbgoTylNSRXqmTA1v8/2vzcZndnZJRtzSxfYcOyX9ask8/3bh8C9rrw8jh+vu3bJxdfLG7Jd/dTdB889Lszl+bkW/4pyLPEk8lU162j9FfP6r6013uzkEOWFKQBvXppTLb0svtgIbfqGPNM2w6AP/+uovW4HHyFot4aFGP+l1ElJmTMJDyyy7tte9+6ueHXG3xQ70CJo0XmzUgQw6oV79iG/utmyuimvHxxVopQzMyaqLT7e/n6aSRrmgwvPE/rfPkFh5a8vY2ExnQ+/FCTKgjzLTjZm0xzzptfSkAEr1E0UhoTVtjK/4nQlPfL64urnjcJu+/m7PHVYCoG2DkEmPNfYi//xV/LHNGRkUwlVFtn9VIyvQxUWOMqpZeLwtEJvv1w4BSPTi0VMO1TFzRzxbNYe+zyZUawxYlwjh6L/AHz+HFY9oTWCXHh31RwsQ2qSloHGkow9P9da8W4GoGRfNaLPBzdLeunXB6XWvmrBJfr3WBI9kg09mUVQOlcJDQ+JK00wjbOABGNPA15DyBlxsI7C3mTxykFMz16SVPxtrOjOErGbF+YWtzPFS5DgUWZgWocCMWaPZA70rb/qA1Pw5B3ZV+Cr6eHl5R5zUNJrbPyTe6KBNPboHaP4Am7Rt2WQxRL1eh0tEFcsx9WpEXg6Ky3F5OW9YtWATekRMNul14uNx5YrKFmewbaNfMMHXxMIpvxASQrQbBpuZddAReGq8031tNtb7BbsC6Z/juRUEBwXKxNSfrgZ30FLu0rJ93an3A5DM/ik8W2KginUYkZQjFCfCK1xhuGdKqvbY+Rxdz2mcYtaZkBXXPJvEERObYUcQOGcu15+pvEpBccbv4m783STgkmQhvDsegJ0gfHxNUHu+pvpe5aiQWOY5zDBbn0zHhjAnm1HVjbBez1oCI9XO8PG8GJIdp4yQcXCQpeUD5PUzwBMRViFMT7jxZgfOxu2Xzz6gESsllEo5u0HLb9EqRi1qoEsNdDswMS82Juk3UZoU4mG3aNzN6rRMXibUnmlCPsJS7knRd2XCUZcVG49xi3Fe0YuJOaZ9ZpCX32ESD9rNsLAdGXbAAgFEJENOZFiaJIOfFhJTQqQPh4xgFClsNEqILymX87T4ktDzfdT6zGkKo2wh5kJOubQT3Jt3Jre95S3n9rxxY82z/8Pimzg5PvRzVN9vhwc+HYKdYuzoV8KkGPyOVIdMsod0pGH2QMVEzflB9rTByshwh21xYWHNsXEYexLRFOOe/Nf54x9XXqlg8e73CNPnOLAHcj06YUbHkpx5+7j7eWDPTU7pgZ4iKbtpDm/7M5opScPJFtq4tLOm98rH92qvP+LSWXNAFqVPbWAlzzY1XcS2s3TKtlEkEMWYP1j0Lmmym6FpylxV+xB4jCbnWUBzmFECKJVbzIWX7aqYWVvQahY3Nr9e31yL522P3y6Gl4zl9VxEk/hz+XWSkny9/lYRNZnXZfFt08Jzj+/ABFFMT6FQkVB5cAD/zoc3+uAYhzPZexpUe7Ky9vTDkVpYOOvVOr1NVwVnft718U8e9n7VO9GGwpjxg7pagK6rkFvHXVM3/wwK7aZpqdq4Ifl6820htGQRZflgc4gfEc/YhGSHTGecHMWPVoD5AIoFa+o/S/bg4hupIxst7+MvJEybElho4BPWg/8FqD85grjLidIyG4H9g+zRXvkbbTzeiG3jOZWjDfT2T/EtX/BApygv/Ls/PvsxuBBFxyC1/Po7gCq3Odb0wVw+uKYVKgBnqahHWjU0HGTmPfRsTLbkpmd10KAaFhaBAzyQjzvk0DJSAo+XKtMPnqL1nqTD6zSsIRcLE+ycI1wDPxr2tz/wX+p3PPrtzDnuAhPMgIFlMODc7N0PbwK6QQFP0MdJO82ubjiwp42IndEIhW6bbT1m2Y+ZNpPmbTZ1IZDeYuC5Q3WDHKii/6sp8YxRTY539o53I4c6ZmBDIJKSFKn7HeL+O4jW83xfcAngQ/y/pJMtqk6DK5yZX8cj4ii6nGKYkit4APpYD7cRSEGkdtbU3hJVqfIuZLlR/qyI3VpBxXQ5++DmE1K0hQUlsMZmVOMySZ9ZNGBUjrnpzUbJsMs2F7egotqZgB4ecmDiIUrahgwpgG5+r4015KT32zDVKuQjEafdxO6049sNzBGXdCrooWQC9IwDEtCCDJIRjaDHrJsOOLFxHznlggUTeM+eJvjUpfo6rn8e4a7ocFEUOQY3uca9ujF3ybq5YtxY1s1/l008DjtdWLsSEma0mHLyxb3k1pv5o/+fILiAjsMwEAade7fv3n+373/Xvd3CFpMmacBtHMeOmVkmSRYzSyMeSaMRDJOGmZmZmRkEI2ayZMkYO3GgSbcp7N73TarnTYS4nu0MKnyzmjnsZSXwJPzWh2Wj5xDaFkOMO4UrlUZkyTX/7qJ9eyv8WAEPTFSpNJBQ5y0GfcRsRvryxtyXLPIAACAASURBVNV5++bT+UfT0hkjwldxr/rex52IK9LxUyzYZT6ykI+rYkoatH7O5KR9A3geIm5gTxsDbx6vCzDDoJYen8+DYYMf3q1rONdFAMgA19Gt14bmoztSdZRj9WO5tLK6zmbAMJyJV+TEO99m8gszjbUUYr8XDdKUAfrD3uyj9LO92IGTnvSp53Eoq8sxt/3o8eRcKLdgz63bnTp23rLoxvgwN+noejrDRo0e2teeR4IbIuOqEOaAVLXWdPWM49Cao+8XNwMx/dTRxrLi3oeQodZG6AjY7vfsffXEqMyd+U1bycWy9urKcdAoy8xsMZUCDC06vccGDlf/cgTTKJBDtSFOciO6v57eC5CjshEvDkpGYXG9PVAWT+hxJMOGOWKTClOl6TzP77vA9vCmZSM+3XjAL59T4+LAi7y6d5GDV6mEQrkd4s8qZg9S+1OePYLJdWzi0kNpayeusfjq/aJb0KLjxYSb1Cn/mm1RNxxqq1RVn2m4kp2KE8c5ydyS1mbsOItrfxfKrBOFmAk3LWunZ8ykpHUiIe6284Eubq9bPOAyMcImf2gMzANeYI0VSKTQoJOZUwun4BrrMHesXQGoCnZNuMZPQSsxRk5lS087cQQjYp/++Y3xoYlELoxuFHndQbaT23STbCRnXaq8nJ6xcabc/LyPmVbzpgPp59wR891LRWyYfqyMGBKkPcIFocrysK2WwOCbhXlOn+/a74AfvH/1Xj0wuZuFO4kP2BWDGqhBOW/2x+61IB4AhxF2SD9v4BahBOrvQks40xtbcIgNy+TYp7JYF0dvTw00CmvrRfGtL9/CDeER/cChilZGg5TXZpeBfWpESArympAhLyXlpaScqKiy1ynrc1qQITsmKu03kWtFlCYTs9fO7XGwe12KEa8BGeb0OZFlalKDQTbkVo/4TOMBSadW2qO1o8IeUtJPT3uISTcyvKFPv4oEv8zZvs+bv0mI9g3MHF6ZQQY8ox7EPb4cGpk2rM6r81/FJ39Ynp+3JLldBlK1qPv2kF3sez37xaZvY9a0YpcYlTKqmi6mdUuGbqORlRR4wYi6WSrv1i048hN1+AXj2rpna9awpIP5hgvY6Eq1HB5yidN6ctDOSW1Fd3dCj/aTh1OO+c6BstbaWuBtNKtG3fIuuu9MP7YW7qQGBeM2VKeSAyVhAO1tN6qnND5KJ0hK0lj0IZXSQR0xAC7hgOcZdlRMwdbubT9+vvDNYuCRzpzsHEQ09yGhFNoEQ4BBs7f3dnB02fl7fcXDgx88LLayo4v6DTM65FFnUKPCukY4jCwKpzKbB8t2v2RtIzAXnKq82v75H4+MDLaPj4PVaa59Xbn0NOzMyxQzBFp8gkAQ9bZAtMIIoJCKACnoAqfGb5ErrPQRlYHknbRv7a493Zo/xHcZawrq6opqIpbcfHRX47Dog9aAds5JTA/fYHedh3E6BSaUb8a2uZ0+8JPim57dgC05ISDLpEY2VGcwhBYSO2u+RzH1Aq3FNFIoE4C91BYztkKlRMdIHdbWT6itbxPwVRpyvUEKdMnB3gAttRw/mHy012Htb7I30WL9GAm6pn304tHPKz4vT3omg3uOoVgL2Nt1ElHGktLncn6iQCAxeOtvIgqPVsIah8w0nUecsNBTMogfX60RtJnZzUZmsyGnWJixzE1mVwRQV+fHZOGgOyifzzg2Mu5tR3hX5YxgJHxhzG8M5obldoLUfrd+AMRB6j3+onebEUDy9ELCpbNRpDhxwElvtqpREb0s4zEvu6ULZlJKNeqzMLKp9O60c5MNVlG7bUKgJcTPGGhpMITXiAYAMURIm47RpxxpJt2uLWrV1MT3nEy/SpH0QCcEH1ysGOCRwSouzCDgzcja9P3tpnq0FzaqQkoixis3wT1YhCwpl+ZEzUjgfxz7tI0jSK3PviUH21SjFk6bQtRhpVYq+e1mEzKqGPFrwD47PBSciFvG3MIatajJpBnxG8eCwj41sY/P73Or4SE7PmGaSLgJiQAtpYMEyJUaZpPJBAvZsVELImQbD7rGgy5kSDLo1qLjYcFMkJE58G99l15+k059lw79OWbYNUuCTFOclJjER3TdGuQdMr/TmJXNvwisfz998Cz5KMxLCcAqQi+f2KHNaJa3gztPYnvfrjx5s5fczFuzPpsYwe+82gG71zUrjBALKQ6UJ8vJmYadjArVsnVzzbW6F38UVy9AbotCzJQM4yw6A9byHD7ZdISf/nLp1avdDaeVLEKIEKVqWqWu78O+qvcqoWVYC1ztV6l9WntEG2m/CBj+DPRF+CBtnpwMrnEpFjpaSwCJxu6zZnSrErwlbJlHdlD84uTSzEtjyNMCHcXQyEKk8/RPh2BA3saTtV/f+nTYNXZzvKOtCi0Y0A5UIBqHuu9UVF9/2FjR0y+SaX3ReDQbi/ttz5+sy7XCBuitBwNnPYs6Y57rXlfOPAs6J43s4Kh1TSXkhCBDSC3PSe234TsNWIBP602mV1P4TrsVl9zJHOxOPztc+GLKuaVEhyPibFo/56SnbNTY05lD5XgIXakeuyap/QA0dg2sHTNPa5Z3wzsb3q1niUcvl95oHS4EBO/mzLpMuaRu+nF873DlVUa/JICH4DW6sSLl2D0prkJFqFb3fkhr/QmWUm/gAN1mUjqlmg/zZ5bjjxc3dhRJLTNGtq+px33ccmD77UtXhqBdIUc8u5EFJ3vwoZ5/6T/WgWieCboCcZ/WEm8qhpRd6BioHBTD+HZuWIq12BgJTJVK3O9ktJhYbeakYGrdt7WePNDj4sAzbH6XbUq/ktSvTlvXpkKPw8kDs3EmaFzPBA4cti2NKH2npX+QCcILhbfeL9erZHsH2xvTq0OEHk3K2XlztKa8B0Jj2BwpI2lSOuzGlWsQ5cLpeN4tztuxKRPaj2+j0sAcNEjQCO74oOn0veGRew+aSi/3PLw+Uj9Rft11yzJjiO9lFWZXZSXmXyo/ecgaNM3ZuR6ZMmYyLhudO2KIht4ir+9QNX9UWDAoQwuTeu+qpQBf+ZOWi+GDjT4K9C0rLm5CRMwjQU2vmd6Kp9SQrIM+fb9d12sXtxilvVZaOw9WBsGUUJiNOmGHjdNpYIH0cpDPQ0mlhDNhRsaBj3upKTc2ZhjxKQdcRlggzMxEuTkfPu6A+k1gD65K3XWVZianNIhwmDt14N/+OrD+XWz1i0A0q1LJSDInM76iXVylxENALKdtyESKTOlXN1zre8GdHd+2HhFIKOeDzKmxuwJqp37Fu/1m4fl/P9v/n29W/+vVzLOtOatcUfDR6c4rVVqwIcab3A/ubllnu08iaz4CarrNi7L8tHJe1ucMUTJhZjomz09ld7vhZDZKsBzaO1g93N4OZrwxfJOu/+Ig/i5v8CKh89rQtM71Xy/2dnM7m4GdFcsmu1xHKhKnZTNf73ydi8wSUGytwKOCBqGlrLN/LKhrLG9qbdSJYhvze4u7qcSKh8vjEAHa5tP8s7/unk2suXLK+ScJz4b3dFvl0eNXL52/8OnVP3QQAPWQzo6+ARpO6jZPEeFij8qTyplf//1x9sCJlPRNbQXnX0Q5CYxqlmtft4M0bWDteHJ1EUYaenCnSoAMwzr4BLCZwQlKhGH6kDcinX009WQ7vv9y+nDdv2XHxiO0zKxuiYuzo0BUGpzD7LZ1fs5teBv24N8b29/pk7QYndRUSrmwql9+kXy0G98L+nIEEl1I9HO7PQ54MG5cXPJspnQrDuHccLGy7hMK9qFcMKiUI1Sch8qhz2n4aq0Ol0hK5zaDO/Pe7Zxve27tiThoN016U09yLVaAJM8aQnUj6ES1wasKGYAJwA39lX+BHYPa+3e3E6++fewKeCFgauNVeOPpYVg5ldqn4yMtIc2sHBUWgdyUVjNvwK0bD6TEM3nzipOWGbrOH74h8FFSMd6Uh5lNWtZnovuTti0zMaHDhN2cqWnDemMntovYCWah3/7XYwg0QqFUdT3s6x7okcZsRS01nZQRAAahEnuQJVrUGT6mQVrVPBHxZxSIILzPVH66B1g5jBun6J2Regrg6OidSjKUIuV0D3ZfrbhSL7/zb4JLnq2YKsJEUXj3eoffqnrnNq0pcZBhWaRCk8o77bSv2cbUlGpeUbPm7uWhyyMaIMxGn32e71bjEWFj7uV8PwX6lm4sYBoPGAbcsm4+sxumHBA6gW5Dn5lbL8EVcqmVSmGXDNMMHajqpgKEarBfCwua0TELJuynZ1LifJiZ1Y/63Li4C+MxgQ02kDuAj0WYmTAj60KFjUCHddQrGXS2nUXS2w1aREQ5HkiJ8uvBvaeZwxfxnR3n3Ix2SjcRd3MnE7DQNp6zJoYahgmcFqMFGV4wLB6EHsVEs1P6xQX1PKFG9uBkCx+hXvRtL6by+6vJ//lx93++e7XkDHVf7Tjxk6Pln96KcUJ/WXv9t/VX8n4TrUKQICdzrGyUkc4Jp6FX+cxyQ1o6Gw+uF7SDTJkMis2XWtUv3qw/fzK3mpstPtFc/XEX/D6/8+oItmJ0zb614d3aiey8yj9ZMi71n6KkhZOPk4+/OfyahKNiELSAIg8spl46cau66ZbSJpycf0zkMye0/WzvUDcYeOc4sOE058I7/YDa0cVHGc+MTZHV/KLt5h9rC4CkQQCyYVwLsS04qQIaCct36WcBlbjBMpTGzEutOBeepcNrZpWPtvQkkz4M9PC7pZNmbopTOtLhnvGvfRErvFcBbRdjh9kmWby/Vzox7pYiE5PG5YPppyue7WXz6rpzXT0eVA/5uq+N320vLwbdLQYWS3XasX5a07Xx5iMw1HWhEOCIqpenXVsefFwDckeFec6I0yJNiGjB0QIp9DQTWkanFEoFQx4jLy1AxOqP03GFchsh6BPGzf0ufKmS3GYRQkIuanrWsjrv2c76tpeWXtkDs0K5/cW3h7xZtnMlqODba6sBDCVDkRK0herf0Zz7kHvhkqQssaZ59eVyJG0lc7moLnXTMQy0UETvcYrgXpdgKihdsNOyUmhIR0g4KRknIZFRzEdEM+RWS+cFNrXFYsQn9LCgmzcd0q66OVPSQVeAngla1hLWXQzH1opqI7BYn/3uAp1PMBkNTp5TIhYSrWyMmnwH0IDhmgzaKXKPa/AIlTSk6UBLA7a8ZMwqEITQQGJ7ebvVbCPJmBXMxhuCwgpJiygklcZRE8maj7jH3xXecG04x8gjLIH1c0j9fdFgr24suJ3UhDzR1GRqOiTOyDsl42AnoEFxp4TycEA9hDRhLZuRYYNw8eWLAkj9Hz/76C1es5r4UIAtxiBKO7ntNOeYzwp0siq4pFKqvM2oGXS7x0OaATmxByKFyh24mJuY8JATDkjQPOx1TcR0oz4JwKoAWrRglbZfYeyyaABWw4jXgY2qe2zCOpWp326BBaQAm2rAGeFOMdu0qAoWplYblc3ux/YOo3sHod28bV2FS7Dq9SGE6IVFtS+y8Wu1qAKJDuzNyNNTuvm0ZD4tnIvyJ/3SKAtGktJUEDjT4TClvc68PZHXpF/P7/OhuJ6LNfQyZoQYcyOiM4LJA+fGmmYhTo7TKjWbzvXBc+zy34NQjSyfYn594aUxMBtZnM1uTflj/vSi58mbOcG4oe8aovazoZpPOgdPDkibLAlm5ll6/0V675FvSwVywIto4IqJ/YXDlfn1nn4QHafoLMXVXkD5FMtORy63OmvJuaHGLoSzhqrgdfUSSwoGLhytPfLbOxMwzebTXedkjBw2Hhuruo1uGeZBcSZqjxSiSGoFOjmeIsYhFeQB5cb8I7tPMbuVmX0Szu3arWF9bNlJcpDb6SPpw5jIpCVzOalFu8PkB1ZRyVAeAcEfHROgQWZ8g9FPzmS0eTs2JO+yuchpcoeuvwh3+2LZL2//6gLixC3aDUSmv13TgmLLuAM+OSJkJKTmQ7uPpp9mFQtmWsbDn1YhI17JnEk4zQW6Wn+JqfpPcMfFCWSblDwmk7EngQVy5AWeExePqZb1kIB0yKPFxfnwiGQ06KFn5t1bc/7dTGBnLnHo02dz01NTr1IKeyih3oyoMywDXpVj8xbxH9uudTpL36ZcJcaB+8/SC9sRtBQzNEhtOUUYuydj9DqViIiDlvFycjZSWo9PunjTk5bVaePKjG45o5oXjQRgVRpEhZrS5xR2252cXMKxpUBGMaWKACMzmXs+GX/Whme24duoHOblP13XWESz2amvlr5wuqzd3FGGRtg9wiBPJLzadS1jcqJWJwQ7DNoln2F10bftkQUqb7c2F3bFvGm+Wkpx8bhL0i53pSSHtUzzqy0lb00cQWTg2BCqbRjYhUbfovVOHm6jNXTvfIajNtpD0XDOjfFiGsWd+AC6AH3uDv4mxIMUpdigEF22kFrfff55YeGRk398C1SNrTrbU3q6uON6Cb9Joh/2C+r14BMoTpXYj466JqIWWNAJchrgQhfOGsQnPYR4CB2xD5gpZUxiiYzfaND0O9UDVtOQQ9VhIt0Rkwoksg6LdtgnBBjRRXhdnymBiYRGvFlGblK7hKnRdV6n8drMOoh/3rQya1yeVK3uRnZnDWt8uKuvblQ7plwWzZthAWK9AXyPP9o6YqKp3Gx3WBfNymaeRPYXPStjrfhjfzxTV1Z17k+na6+3wwDM7cy2A+MjlUoJl5ndH7eMfT6a5UYP7HMRcipDz3BazAlxykwKofooF49eGi6a2PJtRpVZnyB7OPd69/EO32lAS2gOvVw4aGo8Bql7D1D+78XMisFJanjNuOSeiDtw8RXHFqiE2nEX2t8Af7r/lcvrr6nu6Oro6aoc8EpmfY4ZvAqR35uZfOLRzMOMAavBZuPwxMUFrZffHYbWmt88e/n84Ju9L55S05rfj1dopgPRrVSTHARQQaNroVpwe0kNoKccntavPtt7FIrZl54GsnvmqcWELy4BCbogWjTDiUhNhRQiKw4L4+GlCrzfoYjev1HHFemYEw7wAxroIo7azkXX44h1EnK3QciTuydtYwxoOxQAtwBFM5zrwmufs24z7S4LY0oGCZrwiRnryrpnY8W/lfPtOPgzrB47D+TxqpeN4nlYsaLzKG0QLkUgJSqag8UKgctlmJNM10Q8oljQo8JGbMzHnzGzJs3UTIAzOW1ZXQjvbuWe7E09fZp/mV1ch7khEC7TzpsPCOYtMat2Sm5Yln5suEiOV/yBce6O/KrRT91+OoWyouv7e9ouo4duSAitZnaXjddjV8FCpomYg5mNqJZmPdtx2cK8eXlGtyBBhLGNRnSpmtTpYLYagvo8nxYmdzlbj1EmimQacjJuXO4iTdRTigQO8s3jd8xmPRXFtE7YGQzOjbFKZpTYhZpgoBJO3qSXN02sN8i6DHPOLb9hZdq5xWvg3zh+B95N4mLEJqvenLSqVyQtlnuuRad9ynBUcP6ovFSaJd3n1/RMdF8fLGRmgqGpJIUtCyXnXMEZpcPJNpN6dN0AVTfMgXxIuX6ffU4yS+DnOVXa4ezhtk2fsvGTABL6LW6fhNJihNYTCY1kA9inGHDjboownzP1bdYgOupDRFyIsBNksQ0znaMM+5BZ1+dygjyyDtnYAwz0AZ8OsCl6nIZBp6zDSn+oQl8SMIsU8jarsdcpa9IpWkRJvOFA69yW67JkvQcdIlUYCBUGXrNJP+qLMrImRGiokOWgxUI8h5KiHGuhNp6GYcr1wj4XqlSNr5ZzINLxTgxsqEknksKHmFFzbDv0TIN191ZBr71df+z3v374aY0Zk1Ihw/UncE5kWFht6TraAK4ccJKD7Apl34ckzG1p8xECuVSZl8ysWDZqL7QWfdjmwse/X3617d3IaZd2F18cvnhjno0P2EfpWl7nbR76pqDz1101vy01NCq5V8XgP1Ij7OzL6WdqqB/fzqdDBVH9/J+ff2tVOwYHIdXtDUOwcbpBNKLD0oLoqd3M2heLRAWOKePMLu0b9QZIpVA+6hFhBF988fRw//Ff/vEDMSdrsyEXX05tvkqp0hrnskeSEvf0EICFNP6w/X+++ufGcjY4pck/CsbndPF5nSIurCED4DoinI2lCCQSng1Rz+eDLTSM9uGdAZs0ICK5+VxRa19FZUMtaBiIRnJxkEBjfafISgtuqg0JDUvHmttbobiF18nFEAkVWa4nN5s43TYPf8bHmwrypnPGVb9gGtdi7b3JVjB9WmHOgPSxxxVIqBRwk8AbtSg50bFqSdcfKfA7UsWoH19nIFaozNCQAZdQISMuUjLInQqpFxdDu08nD7ZDu0uLTxgyXJeqppqOxYlMcrvDvWwVZOFDwVZCbuh33GtFhqJW7PWZNS87Qetm9HXU4Bo+p/Ze4Q8XiJDFcmazSTHmt9HTMfVS1rKWVM7HeFMOUorUY+X3OWFXGL0XqSM3xywMI5/o4MAiwKs88BUeGeuIufJoO7+c1jyhJl8+cYfv5XUONjgYni4U5MrQVVoU38lDqWVzeICd2mmj1ur5LaaUen4usOMVzeLq1BfO3Wgv7UM247QyFVNHRKQGKvRX7YsueUZZqL/EmMPdlN9/r/9YMaGimNGbPdxQGh1kjkkrdItRToMugrKOtYlaGBFyg7L0LOf0EexpVZ417IED3eKZzX2Pwq8gm9Q6y1tWREQJCelBLivIoRn0CgFWfrGSdI0orKb4x7WWfom8lSTrHlENtCn62xllg6xijrzFrO+2Kftckl6nrMeu7HdYYX45wMYokbEq2ao2ka5FZ+lX2YeVkyTLI7X5q5DpTZK35YKH6XBZK4L0cIQBAFvGxdSHRHwJtffB6OBDEKwaV3enqfRW6f2P+kreBbefI7Wd4THrFeuunJ/pUqAVOpazt2rEw/clZfM6cmjas4+ol5/6w/ETv/qstwCelM733mW0XxrrOk6789P67kuj1X/qJBaK+Y0mZq0uRM8iL/D5leof975cs21iilX3326AlWPteF9YmMmYV+fn8jvbXyy9WMP5OCVDZEADoefkwNAZwvgZJvYUS9qmnrMsz5pXMrI5LdK9El3PmNYXA2t/fvWd3e1H4SgGmckkdiOQTJQRDDE2JHYd0blMHxbNELN8Vr8ZFx8vljdcRIoEzO3NLbdpJr4Wh6chzBQ7vG2ffxkyLIjTj5NiVrDnrpgDNLjY4UfrTyg6enjBsPDImdywO3Mqpp1eA2sbYVOKKqvNPC+6jDteiDfygpBhCgKOoFNEUpWcpSPWDBe19FdQ6RyHMTHRK8WwQNoNMtlK5diEZDkjtRmnxjHMAKG7BDZ2ls2o0XIH3Spk1IaJrni21eQksdfffAkCGm5lc+TIahEWzkfxMI2N1ZWF9XJaBtJo7j5NARwhDt6W9F3hAo5SoAViYqOR0mLmA6wGRNgrmEka1ucsqwludivxSK4QlJguXNaUpp+EIALCmAjk2RFQcqPUmZETolun1bdLJ46r3YzYobsGW1N8u6/1NKflFKP3mmDommDoIofWZDThEgFRPqFbdtKzDkLChAwzwQ49yQG83ddxsxdQNkRGCaWiCA8S7Pw9CXqSSYU4g5os0SgFUIe6kANH3/tYkeSUAwrEfMOZsdb/VfEHbpLVxcaxaWFav2fgvhR9W8yo0ipgoahyISSeF0HtVfXVZ06fba8DGrQOjUeMjgLuCD6VxgWShEy3Sh51D15hFJ8eOl3BewByY2Z2dybY6j4cVcBSI9r4QceKelLXKxkUz4jKFPf+feLoeX4hIjjS4YIvvnxhCeaAyLHzxRdr2qvf4ndbTSPBEMqtHmRJ2sRqgFVYpkJchkEetBCbm7ndQ5zmLmrtXVLjWcTDy2PXHhIKoLJGmwnk0Y/5TWCPo9tm7XOahj26Pru2y2AbkJn7acoOqBuJWRALttXir/zy71OSH+b4389hnwaB69reFLvdjG3RDSE0bYo4J+uiJDRIu57khPcRTn16+vLRkjPvFNx5f6j3rlI55FixhKcU2QBrzsLIhiS5IDYc509H9YuP5164xPGW29DLx+603EcNPxB62NOn3m+481ErpIB3938X4y5hDsO7r6cOnyf2X6X2nge3SXcFjnH/i+SuDRMZvUG7+U4T4DbUz4vR+pQuuS/v3D5YP3z81U7iYJau1tU8AHIG7NxBn4eRmXMtLTlXrPDwgnnl9cKznfT2Znx/ObC7nJt7/sULNk8YNkb2J5/F/AvDvIFq8sVGwQ3/ituY8t1qrKnuqnebHMNFWjHICSmfCIeDSo6r+AZIE7YY1jhjkWFiBr700rXweDK/kCcMeco+IfXfJS8tbzFjxEFh+eLj8OqXCUeWHpuVoYSjt4F1LRX9DmIAc5tFKWNvR3fxaNynRy+RiBq5MkYQSRpJlfWgCioLuZCcUo36oOMofHwEIsc4Jt1sHUPgIJlWWOw8nOcVQponoPeY3A47vtHI77DMWFc8vjx6xAeqJI1PNCn9Fni3vAMFalGVSZOouq6G/lYKdcwzViur/g22/kNK52Vuz0lm71n2cIEY+kBOqlLLhrwe7lRMs5T3bMdFuTXNWiIVb/ef+qPkowFXZ2o/gzGi1bOU4VADPgso0pS8RTp+i/spw4bIP43W4KsKbgPaz/ObzrAAl7ltJ+ktn5AhNwWSQbeVnHLzpmyMrAEX12PilCErCSICtUJa7gEg/QQqXqUV56SIEOw8F3mWa6Hn8p4dY2iSpdUipeQT5z6WxtkDsH4qTXV8oLGZhTLNuMdYEnCnAVZn6LkhBJ9iYO+IJtosAmhIORapudBxu+zMlZJTNysL+UYd38Tg5UdOUj6G6bCueSs3jbgtu1Qsv3UVf7PXBeFN6815z3vl53FGtUBu1POiUlZAZDCPKjDkCLXfWf9r9vliY02tqQ0zbXp+8Fppcr3bdf233Z9+VPz+W8MnmJxydRAdNI6qGQCauFOnATjwt5gdZ8rpgE49iCpqGMAWXx6+/Un752d6j1UgLgKF1UJzt84+YHP029xArblf7YN4othwEhNOjFodXQTrSG2GGIhIcQAAIABJREFU1rGlHNnXIZ47kN9nqT/MGr5P6V85Cdvq9hfuzi9iqDkBKYszJ0hxGyyKrxYEpJbXGy8Z46ITHx5vugcgNBiHC1W8XosExcc0y3DNJtGwd9Gzv2pb3Q1u5T07S54NOyUz8kA62IjSCpJ33htVosJcqqf2KtiETKAvsjn3ZUvqhR3H8oJ02tzn2Lcuwy8Ju48g9z1red3ClHS58lPow+M9OnhEhjCJxnQx+fTr1devFlb+69naV4evo9lVTL2s4wSDO+AJsifDxKi2y7rpXD9M7e3F9ubs6/h+PnRoeGVrfvvZNlfF4pjZ7KAQK0Nfbr98E34CbKnK7WaU8dy/X71WPloC76LbxhL4EnXRjfYvXm/X3ARR8dJ+RSMhRQE5Jggh6PTj4O63cQiUfP6dpv6KgdWlndBOihZEi52s9Zcx5ySNKGn3TClr0DWjnThhr49UIudXqkKc1HJuaXyMgSGxlE4HSII6zfisk1Kld9JmY4uv8194RBmmlIdkMQh0NpFFsqVVvDASaOtiz0js2fREt4rbZaZ1Oog1RhXGP7s7TVdqhtqxLDk3sb1IZ3NKCbdKzNdR3uGynqauzk4iXITqdRX/Glv1W3TTWTb4jnjwrhRWo8c3m6mNen633UxJ+4T5uHndwggtqedsIddQ8GK7/3SDpYEe5gsTPJC8lZzthSUqig3F/w/99C35pwQLaP5JGKwe6AAhewpE3QXSlsvcjvPs9k+pA8fp5BqtbMRrJCWV6KgUGhBD3OBGLI3Ego0jHpy7B6kaVmLMEe2agzvF7baRKjU+6exq6jCWeeYMLkuzXgCpg+Qmx+M5kypR2NCZDa0ZwjGWLNJdqeq5LW6/wOw9hcc/kPFGfGyQj9qju3PiQe9424R4rG6oGScWSsMC5Sb2d6hjF8gtujkt2g++aT0HCDVdEBe1esC2HR/MSj/SdW+QT8FR+OhBtpDo0MqiIBaG5KcMuxt/RzkJ8PV26HtdG/N+XxLFpf1q8Nr/NXpyzId6a+D0MKOY4ptI2MZDkja5vE2rqbKOn8A3HStk13c7O+SKunHkw1PtV95uP31j+FIr+FINpQLAb+iUN42YOhieEY0VxAtAtKERV3LUEe/nudv63f2Xs/Drj/i1z9QD69KOVz7w92n+D0nZl37ovrVtR9v+zDP4TYz0xMGNkYlZhoRS1++jS/65+SbESgrGlZPmuWn1YvsJ6snf3Yb0oYVAt6DH0X6SAqqmLwV39iLbafXcum09xp+Wj/h4wyYNKdZxkkPu0vl1s3O2dQsqzGqxcDqt2AIJ94FGWm+CXefJmvSou7KuT4YxZ6gRamJWt+AhpeGVLGSVUjJqunbkPB4AnZIvOciuR4nZ7dD249STF7uvBT329vdwE8UKZAkV34DbCWzPWzc3wzsZ69rty2UgRDdUBDOnzI9ezklCZLxzHCoeKIYV3EdcIdoQYzi0J5s1Ty3eBN8f1Nxqbh+svQc+9/tKs8HzdO+RGCekCIXjKjhN6mpiwKoELdZ1dnLFfae0tKmuANfDc4QThNQo100L+jRrz+c1MZnQTk5vGukcAmfQQSpWcGt0ihFvVDOztL1JEEOLQBc6Le0/mThVTjk/TGwKhWd2E7s7vg0/N+vQzZhkCfgYRepRGxb1bdx2UnhCYPTk9FuUevlopRRbJkbXKINRZ2hD3YvpIVlYDD9dF5hoZhfXWyppsZFaaEV1+UNEP52MSxLarIAjtNbzHEyllt7jpADdjH4Ps9Mq6PNoMTEff8ohmZ2Nbe9P7XmXAqhIiXQJ2esfLBHXYyyIGnKxcm4cl6motBb8lHSuzHwCrWl7+jqPso324uF9Rfz2W5K6y7zWK7ym90idP8cRihSyIa8Ol6B2OgldRglGFVQbAxErRyp4eKYIcLWR2SNz07NRYV4z6uU0GiKi/Fb6YH3m6VL8iTIc6hc10wJUhyHZ1Iq83NKd8z9yh1c1msXmG4K6j2kdd/EjZVTdeDiknJt07cO7+cf/cPnyxUISBa3VqRRWx0SQiMu23RFX/lv/Ta5NpvU6291A04ZxLIIfjSAXX84gOdw6BLJ2fIhIFFfdbKFDZTJWGC1gczzMcVfnR7hTAGePacWx+OxFOxnXQhhABfC/ZhQKF/VvwUsbZK0UJyLiGA+o24SkEijhFrrreH3hR5+0nDvJLhth1wMmGm+OVV6AVZTRGkHsyhH63aqJu6coxWdkdZ2hQZm7n6NtwyqbkPKaTnHpXWnpaUX17+3d70bGj8Wxl5O0O9va1je+8a98wzv6kmeulqc20JKsbUPT/XWa+N0c779WVYcxzoLG4ibICL2DWozjUfzpunN74OHEmQsX0CP0qGAuypnqOkO48Mc7YpZjNbo+pZvfdW/kdYuTptWwdKHtKv/8v/W0l7VMDNK87Glar7noCIFSqQGdIDe83wo82TV+iyzuNEdZGUm33TxoVYNUc8aNZ7knu9HdScsKsAw63l1HAULbr/YBSwg2sTujmbUMeaZCy3/75i8esr3mg9b7Hz0kD0FFMDmpUhJj5VLmOaVMa49p559lx8UjsUXX3JY7vmBIPPKr5nFQSxMA28HhaFrqUWpt7Kv//hERbO02PGQGx1sANXdvAna21rwGU28rRKSVcclRdTQMjcPGPP2OZXHD0EBbZzsPo5ZrxcpNFN6KdUlDyzOb2188k/oU8VnD6mrGxk4hbktqP0TSAba+uwyNKODMKEsJN+Ah9P/qPX2Le2uc2S0xC2PW+Vfp/SA+uhXdz/v30WOiqtZWuJkyZuwzzrEJPMVEm45Spmr+E2b4PnQCICVPcDeeB2lhMNw8rs/TB1kFFO9oj72uiH4J6wBCRhDEQYXDsmCkT9b9Hg++LmD3Oqi9LkKnjdJh4wFdcmjIzsylTatZ12bGu/786ddEC5kQAfp2FM2exlOcMk5MUIYv5saGtKuwFk/Rv5I/r3adHeIVPH2Vo3mpZWPdnZWMpgu82vOcqmOU8p/DAG9jQKdpvC4rb8gNK9NgGgzcYS1zSGRRhuzaXPdVWPGJSlQ7S4MM2VFRNzoiaDLa0dFV9+aCbytr2TB4UwOyGkGICMPhf1F4+QK4L+rfMyrydsNqZ6G8+mNiVyFpuIQqHwm6xTNud6obPPDRmTN/uHylqu8meLRfJvNeRJeVGK8OWtsATAyHIWyqAJN90rnXGbJTIAy5Dw6/k4gtYwSGJzNHpUsb7vcwx6Vpw2IslJZFmXAP4LfjJ8bjiJd/eelNTHVSGPKkAWQbeptcEdiNvoVvauU1Ucw9Tl2HlVaGGrpdWXn0ysNPPn3w6bsFR97tuVXDb4PJ20nqXooGCLP0MKx1YsqFqpFTv0dc/Q2v7KanC+LrgQkqqsBX/9R74WdDZ/+D+uCXAcTRPP9CmvG5Ef6+fORtF+bMkrhyWVC+yC3eUdc9cXbuunpn1S3bnpFXOcYPi4ofd/TfryYexSP5rHQqGNHgQwFB3ivPqvg2Jd1nY+R8gryIqqxvqG7tBMrEprxze1oxLx1weRkZO3eShot23GE1nAeSR9l+0XxMMQ0sEZR+DG07ii67eLm/5KEKpF+2bGy61l+mH68712LMlJPoFAJ4W4HpkDbqkUf3VxbDGn/NcTAbRAlJjE/ST3z0tIeeeD735PncoWXCXvib0qH7wO6agVs/uaPoMkhhhqA6EvAb53eDqW2HMaVcOcgLdBSJSxRasyYPtK4FviNiYJEtJ05XYEWshRd5xQLZskFybtGHCW3lVfeevVhMRTP97biGu/h8bn7mlUW/qDDn2Zo5Wieq/2rxPZlDnH3hJpopPIbPzLZtre7kt1YsPkPWmZSO+PkDtv7LDA935u6JnoJPIGavlZocbFOWdjsR10VNA0gUiTqeiK58ufqVddRrhQYW/HvAWh4Pr4dSmWgfGObu7xOgAdVsXq8HfkMyUkBnIrlIIDcW8saf68flwzvPInR3XzP7LjpbcZt/tZpXjMBjqi4OK0keWr/lxs96W97DEVoslCEPut44UaXj9Dg02FhQOp+xbU55tqc8m0/2vrFPOiHqce+OpitU/Jn0YgmrqZ8/iLV2TT6REaZG/oX4+Xnd+Rrekeya1p+PXqluqysk1RyjlX1ALnobWfLuKPAiDnSDLBgw28npoftiRLV0pIgw0W4ws2Y0uDS8Ulh7vYs0zHSLkwnFYkI+r0dHDahIUpyPyecj9m25K9YqaZAHmY4Z40fYy5/XP5x17HjU8077BguTBFzj9tzijV8XYAsVuB6Z2M4ekjV9VP3pSdjZ24Qj91oLksnN++y+PwiuTnhhm7Pbef2MDGrOT60sfrFK5AtisZVXh3/1aac04pTNvkKhKztuw5XogG3YuxvdnfCPPaCf/z3qJC0v+vF/fpgQCRF4uSXr6rO3wxNc3hT3LVZHA6GmFl/chX3Q03O5vO9M7fjZnvbjBa1nLmMeDKk67KoWs6JB7xpweoF6aytDVghBH78O+OA/u//0C+yVP8grr9i6S4xDD9TDNzWQC8bxkynilRd2wA8p6LeJkZeRnjVraYx3PUC54pk4HqGeX9bVvoxDvl8Ufj3LPYyTDlPUb1cUfztw//gi989nB//48os/v9oDV5IIzTI9OZCxrCwH9tf9WzHdgkJvoSvow7jhvoEOBVkfYaZ8mBj2lmj0vjQRf7yZewm6RBt/SPGzE4+Cj+bUC81neMf+3/qzb5/vuwQNkNNfZ/bnebk0I2WBBPltPD+DK+2bkLQp/LTQ89nn29Pr064M8pam7xzx+julcrB9y7MS5iYWLRtpwaRvIjlRxLj9s4rikwWVFy8Z2HqnMKtB6U0U20x0zR6RISW9Mrfk2Q9TSqcAx8fqwqbIii+yqYpsmRRpZQmmkuFlTz+fdmza7Rsc3w6LZxvzxQ3f//lbAV47Wic6XH61vLW7/c1i5rHNvcFWLzHGbJ3qWdrCq7h90gxiIR+OdBBZ9DcHX+QyczI9vbsMKO7T8nt15BE7ne9oqEdqJTGv187yQQcVbbSIqLGe1ds2arN6tnN7OrDPMRGZs22gW5UjTTSnJWNL2/kZXhGqrqQENHRXTGm1kBvUGlII26uGACeWXiY1CVpsRpI9MAIVTTXS64hE82djl4ATve2NfdB+zliLuPBPfQ9+1dN3lY+s1yMqNMNXuIwmkxkTi0vm8s7NheDOUuTR5vLzredPeVaRYoqHTFVVuT+7hLvB9avxln7pXK9mEfk+8/rPBcevS4+yXPAnr/fLKsAVZ8mVH5Ifvkt48FtE3QcY6E0mqUbEHlJnvYvocRYRTtXRFBpK3KdY1tPTuFrjeBWKh2AHNKE571beuWmjZy24eJA/5eZOeTVrDI3mLrNClVPMP0sXcaoKQd1z7oPRMaXY4RLTo21nOJ2XOMCL1JHbDCSYIQ2wxwz9Z3tvFhOLytHldQPtsYXMr8avvcO5Z0roHoXXnMP+rqPsSfeSe9Zv9EaywY1577aTkDKRMh7NUtqxroP7YOW8FDs3G1mrwdUeAR39Fe6kbMW4+82TEkwLAIfXT7qoEUzkkR/sZb7Fam2AFl0EXP2o5tjHvefLmKV06hUh5BgYdbNHWiuwQEPKUa+o1SKpUwvq8PTyJuilK4B33q//3U+7PvjF6Ke/5t3/nRN4JkkuWzMAtx1DO2bAlwHQn9PEP+cYf5nh/Lgs/OsS85s5wkEMvGiqSIvvrNsB3y3x/rbv/XHf/f2W+dst41+fOf/+IvuP13Ov1zfW4xv//O7NrH8N9ICErGQm5NNeWsZNSC45NlcC25PO1ZAjOwFjFhU0Xr1aLUPZqC2Osj8QiEPaoD6YN2zWXBgqOVvD7dXm1LMu7sx4zUTnrVozyG0YcGUpcU6RhlemneHP4MrggItVi6aEoE7gRGtfzz5+vfbVqm8pTk9R6lVlJ0shFTAmQAa6TeW1Kg9DOxH6JOohbaAIWH39RnXlp5FJI40oePhhoaRfHhUub60t+SOW8VE2nU3/63+/ic/6FG4ZTc0gGyY6qDUEI0od0ehTjthSZunpsntdI59D2nZYYOxAxBU6mH2Oa5YrRgKtdThtRHXw7XTmsUu/IqTlx0eCNdZF9uxhAh2if4ysuNR8R8mlbB6u+KbMTIQowEg6aXEeKWBKJGefbuRCuwnV6lJ01xZR8lxaviT+4FLbBIai1fBdrPS8bmXVu7mTeozspclYMrlMzw/qhzWwsrb+kSpF/20xpUHv5uf5sOhoFd/pcuQPHP5pQXLLCNX2XEecJiUaStjtNbiKltHbo7hRDET94LOeK78rbfmUMFogBt8U9h6n44rk2jFfmJXLG1dWQruL4Uc7+Wer60+n11YlASZ9uhmWvHCWfNW8mEZoRujJVkau+6bg/hH5yZ8Q/tTIKfnbf7/BDsurTpCbTjAffkguO0Lu+IyBui5kNuhF406TPGTz+IgKtC2vM1gmmSifg5wl3pUiLsKNo4oF00zeuDRnX7fTs/LRgJuesTNzOn5e5NMdI9zW5CXZfUeDrON4Zdls8PkoXaFIqhQcf9NxVv8N4eAVFqlZY9XEbZOuAdloG2e0ZLSpE84ksqwaj/mBsLvKClY4VTnFHP4KjVGonEvkFTNK/8KkyzjpZE3R6vWMTpuFkYurF8RtluoPxidF02nvQh2g9x6+6V+RJ9yPwqHNqcqRhiowcFCEGHONuDZMJZKmtyh17Z3XjpV+/h/NZz4S1yKVDXrEBT78UwKhAKJtEAcREScqJK4Ty7tgDvSwEVaOKnyv4p3/qHznZ83v/Kz79/9JuPCb5Oj5fRngwDz+0o//Nkr+Ljzx5yT1h1n+XxZl385ov86F/rqc+suS8ssM7kl46M005cdd548v0n97lfv7q8w/Xqf/8XXmH2+W//nm8ZtHjzLOzEpkZT/3dNK4On6XJhs02dBRTp8hrZ7c826m+dMp+aKJOk0b9bbX8VpLyf01BBMp3F8AQ5VSvLQpcpf2899cbbkL3Uwefr365V5y483i9oZuLjeRAL1PaXwPCboN05JVIhTt0//90ditcXk/ZtOUIBYKNTDbXnJly7Wx7t6wswOjJdziI6MX333AgdJWgwuMDq1w3GtSOypL7964e0QZmHBEVEq82Ag38gCasCD6OP90L/dVbzOcLWF//z97Mxsheywgsmt6yD13O+72QMETdJY1ZHOmTTtfrice+6ybUpIax4MK/rr/l5gsf/WXrZ8evfBxw0XxGmfv9XLuScqwLCSmejqNdwUpDClBvUgra5YDG8iVbOfo6z8/1jEiGcNy0rAyG3ycTGwrTantx7uL+RUhxhlU5T2BvNwr51J0sF6qzI2m0bQefHrJvOLiJNvrMANtcOKIkiSXWdZ9cnuAArTzRwPMVktIseARz+EbLOQh5dLjpHlapEiSGG5YF7WxTXBGNA0Z1naVtN8aoIPaUIP3i+qLj3Y8/PnowEUe+I5o6AYfek9CrtHqx3wpwfS8c30pvL2eeLw8u7e8sjuzExNNA2u85x6aClQLmjpaLdbXzJlsYU2DPhR9+kfZuULCxa1Xc0FLtvkEofUcu+RP1IoTzI5zLOgtEb3RqEXF1cyIyeiTRRQjbqhpLkDlaflge+8HuKb/c4R4VRBn5NLSfEY57+NNCkBeapORN+jhMSMkt+hd8Gn/mjq5aihjN75Td61zbBxrlyjjWhMvTmm1s0Ee+VjISk5lvHtGf7oRDy6Gt7T1Tpi161rBZDyx7FufE045FXZ/zxn2lf+jUjdoW53elkwq0Ao2n+FOaZeZTSZ0pUaNTboE00Mnmdf+v5YQObEY2dKjkwip9DcTJ717QVHeerOtoHisbsAAsW/Y4zuZ60MFbyFKau998uv7J/8D8vCcoRmvLJTSLgoYt+mcOoy6ie0A2Dw9LlsLPsfsP3BC97TdHvj5plM/L/ntT2t+8fP6n/6cfPm3adBnM4iCLUnPMwf6jW/ijRv+XRD3XQb3w4JgTsdP8QJvUhs/5DxfJVhf5wg/zHL/a93548vMP76a/seX039/M/PPb+f/+f3KP7599s8fXmwvp4Oy9Lx9I6tfxpQKwVexjZ/03zleM9CISGkW/ZyZGeOKARud1a58m3+tJ4Y6q2BBc3rkPgdyVcRosXTe5J37XWF/MYwzLlWgLJPm1ScLO3vxBQlAcvHfCotONp8+cap/uLG25k75rRsN1y7oR8hagLX1yCC6DPwsu7GoWZaOOvxGt18zOXRLefYPlWc/vkcfY4/3giUKydbLHb3TKRYqseKBzK7hyc5Bgp+gFFMdCMeiaWXds7mV3SlvrXOEtOtba4nswvKTGV6S2szsLettr+7sUnm0xqxCH1Avv9zULEl9S1IH2bDpX/7zk2/HK5BHLv0B7Bf9VndVt8r54s/bSy9Szg0+It7c7rjPSY2gPUBgGHpb21SIuZDMyueTjxLW9ax7O6FfWQ7uhbzbtkgsuxm1uvWEHrHfOW2aEgv5mtEGOkfLpNo49Ha5vMvMhqgKG7prmlr4JCeaLlBNObWuhA6X0aBjSmjIwZ2eC+wwgR5UrcruMnrWrdl9W3hdwdUya+An8IkqtgeNkg3VMe7VshrvlnaWvT/24Oew9jPs0UotosVMaLUQqnWcFpMLG81pFmfd2znb+s7yy2g4uvN4zr9Bv6S89pn8Andh4DL+7KipGhS4Jpvt/4B1/pz0UgnxkiYjPHi0P3yF2XqeU3WBV3WB03GJgy2Ss9vNLkbOIZwK2nNTa3OihBZjx4S3IxMT0mvvghrfp6LKNQZyMqJcmLSth2Vz/CEPG2Clgx08WaBHibqBLc6sBWZXfZdx99+Df15Cv8qMs9sQYDtv0kZIhjSLftHclHFlNf3UZJ+tGOt8ACvGw51B8/ZK4uBw8fXc2oE+4/ZEnJhm2uBpOPgKbz21JQ/oRSq3S5iPy+exZWozNjrv21UQgvVHx678sgl1SxpRzFkh8bpW2Ani5/49H21G81BUe09UjAjBt7/dm0ntEQjkt6QNpPpz58rP/gJdckpW1yoogLA/J2ru8yyNNGnloKRqUFk77AF2bwm7vnGN/eBH7wkbGRVHYBd/BTryy+qf/XTw1C/Vje+b6t/zAy+kCDUJSvmioPS1d+y7HPuHRfWGXpEghRd0i4eehW27/kWG+92K7C871h+fJf72Ovn3N5P/+Hr1799v/O2vm3/7y+P//tuT754d5m2rc7bNJdeGuNdOq9c2/AnX/BmR0CjhDstEeMpGbiWsmJ/oUCvh7pBkRo+JT/RPVBdW9d5jlr9DaD1Baz+NvftR6WgbuPXhoIprCFhCz5efqjCC1otVTVdrGuuK00s2pgE+xuzgcHoQZ7G0QvUkL7tuzWZwMUaZTE0LTrCw85sL+cXD0huAD//vYwWnblR0lLHEnPXs9uvdF09nn2eSQYGJMLc0f5h7YoIqV+XTS7L8umdzMbajD9nAmMHdncNkYknp0WYObIF1P0RNP9X8cJSNsya8HcJupBsdehTQZUTMDqGk1Xwwtft47RAFo3ACujOW0mr3ffMa74vv19/8sC1bZEG81dapYc4MWjTLF85yWr0Nghh2ZXN5M/3UJ5r2cqamrGurU0/N7ilZWBDN+intIi5ElV1xTi6FezsG61s6RBG5Q+Pazx6kwwvTS0kMngWtEhn5Sbs+hRqzcCAR8YjfQEjYKOlFz5aWkoBX6PEwATtOSOy5Fl9kOF5wIex8EfkcLwGihyFod9dDRml1O6nnmqTjEq//lhDTaGIM+0SQIKvLzgHYTIjQpG551r2d1C0vzexkF1L/P0FwAR2FoSiKtmv9td5768u77957WmpU4NSoF4pL0OBxEuLuNpm4TSYjmYy7u7u7S0aTTNwdAi3SIjVa6Dl/byIP/fCXeAav6A3oKdZsx3ns6QrOjX7/yV7vtW5HzhXWsTTaiW5B65NffoKX8Yu+weSfIBUcJlYex8OucRllCgsq4BJO2/kTM77VsfgMyUUHm9EN/ei0FFTZeSbwJofdblGP+EKyWb9kRtBt57QaWSAnjx9Ga0TVkA5NSDWZdJahsl+nfldlvVXJrUurqdRQxgyIgJ4QVkE8Y/zklH/Hqk3mt1VlIkrJKL+KmfRKZ+adm76xVbbZxHdSJULlxQ8zb6f0DEgIXaSeuG09qV7C5Il7DyAsUM+DlZ+N7PiVrxpO7y0iQHUh0QS6VJl1DZ6LzHZvOIkhSpujKY9fxpwWrvg3uWAzCaV6zQ8UgjMzKs+9PXT5c1xqKuZEDuN0kyJzSJLXgrx6qfvkNwOHPqNnHYqO3tyVl/ygbU5gMuSNBwQFH7Ju/LP/4LvVn+3pPvku8fqH6Kvv4Qr3U+v/qezcvyzM+z3J+GNF+8di4EdL0okLaYY8UUrojj35LDz7x9zaX/emXj0O//0k/tcvSy9/X/vrxdpff+y8erH979+eLAXWKF1SE3HMy0mGJbM67NjAedaN/enXLp859d1B5ADKJHFge5hmQsxIjusQXu2oyEqWqqFOI9wjBMh7L+NKT1X1t+bjgUMdBR3Q1lG7zPVo5dGmd2tGvRAyhWZXfRtPgmh5M8XWYmU5ey8S6G2SWeNG5xFo0+fNccViVDu7Ftt5+MN9MlVcU91MZKDH70w9/uWXpG3NQY8bsaEp+1ZiZoLEGp0JLiGaYYCUOl2Xbkm/PKlf7BuEcsRsmcp459GzlQebTEe3MoYJ3w/UMfvSW+uYUksJreQWJXVYN7D2bAZTJwQeJO56157d/92q9xU2VrZa+4GBJqCnSjZH3Hk6tfF4osvVjkxgzbMmiByACLRc412EGDv8YWfSMe+hjfM6zH7u5MLYbmLqvm3J1DswRG0VJ2RTKq7LGYw4fLbBZqxMLdepEwnDyrL3DnIEKVRTYfVcdJXaTI9TQR5IpZYKMImHPSZUKKqan/RukjqcDLhpWDIw8YN55cGka4NTSrp+oPaTfPIVpL1DmkQD+I0wvB7aYOrNl/RlCAaz+cgaDbHavuZGAAAgAElEQVTVhK3XMYFmFcznYIyHFAtewZTXlkiuzTQPt1rdMlFY9nrRJ9X6W5W6knxWxkjwcrbxW9p4cZcjs92aV4bK3Xq8ZuZHqo4RSk+Siw7j6o4QBk9TGPli07DHL59zC6eTlrXV1R9GNfgb8PweBvXGtaGS7/AF/0QCz9FxxQpRp0PQaiEU8DGlbD7IoRbMcxWRhoE+ggZnMQkBIyUp4gvf4Q6n4QrLAGAexCPodRIb9YwaTYSdmHVvRI0LA32oYSbdw0+SG3WCTkuIEk361/l2WVF/KbiHnndggDgoISTQbJ5ehohIoB5knlBRyDO06rcjd+bDO3y8+tgn52/nV5MG2YMAzrn0tivD1+khEtaNOs/JOi/KmL47rgJ5Q+z4RmDzNXcPgVydBbzxXs+JfeDjh5App6gnL2NPXBo+eaj5u705+/6R/8EbDV/t6Tr3jrj5ixj2nKnrG27F+5LSD/VlB+ip/wQeeKfuwJu9x/ci0/diCr4iFJ+SNp2aZt74KQT+a0P+8sfAy+0Jl1BIABAcSP+MYn7dsPw4sP3H5sqrx7N/P5/687eVFy/WX77Y+teL3b//vPPnr9svnj2iImncEdOCa3vWtLgT2FKDHIMZ6Ka03o4ccH1+nlnJV1BErE4csdaU+VkbOI8EyZSyG3R+coxYr2wp6L1+8lJzXj60pir94Pnznx+ng6lTxuU78d3VwJpD6jCp+YvrzplNTTUsP6uvtHsEDm8ZlOM1IqSSUodb1q3MiScX5XNxYwQ4wM4HdDMsbEfcuT699WT1kXTEii6VaWlujUEt1iJwOFIiGtPRJNx2Fi6LIm8zBJSxoDUeHJtyjPkf/3J38o6T5sWOWHs0C1K6izkixcKsXWh/Q7+xWZFkT4Tn+0+TsFk8v8i5uBItB1TeBNwctsJu6vNKLDfFs/DlB9HJHyKd/r7h6GCbpAUrQeIDAnmcs7KehALwfKBu9LpABDAmjMtTY3cWt1f1PGuCN/5b8l5APi3lJ+Njayr0GLPHaApEJBiHos8t11rFehpiUC7o8dCAFgHUi6hUM9tMkmGPbNjtF8/MhHcdsmku1NcFBokSI8tPQuENA9hUcbjjuxP93wBVRbgQAK0eQYwqyH0+eJ2mL43bc5k5WqzANRlRtTpSo0E27LEyxj3iGb8gaZGGotMzjmiEzBau76wWQdOq1Tc6x+qq+cVDjuwbym+63deGXLn93tJafJFpwjg7sdJxhVlzilJxFA88RhxIIdBviSzDbo9gOqxZtHLGF2Z30Spcg6i5V4FsJ5OaUpH5/+ipO4TsysFCbxPaDkIaDvViy3DcPpOSPsHgxEaZTJRshEXHtICarrOvF0nz2/gUCMSIaTH3Z/GgWQLUDa6qyxoWT48p5pXskJjuZdcoSRVKRqNBP+RcSK7Q9PTK1tbyzALUbXJ7NoRDV2NbuUJwQIYKyWF+eoGk/yjRiAlHvDvNHdCPPjp+8WxJaX3jlzcupIKqrhLTwR4QLoR4d/jUIXL1H4+ebFlWgtjAtm7+NUM3gdhcPpidir9eADp/uvvE/u6P99d+sLf64zczP3j91Buvf/Yf/3Xsnf+++fHrvefeNlR8pC76CJv+gbZmv7HiU/TxD/oP7m3/7h3Mtb3a1u/MXQNmoDiJEa1I6n8MDP25JXv5wPPyp8D9NeOE2RIgjpkQXi3Y5RoN3PFO/Xl/7dUvSy9/W331YvvvFzt//3Hv7xfbL35b//vl7oMfZ8VkrRzqj/CTY7ykbCTgJE2qez29p2mIPHhvFSD3avrZAwfPv99x46MeWIWsLIVxY18f8Dr20Ac3v/z05Feffnn28KGC7EIsrE+Kosf58TnOVIifkBKcerLDyrKNuX0ra4mJJd+FxjMXGo4pRMSOjFYDzu1hJf9Ye+wYcniw/s2JH8Mzi1QTQxs1z8XXFd0u8BW8Cq50Y8esHB9PQutDpKOQuEAgNhbwNxVUZv0zC3OTpoM7dhO7D2Z+3FnYnFsYX7kfMs/ymAnQkL5TOCb2rXjYEyj53AAvMUwdG5YHBXOB5apvwOJB8uyU4d7TJSJ/pBRW/iUp9T3yCVy4zb+p2Pk5Hl4Rl6tKr3MqM8ANNAZ7cSPhnDSNYNG3U6qBh+Go8ywlyOkXT92d+vF+bHecNJZgRnfHd336FatgJiiZgeRLSEKlQs2HggFD0rbAgptH8ypgAVa/g9RiFPY5hzN45DYzvcPiZI4H9PNzgfU564ZWGIALQY4FQXLXzZ7oz0OmZGIvplNODBrKRQExGqYZabaM1KgHMwXdl1jgXBGmxYio1aIqVNwOi5EQdnInA8IphyTh9Sfs7jG7YdamNs7tGEp5p0Gh5kpOXqu8OFP7fbP5Jthzq8NV0MhoHhSMLO+ukFv1NafIwCtM8AUa+AaRUSCyjfhc3KRPPqfGhe3qyZUHG4IJRr9pMBtTiRXja+obqmvr20DA7obews878vf1j2ZTaA0KJSnC4Tl6RuFoKRIFgYJRI9/0nOzRDwBgppEuD7RK3XuR0X0GOnAdSS6Rj4mnx/RLCd+2VzpnxgQdrHEjNW6iTXimZlgGTX8h2wjRWAeMyl6VjW3ktAsdtHE1LuziTqCLpcNXOCpcwBYPFSFKjpUdS+/LutB46VDtiUplTaO0jT/B103ortBbWoyMh/GHQaxfWK12gxyv+YZMqjaesUvpbDGOHi0t+/zNzA/+O2vvG2kfvn5h7xvH33jj0//8r/3/+R+nP3y979L74sz9khv76Rkfmmr2G8o/Gz72bu3nbwG+eldQ+N4Ko3IS65Q127bU049t3F+mmH/eUb/YDf75Q+Tl/eiTxNSyetZBGCNWqrGVmjDNue31//vX5T+fr758tvPy182Xv+38/dvdl79sv3y+9cejeSvH6iTG1+1rRnSw8iKtv0YOvMZuO0/jNtqAF/oP7fnm8OsXINk8fLWh4xKr4Djsq/dvnzyQfeaz9JEaMaiACcgcvn68ua8Ih69nowvpgAstbbldTZnIAGfiTujeWuC+1ejb2g5tbQe7sEVo5WD/bTgjX+qix59O39f2WQ1Q873VORKGf7OxeIBMXvTfH2PGJ+ixRV5Y2qjdCG5uruy21g2UXQRS4SKb2yVQEZuKq2eNyUfhHSvYMiee+mPrZ6fd4Yjxouss6QSY42JA+HiEHKGbE0Z2CJqpEbipsZmRjxCgPDZv8XeFCgJl9+nE+r1Vkph0AXbppODaWdapQU8JOt4rmGOZ/BLJlPYqqUzKYkVmAoKwEG8mHks/l348f/jaqHrAFlTNzgSXreQov07DbzdP6ZdWxnZi2kW/eNYoTkAgDLK2Z8BaeR1/YlBCpPe7aECzARfid1t99BgyTQgrUuBqtaIBl1cyFdfOPhi/N++9y5XaRxSdiS2DdBYGUeRnwS5e455s0OSgFWQO2duazm++zOxMZUNuS+CVamSzAVWr7b3CRNzkiZp0Xko0qVvxyiZNCi+LyGdBLEK4fiIecc/J6VFwjbD4FiUzQ3dhyHe73XopW3mh09SVN1prn/EZaPGWGxxAKguWSh/JYzILJEaQ08mdDOmWfJI5lyg5M70Y2HHol8XHIedvCUsEYVrlcAGSOyIk20AFoqYUGjiVQSuX6fExAk5Y0trAMvP7G3soXO6+juMDipG6OtVQrRF4jd3yFbribcBAOopULgvwkpP2jXHzqg49xgeaw6LpWee6RzQ3Ht20m2aTkllDg2KGEZ3kTupAvpE0LqZUiqzWquFeQa9dPOD0qGbEWmdeUxlRTSqjllzrvtQjb+pxVZOcEr3LqpA7RxT0sR2fAO2i3xbJW3Xj7PHX3EMuM8BmBrtljWbwZ/Xtx/b1Xf4g+/M95/ftSXl3z5k9b6S89Y8bn75RePjtqiNvtp95F3ThfWr6fm31AX7Wvq5D72Z/8HrF53tkNZ880vb9qE8IG5TuUccPTtuLVfvvm/a/7s39eX/hxXbi15no0+jitmPVzZrAd+jFHTI7mXMvEvjzzuK/nq3865ftV79uvfxl+9Xz+/9+cv/JRlyLU8OyOS7i2Lh4Bg3QV91mMBF+IdgByRZUfABFpjFaz/f1nxmAXKHnfdz59Vvn//nFgcqqSgPGsWbcmJUtOkcT8CLFxXeATtIksob+3bsnjx070NJc+EPivo0dwA0KHKbJ9Yml5+sPo/PeOnoZl46j32Rzi5U/hze3retNp7vIiK7MWzlfZJ5Pa6+jIORTuoUp0fSadIJ1S7xiWXp+/7e5uYWyUy2QQpZSYlDa2eG4XUJWT4hncJfYtJucHfOKQWnlGWmTy9bYloGow8JF0GFp2+nhKwh/u2OF3K4t7tFXnmg42wEFjFxGDN0GWcysh492qeLRImJes6EUEQb2uLJvmC7uYV68iU5jmml0tsjjC4cSgQtD6a1ucCE4/9yJE5UXqsktogn72tzkpkc446VGZjULS871lcDWom/LwksaDVMisRBhaMRODnGnxFRVjNnlHK1USoc9UqiP1mZitaqQuTxqqYLXarRToknN4qx6btW3HbAtM0045wrTukzn+Tu7+eWVuuuprJN1xB4sTF6bwqg7S+28yoYUyUeajKgmI7xY1pVCBZ2i4jI4ii5TVDEX0y9pBCYZQ8oAyPzcGaMwurK85VrXQezAAk4WaaILM1ZfrUsp1JzgTMGyoZVkg8zASQAusysO4/tOkAh5fH6pXNNhshIjLsmskRw1EyM2zURgxWpeodVqar8iX7ZvG1gqAoPG01ISWkJUS4opwR4txG1nJrgsxxCaZAq56koaVGr9+eH0Nllnx4i4IY1TcxBf9zkK8D0edJWByhHpwK6Yct4rnOb32Acz+eJeu48Rk4FcYdlcWDo3yYhKylWTnMQEL6HrssAzJGVfYAq/ROOq1RKY10ZLzNg3XLK5jioieBhTBa8ppZU38Ap7ZJV23xSkkdJYBhZ62Uubc93VDFu/QTqot3HGXzN3G0SlNGmRgHyR3nrsDLP4Q33BgdaTb1369M1Te/9x8e1/ZLz3evHXb7Wffnvo0l7A5X0pn76Rsf91XMYn/NyPkJf39p9/t/7UG7iyj1flzc/9Yt0AgVpLWzYlfpnb/mVu+8/NH17+uPLi3syzhdkn/pUN/cLd6O58aFGLd6uhGkYZIym0b8TN9ydml32RX58sv/rjh7+fPnx6JyYiEAu+7QGeI5mJnoh0alwxf9e5vmpesdBiJd+g+lLp3enMW9+k9aRXt2Q1Hjry7a3y0zQGzCF2BxljrC5J8fW2lhzwiQ/zq86g689TuosxoMFhCV/28+LTDjD4Nqj4/k87v20/S0Siy9sLdp9WbICJgZq6d4YRl9lBdCgqjFvYNqXTtP/Q2Rv5VS093VgwndWstw7Y2Wni3lNEDcy+OrNkoqsqD7e6ybGo2Tce8d67f0dJdPeeGCVeYHPyZdvTD2JLU76Y/eGzO7MPx4lmosIsLx0pOUpMZfk7mIkh0tjgCdD5z2+eE0NEbLoQhW5XB6mWSUavoogSHxnQA7xbPP86Heiq/J+dn/yf6sPNsNatjSW50kgNYq8Jym5L2nOK0nI/yceUkKbVixuhOwvOdZ9galI5F5fOjGsWk9a1CeeWCB8RCK1Y0zA5AhRGOVbjPKJUVX+cCC2Q0gecowAzHEjCVuJHr5MFjWrloM2BCjgJoVn72mJomyJG8MJ94TsKaqgLpiiijPW2ebqPDtxq7yF1XBXl7oMPpvGRJQpkgx7foEcVycDXON0XCZA8ErNLZqZFdCQ/HcdXi/WUUl6EGnkwvjvl3d55+oAaxFTgM9mRrg574SX2qVuKI5YVShcB3oLCKITjkBxR90Va8yEC6BCBnsFXtxrUIKeDNSEe8uhxYSo6aBqT2TYoIw7oGUYewkW1BUMrkd2kY3UpsDPn3Ro3r04allYCm4nkI506srG60dPT4TH7BH5Jrakke7j66ncdvWfo/ek8XJsJ32oGXeUQ8yVOZtwtSHJ67JBqDaRYMXidK+y0Tvm3/ZoFLcDa+zmMVSLeMq3CrlEyj9eIQdbei0x4nkQMcnnoiRXLSkwxRx921AG62kaAl3n5xbSyqYmpSd2qEZVobUYzJrm+yRCknkkHCRdid+Uk72v00p6OM+cAn58BfHS29+xH4tr9rpYjwopvK77Zc/7d14+9+/qJD/9x5cCejot7LdXHrGVHgN+8c+qtf5R+vIdw9UNp2afq5q/kwK/l7V8uiPN+DiDGOGB2V1+cN7msW9327jyZfvjq3t0/7808n516YFucE03eda2/3PjpTvyOoM0GTycxGsh9N0D9GdTaKwNRn/Xf/9r88/Haq7sr2wGPbMBe/T2uJQUUJIfUcI8TPzYumAyLZ3S40HAe59wnbZkXL82NK5FwwPlrR2aWXaGkPrX8cllDdWpa3geHTxZW5+ee6z/+Tsvx/QVf771cfQ7Gb3KygWa7JaQY543dNa8+mF1/lAzP29fuJn0Juxxn77vAzHlryNhl/23qx9/WHj96uONwT6acAL7z7slDRy7AgRQBwCYA6DtT2wYLevgQA7mX0Hq9lVAs2HBtJb0xv8cyMelidTK92KBlxD9pWPz75b9FDCkXw/3x8T37uG0INzRKHC5FFw3r6rhJmHaBCAoM3eZW94vav8LflM/TCB6CPEg0z5LQVgDS3K+YYCz8ZIvuMFATgJMjx2pGKtZ+WMSa9b4Zm2/ZfFgATIf0Ao8AR27hXKToomdrJbgV0SxaSDE7MeplJGKyuXHzmpARJTO1o1oQJtjECKBgDEH9dXLNV1jgJQalzTxSpx+qIw9WQ6CFGGqLwEQISjusepB9wbx4Z+mpyC/pUpS411naJVIT9RrN1hX90XVmtPJoUV3vLUbWu71573fibwmEvQ5ajxVZre7LYPRm4vvyMZRekRbnsVFjeqFPJ/Y5SVFlp3lellx1rN2Zfby1u1rccH3QWD0crPwcd+QM42u4aaADhSvoHGSzwuB8aWcqs/IQvv4z1NBpKqNEzm0z6chRKToYEE67jYtoEdi5qhL4TDloMJRrlbGiq8E7C97N7ejdLe/mtH45LppetK1szjwady2tza6OIuFKicqz7SsW5bWNdFSegTZ9jeJ02nzKBS05zmozacAuJy9posRG8qU9tyWNqcziL1HMdsvq2mOVaqrz9hCnTVC8D+JEhvsuw0svdapgbmqFSj7giEhnA6yJIHVsybJBHFIduXA6rf5mt6NtVEQfV82Ta2SQIqFE5g3uhAG8zvKe3hEwRi+x2xjjrw1cuFD61ZvFB16vP/B2/6n3CNkfeLpO6OsPgU+/W/L1mzmH3gbc/Djv6DsZB/YISr4R530BPPzumfffuL1/DyLlPV31l2OwlGnGrUVh8Ya26oGv//ksayPIXTCHJCAhqY43KZv9c+vBH3dnnyeT97VzUVxoSZT8bWJnN7IsG/ZE+UlZv6Lwne70d/uO/DN/aKj3tz+XXjxc+2Plx6eRnTnTEglg6r3Jgaeyhi+wiNVqKywg7DWaOT4hVE8Ba8CA/n89vRvzqtVSmMtnzWmp+STzC4GVppbISVBec1sjlUokQElH91848FbK9U9rb32ByDtMJHVZ7Mbwwta0ZlqjG5es/hR3hJSTC1GVyioe9pbs6+k9j0CkskLsxFIicX/jh4WZB5czCv+vt/7x2bfHmi5gst6FlZ3OI3YMy8FGA9ZXdbB/9Bp117v6193fFCx5JObYjG2v+jfuJnY3Qtvric214JoRa7EoHBu7G/2jg/W9oEIw8L2Gc+fJJRcot/stQ6sPnYYl1HvUYxn0w/5psSdpHl+3WKfZQ/yWekyePkmP7aq9m0LVHHHhQUjI5ShoSo3Xb9mIjW9OA4HI1jwyqZCrhnjHtUtJ00rCsKzFhiWDLuWA00uJJXRLTv2SUBoyRS0MH0w1xQdJ8Pk5nZf/TzswhcYHuUgd9r4cWnPhILhihNTGNtLDBswY8RbfPOiKeVZ0iQBMMch1DEd3df3iukFmVXLXpV8Ln+hvyciqy/y+7co7ZVXfdw6VUiggMxaohZQJh/Jp8BoqvpNpxnkSsrmEbdWtWYgZlh2EiBRontYvTdnWfnv4J49PqifdZs4Mvgv7/hznMC2EhLGkV8qbYEhDZ7ao6Syt4jix+hC26zSFUCjVY0Iy6ji8XS+Fuzl4dRH0CjUEck67WjtE0DY3qslgp8YWzCsr5sVZ+VxcOO3EBOPCySXvxqJnM2Zdqa4GoEmjuklJLi0np78oPQVQf3gUWazUEsMGQljYaw8IkxO2dRrQVPUpuvALTO6X6OwP4UO3hE52UkrxE/EoVCuMUaXwjPo4RRw1PDgmnJENOLlAswzuEw+4yBVKarcJMDh0beB86uBBhKvdbosRK/Vd50i4DjmP4x6VEP6z/ttLvWXj0ZieZVzQLLxGunUh/5M3Sr58s+zAHsCht8Hn3hVXfGZpP0rM/BCT85ETnu4BZfakvp924HXglb2C5u/KT719+t3Xiz56Y/DIu6ysjzygM1P0/F0d8OkY7Ok4/sWq/NWPzldPAkENC5jZIBwQrfkmfpiOPItNrzHi9h6LB+beMC7edS1pwO6IMLliXdH3OSE3aOlfNUBa8Mnw+IPFnfvx3bBoZlw2YyNGh4sUw7m8jlTotQ8r0veXVF+sAdbWdlfXsKBUdAfWwjJaudI/7y/fiUxy0ejwlODxM9+9HxfWdx5HvDG7i5UcdyHqRIf/R3POAULOEXjOyf7uHF5rKk8AcboiYY5JTpASyQISkyiaTU5OBe5J4d78EyX5h7OxNZCHs9tBbWR3Y+v+03UgtOettz9vuQZvOE45u/cGuq4PUQWXgvS9p6jsSpUO5FiwLCzOTJqkwVnbxpRhccm0uOxYc6rG7k/dfbX2i5GqN6h0m/dWMVC8gMqvH4W+c/rg1xdO7c+/0EcFT/0YeJN+5jvatzeRp7guVnzN7Yio/DGjJkjrJZXUk6tgnkHtHO3xs0VwwwgPwos5F5ZX7y6srfJQHnC+CJcrErSZPIz4lHZxQrtkIkRpLUbkbQmrUW+nxAKaRat6fnPuIYssovG4LL+8tKGl4MshRJma0WkdKpZ2X2HXnRuB5GK4nUoNLixD+LktelWPLaZbCASWrL4wRUpObLiFQV49vFzmZ4a24uy4O7eh/cqh6usfVHfcQA5Vsyi9VnafE1etQeTxMOUsdqfADLWG2RMTppWIacUrm9WjQk5iNCKfDarmrbL4jw/uMTSIOkHGScLhc4yD/aYGgpKf29gJaOd23ZI1n6c3plCbT1O7zlAxBVIZzKviTnHoMTHOTkPym4X5tYYbgSXlUB8TUq3DVGv5LSYPKhglRQ29FnGbXgEwOaG+FevKRvhuzHOnC4YgK9E0J/xb4OEsXG1xDbj5+mjHORooQ0Sv1Qt7HCZyzECOQHNEZfuhl/678do7fRXfEqH5Ynmf04aJcUelyHo2Mk9qgXpG0vkeRmzbveolhY0QjxCg77xAxFdqLLJphJJYRruVAz7L1JKTgXVevw6RJwqrFxCdorz66tdyPsRoGf9++u9157KoTvOaEnCs9cye3pvv1Z1+p+DzN6oOvMEp+kzbeYhesk/V8O0avmQJlk+//W3j6T0SwAlrz9nm03vPvP960T/3gI/sxV56n5r/sRt5aUPf+HMM8ceK6K9t24v7/r+fhV89mtER2TgAij6AnjXbV5S26LBBUabglimCtNiWbXVWs+CgxN2swKpmwgNySZr1rFYzq1k3JZt9OLHLGDThgewlS9LO9HS2QNp6BkkA8cANfH82vPxGcdbJK9nnrhz/7mBVZfHRQ9+q6Nr1sQcP1x/9+/c7L++Oz7mCXKZ+YnZ85/6d7fv3jXJ3Zyn26nst2Z90V+WCTr9XVn50tLdexEXqomOrruRCC4DG6HRZGIaRPprFOUZTIIcGmlDAVtYIKumc8ykj6/NLT57+rGTZA9S4CKgr/ryK0w1NqELwfLykTtX2BRxbIvfwJ5799Nv61H09xC1rMRvAXg87OTmx/Gh9N4Bxx7hhAY1hc6o378w2V5UMCtkXM0u++uDY3qM3L56uFoqtrQEMJtYFDtRlY07j5B08DkHOluLxo0ubLpEFCTF3Yl2ts9uBvj7WQA9uPXh3K3pnenHTKJzFFcnBl5mYWwJ+vcaG8MnBLnabiVqvxRTJKNVqM27Mx58KapdC0lkVLIDvV6ii1mE0rOsmSwDzS0YDgwUS4Dla/bdYSApJ0WEykKIaYlQCcmlhnknl7HrwzkrsgULqs/iNwa3JVmK/1EizJA3quMviSpSdGkzfU1fxdT+t0UhtMxNq1IhsITyVjctmsWo51n5ziByZNq9M2teDigURyC3utUn77JxOu4YaMKssj59tDInLauW519gnSkSXAPjKVtBwdS0JUWdqPkvtOE/tvEkHXWWgc0W8bpuQPM4RhLEIOo+uHHIPHiFf9C/LMXx0XzseepvKr5NTK3ijWWhoFnigZIjfzeUUU3SNurAh7klGwcqRIVEzyQi5Bb9VhmpFUxRtVf0dGei2S4TWc0hoJQ1aRaLUqEYLxVe+Lc3+tLz6PBgJUpKIkrAvKsGIusq6bx6vEbQazb0mVIkKVizXjPjxBTJ+jQZ2gZLzv1r4QOvu6pMhKqkdAmKgVEbuxHRkR0J10AedsFI5pdUOI+Pfuv1ZbDK2K5uf4cTY5crXHJCrSsD3Xuh1duWxgm9ezzmwB3nzEz3gCK/sU3LRpyboBX3P1c70T1qvvTeFvb2AK4ZnHjj3wT+yP36z6bu9sCsfylq+D9NylrStW7b+n6YpL+7qXv3se/U8+ffzmd9248tBvY0NjckEtAY0tYyPu8lDXGHxWw1x/mRCOOEkRpRgm25Ew6zniuo11AJxdwq5I5U0IV5CtjEvnPheJ+Jvr815x2Uahzponp3XLttInsF6IqyBU5Da/tXBs52dpQfOfNrWhYkpVkz44Ixzbj4cmzYnqU0KVGa6KgoAACAASURBVCN7TLG4MHV3+u7s0uqUGem6/En1gT03Dn+QmX6seBiIMJAcWrZfKJc7XEkSzDPYwqptL5m+45vdmFTJXFyWSCInqFlCIZI3nwiEQrZHG4/5dVr7SKArZSTrQBqkqFM0xFl2L+e81zuSJmAVSWfty0/v/eokjWHzMVwg1UGPi9EmHpq7Epqbc84NNUDxUMz0go+uGCmG1ZUP9H51/Nxnh69//00hCamMzC5i1RjdPBcabPofBR+/dfOYN+Du6Rm6kXdb7+XF76nWnoeMk9RSQGVNXZeKaqGTTLrZOWdkVYWODGYKBs+RqEViRoMeXakeKZKR6zRcoJHTbbNREzHJTFA67aTHo8KklhSWaQIcqab3JolappJBvJQuG7Rc1XaMBL/AkLQYndS4kzNppca8lIgN7rWj/DvRuz7LAoupmlvf5khkVBY7PDcuMGm4WM9ArrjsQ2jxG91dp8nIShWyUo0qlqGzhMQ8Mb9Obu2xuJG+WcPSlG01ZliRoYLiXjuumIMqlUzYNkhD/M3Q0uQ9R4st7Zb6WDrzbBm0Iru8v71C3J7OazpJBh7BNZxB9l6g9V9koMsVdLhZoAq1dPapiWaYCHlFeFUzJ6YHoUjZQCOguq6ksKGkoOxmbtnFgrwLORXXKqvTaoElrSBRm2aBXsqvPj98zZqk9SlrL8JPVw0NtDRyYG2quqvItC+qW9IxHaW0rkIeIJOT+nFj2vvFkEwSj6CiK8nBVfcwuimz4PvzuRe6+ob66mCVN3poFeLR7yl4gLnnAivvvzquvzWILpJPaueVOKcU4XHhEtBShVM9H3Wve5SLqEoVNFMu0qvykBfv3pmJI0NuiEvabn7NBcueJJbeEfTYewvrj+/L+PyNuuPvcCu/YBd91nRkLyg7lVCRVp7yQdv19xOjWXc4Nfz2lJSvX0/5ZE/ewbd6r33gRmTctfY/HkP/HMM9n2X8eUf78ifXq18mXv02+a9fJ/79+/zPy1YxpL3lQlXXJULnGWrPaTIyW+DAhryUKK1KmZBOz0hmTBQtugnZdXKw7RqxrZhdfBHUmjZcevNWQU66gM8QalBsca9KwdFbHDK3ddq7uqhcCQvnBZzw5yevfnL0jIJkV/W6+INeDSPe34aE1CFlPWZ8hQ5dpq1KR54tybHGrS9//dVtsR79/ttP9x/4fP8Xt69cPf/lGUgrlkdSyzVa71hMJothqXKNUf/i9z8T4SUmwYKij1bU3uzqK7r7fPrOg7mpZPDe8n1YAzfj89beq2BuC2G4oLy7CFB4DHT5nZvcupFl08KD8K6qy1B3pCTv0FFMTQu+hfD+/7e/qjo3nrR0AeqOfHawC1C38WCaZWICEKCM8uo3932WmVNKRLA1LBdHIh8W9zAiaKBv+GDrRQQK8fzp4y406tz1+sqsnqDRtLFjUAew2YVpDQUAnd53HdFVhEDiwTZYrnT4LIVaJBb02DjddmqzkdlqNKECZlLczZmcVM/HFfMahN+EG/Pwp3WiWefYAraVV/MmiFChZIPcqBZDz1UWNlMgadVa0b6AeHrWtjalnjVD3JJOc0Aw5TOvYJBqn2s67Jmh0w0KY8AZmUR264A3eZ1naW3fjHanUBEVahLAxOqwspuN7Dq1vMPsHPW7sKEJ1dyEbjGqW9JT49hqXV8WGlPPG9Mu+/Xzg0VwkYnW4Uxvc166Rj1dMFpb1AIbbNLUX2Q2niS3n6Y2ncL2XKb3Z9BRHfzu7uF2AqSdXD0AbqJ7ULWOTG6SQokOCKdRKPlQUWtGbWdRRu71axcvXb14PCfrek19WX1PSZeuUTKPzhLkfAQ84Zwh0eI9WfTzLVi8RLhOHvJXpqLqjkHprTY5b47FSA6XKvPeazn/TmH2/vbBFgbVJNDE1EgOGMMehLAhZwqv0sXiURg+58tq1BHGaIux7wYv7T8BdZdoLlJsjDephgYo1Zqq48DBHJaVNj6mXrSyJgQgtwwS7BoYLkJe3NxOxLGxKDVqR/tfkwAPeuGZ28L+GL51NO900cEPcr56czj7Y13XdQ0AyCugC+t66E23eq99pGg9NkPIjtFuk4cuNad/VHR0T92ZNzkd51fMg8/HKX8uiV5sKP/8wfXqSeTlLzN//Tr74tf5l78svnq+/GwpjK9sv/1xZd9FVksKpT+Lz2k2WtABJyroGPUvy6efRrfn1ZPaQSsHaI4p5lQYPbZaTG/X1uZWDgHhJBxtAFVeDqi+3NuzbzCzpR2BKVAIoFYd3FNfTA3Ipmat690NtNs5zSQObRQLV9MCrB6Xk5HQYKNtuZzTKeWtXQgIHBuacG79sNDU3Prf//f+A++czjx/qa0ckHaxikQhinlatUmrNNm4TFU44H+ws6Wne9uhIxXwnAFJOc6PkY1LZpcdD3YW7y7dlY/alPhAzLVFqSeWfVtQdKb5xL5vR+uB7Ebx9vgqAye9mHatpDND42RNz0SHQaAPP9mrdI4u/6Cks/p7gC0qM3v50Ywt6WUYJZcLsz/79HB5ag+r2zJl25qZXKqHoMvQnepxIaizMRHyPPnxl8KDpJP7OweRQCgzzxsmOAPUYWjd+Io9j1R+oO5WdQu+6Ti68xgJnSHgd1slIDet1SDotBgR/qBoJiSdjclmxlULLnrcgg9H5HN26bzPtyJjW2oPgVuOk3EAM7nDMpgpxN7iy7vlFrjLQYgG+clJ9byLGGEBTRp8xCKa4RJCWmEy5t5SsBNMekimiqrYEcBlJug6G3GDDUvngnIlkHwxtkLJBpqFnRbFgMOCCbkp8ah0Zkw07WElbcLJoTJdYUofogtjZCQ90sWGsuHU7FRqsJ06UZvHulBFbIDSWCPDWnCVrj2dN5QnGcgVwktlw41kBo/fjGu+0nOJFe1tU2R1+PLLbFckswREoIEzBeGOYeuGa2p6mq4UZV8rTWsEFRbWX2gbrqJpcSDDoCJJzBGmfoU8ZJpBoP2tQHFrVn1bdTGh6TajrQYJbtKqaeNOZtxHiVPqtSUHh9Peb+/JEpo0K0yP0zjlbhlp4FuIVAMhu6MQR+TcTgV0FlJ0UI8SE+xN5Ra/DZOBXcuWFS97gjfgaM8eOvPeza4bdBXUF5PPeUTTdt6UghDJyCm+2pmys7tg7bXbMIGqEyOvtZ79h6T5XBjd4ESUC7uyoNkZ0LQSYVO9D9UVGCEYWnRzXOWmnCpsuQa9vdeKvLAqLt+VNCWIReSa7/tufzpQ8Y0Kd2s3OPrbPPvFpvrlw+DLpxMvf53769eFv/5Y+uv35Ze/LP37yeKCQdF9ob75u8H2c5TBXCGmVMFo0EU4E35MwD3kjOODG9oFA8KPLJYP54sdtIl565qFlBDDLSZGdNa9HjFHyI1KXp9VJlCDWwjX9nanfp3Zfb1OiDCPixd4A4av96XcPJ+akXtMYcduPfhRxp/CNuv5KC+z32WljKswVgwSa46LNx/F3H4tn8e8knrhiw/2vf2/X89NK5FKhH3lPGgbGzJAYEAdArTKZ1bNT7pYGlVWT1YJKd+zGeRGhAO8Bq1P9Hjn/pp7S9TvsBCj+Dxp99VmWDPw4pHU9qo6UgdaxQmv7jzihLlQP4CfoC38GPr93/dASARwELD50BOaJkaTZrUPJ/Wjkg+Cvi37AK/77YMfppzOv/QVYKCRvr7wA2xI9//854mrmS2EUQKgpmx9fGrwOhNYhvUveHIJl45BvkKZm7xLCPssij8BP9l7CSKng4sFt/57qPMsjdlqMhCiqhGfbMChh3i97Ikx2cyYeDoknDbjw0Z0KCadnbStJtxbdv0EvJPbdpnWepbRlyEYyOQTisSsRo4OZHWRolZC1MkYN6JCggEno9smGfHzEUEZNhpQLdgEM2JigooOyXERcIGs+woLdJU5cJ3dc5XTdYmBLlVQW42cTqt2NGBnJFz0xJho2sNImEaDGkGgu1VVUzEwONxHhzhFeB8SKR3FElfvhIIbAkoQmtyaRo9KOfiAkpxAtRgxDXp4mZI76Kag5BQRm+qmlMJraG5aj7mp3VPS7GxUznByESdlkwjDHKmypywl7fL5yqzPq1OxRlTjcHkrvB3KJWXCC+QJfIM99yjtO4q/AaC+jTYhbwHqvvr+ytXrVfn1xQPDUh1vlt9pZbcYoIXy0qOkvPdgmDpt3LVLVFhNcf+N4nyClKsdN3QQe7rahiEVeDUuKoV4WX2O5hOU1uNkLdznpcclsIAIZq7ObTr6/u2hIqEVH3UQo1OWtahpVUyMdfagu5idPz7ctA05m68jbxytfg148jNX93AcSdf1tlogA24Qz9ljjkLtMTzXDOswjowsqMgPTfg4rYIEOsQbPZHgFqwrmpK88jCr1McpdzBKFLiMhAFwL4b6dU381333y58Tr57Ovfpt/uUf8y9/X3z1fOmvB4lnM/ptlZJyEwY6hscXSGmNOm6rwY4fU/XaQWeoyg6LCR8lNujgxYqCL5Ad6ZykecMvmZTDfKIhz4RqISxfGK3StF9kWkgTTIiv4RI9958NZz47Up/RDbolRWRRT76fUpcNyDmRVZqbAx3tCox7pqaT1qAPDMLQwGIKUm9xTLhdnoXE9JOthw+W7iV8fhCw7/hXJ7JvZDSUA/O+H+rL1/RlyxvOkkovtZw8+L3aiXj023psKYKxkuEuXHDTvrXrdwqxlPJ24k0WvdlsE0w5uUkzRlx34XrxtYKymqtkRJ+NFJ8wLs4E4j88CbkXmKPcRu8sW+9n94Ng8WgkFGOTFH3xbSHL3qgZQ5snuAR7HyOEyGnKOnryyqFvbhJJvIR36fuU6v/ad+3rL7L6iwdseolNZ3NytJRO5qdXPvxS+807sEP1upvMsVb/FFufZCEtMKHAWbgX3pVCpdRqBUMeGczPbTMr+hwBzkRCuRiVznqZE0qwWwl2BbiTQcWcXzDjUs0w2XZ4jbz9HL3+CB52W8wqV7AqRMpuq5MUCYqmI4o5Gykmh/vQdRp4sQLVaOAPe1zcpJU1IcOMcWF+CtCKqtGMlsrRhVJcqYJQLEPeFuPLVYI+hxzqMeHGfMJpvyAZEkwFhEkbMS4ROBBMOojdNUTr6+hAYBEMPEYgV9piM+G7P87PrYeTvsXRShUb7FVSoqQOK6HVjK5RSyB+k3icQpHawlEIisPTuBAamiKhgCD5HLG6T9lC8QONy2ikDpzXl3secuX/7fiMGBwd5YI7keABGi4PVSiPoPL0uZ/jvulRZCCj3Wc7Lp2rzOjFIDLqcm9DilhSoUc95VUvmVkTmDpd1deYwn0j/ZlCLtkH5pE1QftnKQfBohHTrNE96xMNO6BpPAMqyGq3Nl9mlX6CqvwQwWs0OIhhH2dKOGqvKu78Yv9ZYA2NCrLLYV47Y3xMtSjFjNGZdkVM+/LVM1k/9/zxolMX014jX2qagnmmsSFbL9cLlYZHPH5U0AP2BoZ5E7LeaVPHqhP2W5Sy6wXNxvoWY4Nznu6kt3vG1bUVBv84Bt91gtf9Q6tjw/eS+J+WOC92La9+jv39bPzlzxMvnyZfPku+ejr18nH0xZrh97DW187BniBScoSidqMF5fcSI+wmff81DvQi3TBoGbpIBRzEFe2Dp+0B4Tu5McNYUrNkJkeczBi336ZGjxUdImQfJ906gh/MlBScoqd9Xywsx3aeYVaewRzecyX9u8ruvL7bJzMO7zmadqCiKL8czgcbxgWhBVuLFNbLx7fW9jIw+oByXgH1R0XTfr2bDOYVXa888B8nqy/3D5WIEUW8wULI8c8OfvHpvvT8K1u7kQdPth2JMEaB0SZp8/NmJqAakZlNuARr+hTkQPg2Yvf8zGjRx1W5p4vKKtO6u0vcJv3ThZ9mdfMLkfmF9eWxlZhyAqEcb1vZnYYN4ONjQZmD3Eu/zfK19XLyw2vKmsFcogrFUtMPH76cfrnxdk7Dzvwdz9L8VWrn/zzy/c2jbchWuieq/uneTNbxqv7hNtpCSb624Bo/i5tEcC1whR8NVjdVDQJbr6GGLrGYNWpKqwlVoR7JkzAadVZi2MOZNBEjRkJYAfGKuqw+enzBsW6lxgz0cZF0bLRJ03KS2n6BBrslYlYoRY06VZ/VhPAHRdM+4bQWE+KDPYQGHeSWBFqmJDUbNKMBAzEiGfFLEUEZwq8YDajgPg3Uqx/xSXus/DYTpVrN7bSoEAELMRISTkUl0yHBtFeQHFPOq6VjsiCbHx3uxXUOjSIJLPpoH1lCNc9MLkdioR/u7thJ7s5U9nCFitRjwwDNBKAF12gQQ71m1gQX53YYVmS8CakmKrM4HaYgtETVXcRFuEDQYDVnsos/j8WFh3LkqZ+wjjImQRwHoQ7cOMxFnQdfEQRHLpFuXhedYcR6h83Ak8BUrlU5zMZe60m9Ac0lWLhcpsfJTioRvp4MXn0KpTuNN1qqQBIEo278IHfgxK2bl3vKRFHl+NzcuHQBnMYBnqfXpVBqTpFLP8Xk/UfX8Hm8Ex8Jy+cIAN2X+87lFucR5Sr0iJHZYxcMupWoEA/s8QW2eA6N1aohdaJOnb15IvP2a8iUXk+PZoEdNw2JBT0jkkGsA6aP4xyrYskDP+5pEvd8TvD7puLFfeOfD6x/PXC++MH2dFP0aJn9aJX9Ylfz+x3T73fUv+/ofr9rfbat+Ouh+++fJ1488fyy4/x1I/BiN/Hq8czLhxMvNnzPI44JlI57iyeu1+r67H5KJCmbCTHi3FYDuVyalMWTyok1xwqvy9F8mvDle8dHWxAJbmzdsa5BBYfyeLwBhxIb7i9VHngj/+bRrpyvR+quoEdKGeXf4FPfH+xLE8HzJMN5zLJLNZkHK1Peu3Xtq+JP3/7+1PmrWfVZeFOvaoYkjNHM06aIb0pCcGHgqqhlxicch1cwyy60tZZ2EoY4x/Zdy8uqTssobWqo44AkdkMgOR97/OgnJIbYR++CM3qzvjkE7amU2iQ1X1e1fwy1Y/yL7iW/doI+KOoobmQzIG63ZNU85R60b7q2CAj2mZ7bX3edhxgbGbaB6ZWYkKtdWppDy2DZyKt1/PweYrEpJth3cm9a2c209PrcQkADtHx8xXn/0frGs81OF/5EV2nG5er28tK7O57yY/m0BtLUbDiU9AamPM4Fr2tlTDQuZocpPaz+ivKOujOQtiMjw+m8kSIZrFCOq1JJwW49MaohRvXkqBQRwFao2HXqKG98xrEJa1XBh1QYuGogj9t+md2fxSdVaxQDTjPMa0cHvOxxMzUugfuYPXZEhRKQQm1NofZfYeBKZDSAmQtyabBjXm4yLJlNKOfHxLNhxYKLNWFEBngtBlSBhNqgF/XaTXBfXDQ9qV0cU84vBXfitk2pWa+J83yuIHlE65m8Z+TFDYPOnchdfcy+8XhxxbI2mC3sKVWO1utA1WpQhQpTp5OA3AZcWIMZM3Mmg9ZNg3XRFliMuhaoQFvWd70w1eBItB3iq9Qtk1ljiCrp7W+4h9u9lR3cgYzOWyKX4+TAZWaEVkHILeSncpLkQXZtfmtxJDJ3G5B3ZuD7C73pRI+ZjHOgixUD17llX+A6r3Npwz5uh1XMM2PGuCW9lekFJYOi/ulVj4UUcqODJpgbWSKrPUaoPEHI/QBRubcHehOhHPbKoKGeTNzhj4/XDAFATBF51EOo0GDyJfxuu5Y94QwuAbtRda3dMDz2+OWzeQPlrw1dvcarAXpH6Q4sUggv5Q7dmOAP3NEz7lnwj8PoP+ZZf60Z/9z1v3wQ++un5MunK38/X371LPbnQ9+rn0Ovnoy/+mn675+nX/20+OrRwqtH8V+2gy/vr7z8aeKPh5ZHC/67vqXnc/de3t/4ayv6NGFfFTmc/XZ1n00LcnlJkTA7vuvb3rAuGbHuZfNqcNS/7lx7MP9wyZxsqeyrzKrL/6gGXyAOcSelHXYTamw9sK1HBpAN2MtHsvKu9htGxhpTuaf2d7/3xvHaSzBctQlTqorJZzid/tLvgTRIG7Ofvuq7i4cL8muzh1ltJBNGmmAsPorP7yZxcgpfKfX6A7OJZRZK2nx78Nt9Fz796CBegAQOQ/mY6MBtyUrwvgivdzmlf/171zPjGuU0nv3k7YLsa+UdvY2ZffWnutAFTB837hTENnx3E6boynzYqqSwwTRuv7qtvBtL6wMK8r+t/TSz7QxVPcQzIj1hhVatXbu70k/vYvkog3SgLkRDCzve/OydYyey0/NqOA4SzQGhj5E4cdqd51OBbX95T1NxYfaPv81ErWZIBszFtG7GdhccGw+XH8/H7jrDs4GtcdWc8Fja6YxLhYBUZOk3hNqT5K4bXGSRXNhpMaKDbs6kgz0phngwhTJkGo/TagywJ8bUSThCCKeQ0G3C3ht8eIWSXK8TAozKLqt+0OnEBL2UiHrYxWwxQDIFLYfwNYdwrYfw0BtcRKUaVqUWgd0OSjQmmp7Xzk8r5pKK2Sn9koMUUQ84yKVybJ6IUq5kVqssw66YZCqsmJ/3b83571hdCYad746MlV1vU9Ed91d+1SG9druaGkFZF2w/7N4n1en7svigAhmoRA0rUhLr9bJBtw7m0UM9utFASDiV0C+NWTdl1AkxM3DuSm0NCEOfgjbYD6mXyZwI5wbm2g3d4SZzThMLWD1aowmGOqkQfcKGE3KKYJUYb9+IpK0V2sJgiDEcUgYk60R1AUJo1IkmkDmSK/8NOP+PupqDGAzAIoX5xnTr2vjE2bT8MgCAZiMtLY315A6JgZYQf9KACBAqNYxOG7XdUvsFrOrLdnaPBdOuqMxsS0k5T7DTwTw2vFcBvy1C54lpAKOKOcnijCFRWjSDn96ad6L2ItJNfg1V/Rmp8bwT17dj5a46kdPqmp88gMfeoWcx/OMYeic49HSG+/KO9e/H0b+fzL18vvnq1+1Xv668/GX55a/rr37d/vvXO3//vvPq9zt/PVv/928rm1P29WjkXz/d+9cfgRf3VhdsG3Hp7Jxh+o+1jV/Hxx86ZieY44YRjx7m85LDYWYswU/ueDfmRJN3LCsx3jj5Jt8H9z1a+ilCtZsGRKic/58guACLw0AQht3nuU+f/7Ozvbu9291b6Xa33qZtmjRp4wkxIMHdZXAYZGZg3BhnZhh3d3dXZHB3CCHSSBsjJEG6//sykdkKcqst7wSy+zYjohq3clx+sZ+FMqkEY69jm/P6xbyb+H/61V9PfHjq+/fPFV1oNAyM1KXRv/qPTC61Oy5L0hvVXsno2NDqzFqIY+zsHGzmqnmusMUzqw6s6Kce+rdeDivNnJ5OBAXNbm8GBZPB1UeTtbmEvhIJG8bprQcpBGyfx/nm6O3ztzuRmNkVs2NUg3/+7rtv//1S+3Gsg5AY0c/dT27/OHF3KTmxOBQkELqru0u/ufpJE7jcEh0UmDEKrZREI3PUOI69yxc2J1Kh7Ucr/Xxkaick8dESyyauDvHF+Y9OX78otCubraAWXnEl5UazAbD0YnJ+PcyWDzjiqrE5iw0b0FRqH0fXt13La8YZHzNmU0W8C3HiEPJk+Ynq9koKRHnrQ3Lhl9SSj4n1n5FQF3iKFpsJ7jOgwtxGC7NQRc+SCRrMgnZHgDU6PDKNpLFxXWr0bTG6WMNstw8CjOwqg7DOKK438ir0ojqTstOBy5S2fEOv/YrS+AkJmiYY6HDAalUDAIOwxaqH+bykuJcc81PjMfG4mzGsRfoEzVbsVWHftwzUCaa8QhthJIe0c3OhjcXwnZBvVZWI6uIePJDQcwW4NrUVMKRsQybtMgPpbvNuWOcDK8paE6FUBarmo7IYmFwupUTOqTPpcGExMmSmJMzUuN040dct6EICy1vg+XUgxfwAJl4km0HTkoirxLQm/zmA9RrM2IfToTA8lkwSmgitTgV2SANasLSO68YgWb0MmnhQzuszQE7Wpdd1smHVpprPqTd+0/Tt77Iz3+9tuCTE1ehNtBGNJX7pZglNoLeHppwKN7Ecz64zLHrXHYMpSrOR0WW3MFOgC4OYHKqcpevq6b14+Vza7XNAeSuQ0Mcjmkj1Sn6LldPpsAkn7JJpNWNEo3IBcGVQSzdnVPzeiLVcT0u30+ofRuQvxlXPkuyXsf5X47R3a/rdVeViBDxibb43xXr9xLm/O7q/u3iwu7b/em3/9fbh6/tHbx4evXl49O7u0ds7+69Xj94t312NhY32va3nh7sbRy8fzTrX/NyRIGd0M7B+z7M0r5hyESNOasLeH3USI1HOSIyTivJTVoTfDHKJqg2iSk33N7AINbDqW+R18TVwx7xj1Ucb6rmOy72SU5Vd2AYo41O5dCzHwUusaBcfxLb55OCxDy5cPnPjesHJC2euZp6GHDt58tcf/VsNMH8QakDnyFRYt04YiYVHPUGVUk33q0xx/bDbPixyUeSRfv+iZOpBQBdSBvyxuyO7XsNiIBq12/3pPzR/8ZvzX3/0FRLMLCxutMQ4D1/Pjz5c8K1GtRMqsIXWVkRgFcoCA4lJ3dyEfHI7tOXjR1jYgQF5a2CN7JxkK/WagDNo1hjivgkuU9EMr8VrAER1S2hMMzbjnd2Mq8KDzjmNfVy+89qvDPXlN9w02L3TOzN5ksp/bv44C36hmVskilG37sw4XTIcunE5tDhEiwcRvifRrbue1ZhgPKyenZrdFo/Ki/sqrpdeU3Mdt/+Iz/uQmPN7fMHfo+r+iIFeHmBWK2RddlajmVurVzZbTIiAGR/W4UI8uN9rm5EKLZDKwY40IapQhS1Sw9Il9HKdpT9Cr9YLWm0aRGCgVQPMp7WdYrR9Ru29wB5oc5LbbJRqw2CVgVdvYlXr2fUmRpVeDnZpkMHBNgeuRNN1itn2MRH4MV5YrfASoqOquRn32lJsO2xaldljDK+IzaIiM7vnEgmXOejyzEc2nOIRwoCRszo/p4MoCq/UVHSW1lWVVKdXt+ZA0FVCA2NExRlV0FIKToKoYhDV/UWA9C4orgZcpZ7iBrYM5Fhzly/9a/xJsP9Gjy+rcrCIZEMPsEytZAAAIABJREFU6qQT/tVJ9dyEdnbIuYHnkZRBrsjEoeB4EAwUbQEDmE2V1QMNGfK6s7wbf+7++t9zLv66s/4MF1dnJrYZOUJ5QVOlSK3k0cW0Tlb+xzXFf4FrYH4jY7SvVtBTKWw4I8j+XQe1icJkMgrqb1bW53O4TKIUh4KTuwup/RVKea/HRIn7JVNWxgiv07WSvKsP0gfjWKZ98L29HcOTBdGUG74RJj2fFr4cE+5NC/fWJfsPQvsPk7t3NQtJ+FQS8+yx4/Xr0Xe7c/u7K/tvlw/e3Dl6c++Xtw+O3tw7en338NXd/d3No7dbb57fixhjy771/Uc//7L39O745rh+ISyc9jJHw4PDgkbLQLVBDHaroX4jKuCjJoeFY6OiieBAUtNmbfmUyM9RGyHGgaaBzdDKsm/J3B9Uwfwp4diEYHjW7Uc3NhdcP3Xh9OcOHSfBCg0A5Q7+uJxia2wubirrAeRXgSqxlWmUv374+R9P/tvV2pO9AKIa5N0JbayE1u3cmEnnJjJ5fKopKZ+eMa067UGGgs2wcPUps2vZX9XZzmaKh+anFLZwAxnFdzkKM5EXzhf/9fsv+hjtFdBLTHXlwk7AOxnlGPlAL1+qcPYep7hJ8VHZxJhgdFw4/nT60dr8A9+kRhRtGr4r29xZGPbPtlSA//IfH7e01ea1nrvY8CeIPZ/ngo6OuWNDttSml+aFdIuKzSleaFJiCTFoHBiHRWbN8v8L9HjWYFY979ptxsnwsipg9gHr+lVK/cvN56J8OS9XMCoatXASuoGEXzmfnFjBkXnllTVmji3/P3vT/wNx+Z+hN37VXfwxpOk8ilDNUSI1PKhVCvLaMcFR7cysZXHCsGAgJUS9XqM23EsY6Mpk910TQW+KwJd4zDKtgxzntdl0MI+Z5GD1CelIES5b0voXUuf3g/AiNaHegq8ykGqN9GoDo0jFzFfSsiWiepMKHmAD3ZgyHfgir/tbevtpAq6EasK7o/zxpGJmLrw5ZF6TiXy9Coh1TF15sQRbgA7r5mKRVYczMDayyYb52RQBy0y9WHDzdOXXmbiMsr78gsr89vJeRDZTUGfSIcNUohEswuLtuFPZGXBNT1ZVniTCUCyQEIFO1hjwK+JpuD+v23Wrjl8I17dydIJx8xynzshvtsx4t1yeKUvcwlHhkJ1kNk+KUqOoZmlLsxRYpKu4LMz8En/1s9biT4nNaUIOPBS0r/YP9p8vOicxKAgE/PXLpWc+qgFmEkiFMjbQ1lzZWZzRfOV9yIl/ysk9UVAPaCtqzLh++YaNE/JqkwPNRkyeitPukMP8hv6YXzpt4Y3rKEPTwc2hdVt/ApWa97x3+FPq6Gnixbru0TT3p2nuoxTzxzHau3uGw5+Shz/PHj2ffvc09vKB/+3zkXe7swcvNw53t47ebh7ubf/y9t7hm+2DN+sHrzcOX9473N05eLvxy95TPc2sBLu2hx69e/T0YPfuxtDqYLuG3qzQIYMtp9mA7waweXJmm0MJD1ixoSH+2E50M85PMepNhAxl8T8CSFkQD18n6qHNq6fn9HNWUghRKNVioo9T9/wiz1I8UnE1A1eBbMmu+/Pv3796NU0kh9qTWLUBj0YCDQJzWLKIaBD94ezn7YwMj8KLzFSgbkptqKBLGAuFJobNCzPmpQcT91ejm3fHf9yc+3npzlPXeDy8FKZzBV8dO0/W9i+/XERrYFQfZXgzxTSQb0NPG1MCe9zZRik3D2Omt1xyF4MUUKKksuLf9fR+RnQg/RPS8QR71MsYiluWZ5bmbSmWZ5IRmOZPLIcUWs5XN/54BvAFwtxcy8vJolwmekBQfglHRpsfn1zcSdCdiJLutKkNdy0ws49cw7T0IwyAM5T093I++NfazzrEBWOzRqlogI/h6ri6xfi6vdcCLIOh2wZ8zLCK6OV0ORPGJY98XCP22wyx2m8gN3/blvYn4OXfAoqPddVeAEHL8GKYSI60WojRwODwuH52ybs+61gbVk4LIAFUi75fTkHjMZgKGuwko+NLMi5Toob5hEAnqVjJBGi4PSo2XAg8Q2n8iAi9JkCVqJHVBmKTndHppjXaaJX6gUqtsselgwZkvR5ej5vWZIHeEPecoHZfwyNzCPw2pY8xHBSMjZiXosYVEl8Dd/QEN5UMUn/rJZgYEbPRI0KgKcSfcKgXIY3iso62TFT5pa4zJ9CXz2Gu5ICKG9rAFbc7b/+mvDeNAgcLkCwGOyS4XJ/Ryq7MqSxAaUGyRYF0Qi6eRRfzryNcZWBvUSk/i+kj0wN8IkjVd4rj7I/ciW0v+lc1TiuS29hU1eZxB0lKTk0bszpTXnGGk/sZ+dqfgU03iD05Qky1hQELYDBiKq8frYPRxaS6nMq0b3Jbs7HtVyCSBp1NNK6UmKvLmq8fr7z41xsZx9PrK1u7utqZOK4UatPAgqxmCwvoVBOiemLcQo5HlbNO4aSaGI+oF2dW4n1cGJgEfe/w59H9n0cPHsUOdtx7q8anM8IH44O7m8b9J0OHL+YPdzcOd9ePXq0c7i4d7K4evt452ntwtPfg6PXO4evtg5cbh8+Xj17OH77cOtp9ePB282j3wZ3UEq6ZAKvGbE9svVp/8HDk7rA2SgUSySXi2o+IzZ/Tuk4xidUGfpdTBvIY4YExxeSCcwl6jUu8ye8+01H1TQ40C0auFPNqjfPa6b/dfzHrWZ1wrGyN7PDhDkIPs/hiAyRLlnGm4rM/XTr5w0mVm/Bkb37lic8xKU6ORn4af7QW/pHMHiQLG00sKbZA+N1va2rOoibMsxwsNyiObIY21/3Li865OfPsYnhzYnxBahDorWqnNs6iibtYBZ20YqdPN74Ria2pQ3Oy+KarR46AyJCWFe3lnq8Z+obZezY4E6R0WqhV0sZ/h5Oui13I4LpjyUOLuwaHoqGJ0ISeZwLFtgT+JeHEPXtgQ0r1dt1Cn4JqqggWUAMvF+XKY+vxcqlgUEoSOwWKEFHhJ/uGFU29OVW9tVhJ74C76zvq9f9R8PFH2R+6onS2gohtJ2nQnu25hylbtOFKq4ZpDkt8mh6LFhnwMpLjuvnVkYeTqTtqlKf2e0TGp62ZH7QUftzefb2fWM1XIyz2/rCzPxbgpSZ0c3POlQXv6rhungN0A/PkPTAsXNQNboQ0fYjoOcnkNJqDoom4Zs6Aj/Ca7ZJeD7mL13uD2XdZ0HdDiCpU9QOspBbbIMgj6AvQmyzSPo+dkvSyRm20pBQe5HW6iKW6lku4piut4Ew4vY5vJoRd3DEvdzSsnSdxlS38CkagXRPg6vAhfl+QUqSFXOQaEf7F1P0R1QKsFldALCuk30wT5X+Lv1o3ACppg9zMbsw5UddxHQ8HiSB4ItlCL8Xm1GFL2gitdaxS/92gc8nc6clrM9/u0GZ0u0uyKRcUo2J8lNoOw1T9ro9coVejImIID8NBcXRsNllOItMb8R3lIGxxLiP9U+gP/1J98teZGR8CSi/0s5A+ElGfW1oOwYDU4/J+Jboku6ynDtOYAao+2SHq0m2tPpuZujeUSMk4EjKUAGxqa+toxeDgjAG6ReAfVk772cNmSiIsnxrRzceUs8Oa2ahk0kSKOXljSxvJG+Xnj9+48N7BA//h4/j+j/H9h9GDB8G3dx0v1o0vt1zvHqcOd1cP9zZ/2btz+GbzcG9tf3f98O3dw70H+6/vv3u9+W536eD51OHjkXdP/fvPRg5ebB6+2Dj4efXo5yW7AVWa9bkazRvmTyV5Y9vuxR/ja1aks/0YCvArWMM/YdBpfHqNgdXuEHa79FDvtGZO3qXB5+KMKLUJ6+WDPMpejwigY+VIZXWmccX0k4n7m/71Bce6TRC5cbY+4VzannzcnM/64ViJ0xhaH7+7MD8/vzUajhiGzB6/wjU5OTK8rPG6hC6DF9pLuXo+o7mwJ2EbWrDPbrnXVmxzc/opNcg9Y11aHlscHgqMDY1HnDNiM6tddB3U34IGC69kZOU2XKtAX9NOUkwL2g8Kv78KLUd7yH/Je7+bXTO+E6sHF+HLae2fMjv+jEdf4Y9KJpZMC4vu1eXxzeWNKYOfClUUOlcHfEtC/5oheNdiW2Dj9RX9qlaSqQWsyCLZuw0jwsL2zI+vflKFzdbF+cExpclP7IKCPP4wVt3T6yvKZacdz/3QGiFGR7yUGgW9SPEodffZznN5hajpVoF3QmDGGSnlajHE6ybFdqKbP84+noxu9TYPFpxtLvqivehPrag0DrvKYEGHg4PDQW4qxBtLiiYmdXNz5sUZ84KJHBtocvTUMrtZTQ0dNZXneuA3xIpOp5c+NGFZmbAt+1ijemxYhfMx64xdF7ndV4XwAhUZYGH3uOldzsFOF7fDZUKHXKSYn54McEZMxKgGGRJD3JAafGNRA7C0C11HkCBsZsaIjZ6UQgKEJqlEJsZZuts1jcg6Igds7fueU/4+gVKknDEv918fqLvYcLUts1ZcXOpouEjPa2fggWB2bQUFUshD5IpI3RosUUDUsXrlsDpaZQO9I5d0w7Wlti7QvxMdPyb8rkF2LV92oZJzRRgjkSL9KH1fxudlZccGMQB7P5naxCtKLI1hkRSGlFrKyrqAuX6tp/hqQdGJY9fOfnrjwon89JstIBqqEt2QCchF09DCsACjht/IuoaE4IltpOqzNdZ+54hr9cHmTyPRUMTlSvr8dCoBT0eMz8TWN1buLT54tvrTpH7eMzCckE4Myybj8umwdMqCD2uRQZ903D+hLCGfv1Ga8d7LBc7+luHgx/C7B6E3O+6Dn5KHzybe/ji192h+/9XGL2/v/vL2wS9vHxzubR7ubR683j7Y3Tp4vfl2b/Hd64nD3djBI8/P6/KfN1WHT4f3n0y+e+h/s6V5leKPaFq8VKagzoAopXqpvhnF/N3o3eTAKOQErOC/Adr/DUO4JabUGVhtdnmHUw92jStnsOUYYY/AMzAkAXtj4okl64K4Sg34PczS49y0L07zUxvupTXv1srITsgUW/WsuDhxXCN/wbe5Gd4aM8w+mvhxzJwcpJFEIpFGE6gi1NdjsqU21cLDSXRfPeB2VUsJQAIWjosnp6STa/blOcN8QjyuIwaj9mExi0dhkqAaUA7+OojT1kfpy2wt/tWFP35Y8D7W18YLU+2jHpiGjnWStQnhLeBZrLj9x2fDZqa5/Vs2JlPY/DFJ0e5Ycy9P6Od2pn5cmV9dXRunyntaBFdQvsoWJcC8ZLYsGFL3gguPY9ohOs0GIdt7nIsquo78efrn/3r5dwBOvXtSOf/AKHegOrs7MAJ0u+k2MniL5Ki2DrEsLhOz0QW7KWRXyiQ0wcP1bTNNTBHBA1M+Wbul57oQmyd3YUPz5sWIY5WEl7TnQEo+rWv7HMEr14pbrBZ8JC6bCksnI5LJKC8VZAyH2KND8pmoYorVZoWV8/oYkE5qfUNzW+tNCi5LoO6yDSlnZx2rMdmUrNvFb7FRqg2gG0JUsRpdpmV3uVW4iBQdEfT6BT0eOchtxYXNIJe4Rs8s1dJLNJwuObYbXVdV1lzW2FMJxTVyhEiHAh0SdTjRmaKgYDw4l0RFMEwuViv0YTKk2X/GN55mKOijvcXy03/N+aTwCoBT3+ruu0yp6hdpecQYBeIZ7PIwARYJ2GsQjSjMwX4ltwoFAHEQDcIy0RSRO1qX7j7/XwlflYsybglPVfOvEF2dyEBnwUBGXl1B9ZXufriE4uSVMtOVYRIIV9EnqLwy8NVnpGPZgoIscNmJc2d+OHeqqC3/elf2ddStCj4gt68styFHFud2mepqGMU3i6+DuiGAgjYuUjsX3X64dN8j1fIxBCmVQsJDWBz87NDwWmLl7vD2emTTz0vxOuxaqG9IMhFXzATEkwZcWNXnEyEcU+tBAON2J6TtvWlN/k8p7OED594d+9MV5f7jyC9vtn7Zu3/w6v7+q513e9uHrx/+svfgYG/zaG/r1ZO59UnfwePNw1fr+3sLhy8n3t71/TRtfLFiervterPuezEnfTZGfOkn/RzEPo1oF81BArSFDITxG2U+XnBIFbBRlah0AvRjCuo0m5Ah5TdaNb0eebeT067ldygSgpQJ7e/PkmlQIT9rVNZsljUI5oyRMUEgSUkImiy0Eg2+gYatpgyLx18uPV0Nb4055y3MqJWS1HZ5W75HXvwhvaywM6RaB+LIVyrTPj6f9mX6t3hiLaQWkP7995UftZh7/IY+qwruspHD90bvjxqWRAM6oUAC6K690PB1KTGd7URRDXBGtJ8eh9M8qDYSKK+usQsD8U+YfAuG6JI5sunqkrR00at/frloo4VqP6Jl/XN7x3dwKywc44wshza3Jx7MhqYjnpAxypDGetHeZoi9tVfZl9VcMrpqn3vsH131y0JoBKNufDlOssP+34Xf/vfr74N13c5ZemSdjuHVDbqI32NO5siOU2Ll7nkhSgCCFklK3ydi8ll+iW5udkw/4IDW0WUas4FiE4J9fJAHW6yiFGsU/VEByQbOIlT8pg1zliXvdJjwEQclPqyeTRkX/YLxCG8sxh31s0ac7NTGyD3zQBh2S1pTCEVxwS34hvoKeOMPUHmbNi4YmzbOz+hm7cQYq8lKKtehCtT91UZyg5XV4dQTYypcRIIKCfv8vA4HG2AcyJUT0iXwNH73VSaqhQIGgVpbm6tya+ozWhHlVHanSob0a5BBTpPFhIvd3XpmnjUKHBgMXtZxiXP7P7HVXwwMUONq2UhuZutHhddu9d3u8WIzSW0DDKeeltIQ40KoX4MN6ZBBE3PEplkwWSZIdFFDWwsnQB0cQ92WnwSGbvwd4tgp+uULvDPp5O+qODerzIVd1tYcVFZF6TUmm4iLCItJ+boRosSOaiYVnEGd+oT4bbmm9ljO+c+/Pn4rJ23Qg4K4m9N5eaWGqjOgHwCkSmGSWS65TQ72xeY9KCyoKK+AjOat7+zozBpET09/X28vpKKlL5PCBqmFMl6v2kiI2mlDBnKcUmtEZIr5zVYrOWEZHNHgw1bSkIbsSaTMAHi5261/z9D3+3Vb+cGmbG9dtTpE3llS/fJ28+jt06M3zw/ePtl7u/Xu1d3D3XuHr9YPX64cvFhYTdjuxsf2du4ePH9w8Gzz3c7c/vz6/ur0qxX7izHvzwndqxT9ZQr7Uwz5Ypixv+zcjqtYyGp4fXXGifMddblxm8ZGt0qbdMhzdPhpOuEGn1NvFHZb2V0KPdxlRIUxuQpEGl8JD5hJSUGL1UOw3w0su9DeTdfytH7GTk2c/7go+7tiZr06wB8HldMzr9RiMIz2Oti1LzI/+L8fXbl8kt5HT7DHN2fvuXxBpihWhuy4BviupiELDqzI+H11X7rYS4/g6lnMdo1PMrw4sgHqhXT1IQVca1NTTWX3TRZLAAHST2VfIEiAYiMOM4CsbQK39KLSa26B2bXj9z1UP40cGMwmFraQKh4/GpO2Kor/FZX5h2p4Vp8d6nkw9mDWubLsXL83vvNgZfve/ZR7mqyagoLZLZ+e+qIQfSV5X51c94dnhVhSJVdGkEwQm41t/1524n9m/GcW9jttEhfbZAFNWZcHLpXp8uoVt+n+dmG8fwCpufWnrsobtQP13CFpPDFsgBR1OwlDed9iWI12E2u0L0dR9idc700OvFBa9kdk4wcE5A2hAOi0MoaD3NSobiFlWPSxU3ZSzEGI2EmxoHw2YBlTYBzX/wFZ8CURAseDByGtnYT2q2RGiSTKHPZRkyZkQAX1cdscdIAFV6YbaLWzelzsbqeJmrQwhpX4KBfspTea6dV6dJ6i6Ryz7aoAXCZD4ji9JDQCiWqp6oJX9ZMBXAlIGxJNevnjPv64iRid9m8qnIwe/fUWNOzmt0UFxyoaTrcIJVoEBJKXm3O1t4ASJPWFifnEPkS3VomOWlkjqv6YuNenwYbcggmXYi6gX+bg3dV5ddohuWaJf1P/Q4Xv5DXRzf8P9M2v4N/8teur67gzZaZcfBTaLm/t6SilkHEotwgs6VXFFJPLY22ozoy+0rPwtLLBysul6fmFJVwJmx0ksyfxxab8i+IzhbLr/W4IPTlQJyiPLdp+fLDqsYtaWrL5Qop2zVIjaL1WfDO/OreJeLuBdQmr6MDS+hkog5KUlPRHaUAnq9UGvcrHZ0lVUJ9lcFTVH1X0B8gQxgCjU28Sb9yJvGfp/2xWl/t2kfluTfp0dnA+itpelR692Tp6++pw/+eD/a3DV1uHLzaOXi0cvZz/29v1+4sxK9m44r7zdvvp0Yvl12ubM5qFH4fnnkxF1h1zj/2ruwnLi+Tgsxjp1ejA3qLxaGvoXsKMzu2o/rpFg+FNOkx9xXXkahg0AwtJo7WehBMyWPwaqQXh9FATBmyQ32CCnmXLwR4jNUmuM6FO0ZlpXEY6z48PLsinn8a2l4e38goK2ovrqr/rMPd76/MAJ8+ey86/Utpy61+O/Tr39qlF4+yDxN3NofXpyHJEu66TOStIN4vwV2QWspAlQVfzoMWkxvQGn8RYl9vl86aScxPlVe1ksA4NxGvsIiihv6cL1lVC+PCrSz8UXm+EAdAklFgo44r5NxHfQ0wZljkZUgs1jml7lJ3lhKw7TyMOtqv495CWbxo1naLoQCJIiyxY5te8Wwq2wROwr98ftiSw4kFrfQno/VufdSlaopv6mZ2UWs8NhEz6qNC9aojdD11svvlV6ed4Qd7UlkYyji2SX5MvoOVjOJoFGtlyaGTq3NNZwPpcDpgGLxoUSXqsWiGjWynusdf9FgP4gp7/R1j+vzaVfAQGfEtrPsWCpIvRhUpOi8VJSfi5Y3Hl9JBq1s9J6VABGy3hE02mAls27WhrHvHWR6C6E8ymHDaKJED0swmtegbAasSHtdgwo83O63TTm2yUZusg0MnudArAXgkioCPGbIxh00BChgjxOl2kKj00R1xwDJj1QR+6Wk1lcQhCJk8qUgtdIqxJQ3VoiD6PYNwjn7ZyUnp8OKSZkibln5E+ayMAanPqbp3KLDuTqVQO9lmrrw6cOI84KR3nk4c41RwStMNAb7Ip0GEtKiTpsEs7nR7WqE885hFOirChxiYUxyFSTIrqfemXTB8BHNd+23Xiv3Uc+y+dX39PODkY6uSOo8HSrk5YCwaDFMi1EoPHFY3NrW+2A9E9fWwQjQ3rZ7Z392IllCJkcyW9UTvPAbsargsuZ6kzC4W5DD8FY+zzDbmcUm9VVUElJuc2KPdrdXmJrPvM1VvHPrxwJf9CKSwLSceo1U4jK6HAxUz0ESEmymy2oa7xyZkyLTZiZY+JQS5wNReLEHvcgedPNunKrvcejyIej+NeLQre3jEc3Hc/35QtTuDubZgO324dvXly9Orp0cudw5frR68Wj14tHO6uv3uxOmJ3upiBO4mZNw/mNyNLkjbLmGTcRvQEOMl178acenJcYdq0up9FQ3vjvv07rneLc3H6CKfOakeHk5wEuYAJ/ArScQyHz+T359PRt3C0EroUqBlWziYkk1qIG3WGxasxqDERYa+PkisH/B5LviEK9Hl6TsM1rcbtwObO5NxKdNZO8bVd7j3xn8c/+eCDpoqbAmEfW4nVy9GrzgUvIZYkREIcZ8q26BFP98Cona2o1fDidDAxFRqjk5lpmWdunE+rKGjjSywUntTiiSyP/mjiu0UGscJlqutoxwLF6adhH/zn1a9PXPn24g/d/Y3eOQXD29suvNItvRycN7qiU7bxaJewDTxY/3J30UJXl3wAVPaq5Eg2u50WkaWihpmR4LyAz9GbZPefLIQCWo9govh256+v/uYK/awsynLy/VPeaZtdxRNQPWGX0KP41fW/wEQAlh0c39BmYc722HIH40Cev7+OWFdYkQWsqTrz5Yniy7dYUGF3JTIel4pZtJePn4rA1jP/WHrltw1lf0E1nab3ZckwFbr+GuMAwMZutpjRQQcx6qMnh6VTCdGEgxQL8MeCipmIZTU5tGFxxrg8I7hM1Vul6YdpBTSvCBMWwgNqfETY56M2WakNtv4qAyJfiSnV0JssvB63DBXSEKJKdFhLjKuwYXqTFVagLLwAu/Bl7g+/LeooIKNxOCqbr1J7QpaFgHw2ppkLy6eiksmEYiYoGhcBXTpyyDhqK7OWdAoas25fzT5/vfhcOpdBNM4xgY6cG+jjdD99cFTdSKBCyhS9N8XEErWg1ihtMEm77HKozzY46uBPicmRBgDWMORixEk1rrRM+6eVxounMD/8A+TYv6C//Z5zAmjOG5zsAqoADaDqrkZQyDITtq+F7UujkRXhgN+mmnW7VrW8UaN8CMuUnKkuzCBWMsbJ3c6icn3mbfnVHkcjXNUNUvVWosqwhO665hqympMFL/lBWNUowZ28kPntF1c+//70+VvXO9q7e9qB1bmA7op+bDtHSA5K4IGBIim9QMDv1rOhBlQ9C1pLBlb3hYKBmY0E3dn13rv71jd3LW93XO8ehA6ejBz+nHzz1PvsgXX3p/Dh7srhq/uHr+4d7m4e7i4fvF483N342/7m7k9TbqlEhEWMmPXz9jlxq91BjCXk04PtdgM1aWElE+bElH76p+H7d12zG/ZASmqcN4w7MCFGtQ6XrSBmKXq/Z7d/R0fdEJELhMQiBqOKzWoWmNE+LyXhxAQl5Tr0CQatUMUAmARtNmmfd6DG1HuCnv1hGrG204ENbHs3NwN3nk8/mtROmvvNTo5ShsJXXqrK/7bPS09pelyYaxJmndmhjjkswaAo+lPs4f3ozs9zLwK8SQszlXAvSdTSxhZAUWWxwWFT6VwDAoFJH5MyrbXIEt+Ck2eh1jQ2t9Uivvnyi49/e6n0iqS4GQQy3RZGCMYRiT4Oo7MwsgGDYyikm5LjJMTi1vx7j6MTngS5lo0rQKt7pTvh7eXI1pRvO+GdwlDbBujEv/1yf969pOp1VcDLb9su/4D8Qo7lbfkWPRrXtGMYUgUdkIgQ1oEfmi4DOYDQpFzuRYOUWQMRAN2N/h6/dg95AAAgAElEQVRw5Vz+ya6eSmA9sq6gkU1GF6eVIiA1Dx+F5uZHXz7/WSdRQQrobWf5iGwFtkI30OViAF0UgIlRbxK120StNgXQ4eiPRDijLlLCxxxKGRZ88um4Y30otpYaXVfQh/HNdnKrVUsZ0dKGzZyUZXBUT02KEEFirRF8S9p+jg26JqDWGAfb7XJUWEeMq7ARCSIoQ4RwNcauXHFhNuzKtaLyjC4KSIiFY5VSm1c/PexYHXOuDBvmY/IZBzbkI0Q1MB+n3kxtlPO1ksExAtTW3oYsaa0o6a5pGCQQ/GNy6RSqmVvE9sj5I64OIrezSALOkIBuiqgFCl6FzoD0a3ERPsirJicCmhmfa9kcCctGBGWWy98pvshQXb+AuvB/2j7935jj/wt97KroO3iysFpyu6Q1r+xWIwfkNNFHXIKJsHI6rJ6bC99ZGr0/498IyecM8hScKqH7rAiPVDisbZYC27QtA3EiQtWRhrx4FX6lnwt3RMyJldkCALiJS77V0ljf2tLcXXGp7LuLBWdv3L6QW3eKIUPQ2WxIL0NKjyrRAQlASy9hSZBqncDV38dENSH6mtssTsnE40ivvf69/Uexg8fxw5+GDp9PHD6fPXyxfPhy/ejl9MHL0cPd1P7r2YPXm4e7Wwev1w72lg/31g/21g73pl/diw5ZmVx4B7a5m92kETSZV7wrQek0D+mzGwKLo4tB6fCyby2lnZ0zrBEAKHI1dEYwaydFO89xbv0LGHldiMhXdF7hIzPEjEodt1XO6xRYsF5/f4xXrYCcQ9KvsixQj7LbJWm3pYwLM+41cqGm92avor+fW6vX93lT6pklz8qMbfledGfKlJhQj1hwyfN/aYJV0qn15sIPQJImwWL0nsfhcBtUI6YZs2QE1slWMCzTnuUJx/KEbctuHkPBSC5NYjb8cCK+jQRzSHT8+I8W1TgNZqi+XH8yI/MqDobvqadkp4HPZ5f9PvOT9L7rKBE8ORUkQQd6amr1ald0Lm5KyXuo7XgxcPvJxJh9ilqkGMhhTShCYV7cQBsTizwdjBufn/sDHIr42/7PU6aJ0ua63jiyzVkiVkKULJpZat1Mro4aJy/cyunUgtTzikZyZQM0Z+WhRzeO8y2y7HMK9Zypj9ONxAN7OmFNtd1QWDUZ1QCp7xyfNTndJgYdc/DmuYnn6kijo3PlPLBXgo4oCTE+2DNQY2RU6giFisFagwrsCbKG/ZwRNyWREIx56EPKPp+DOWYeHDXThwl1JirAIkX6HexRM3PYMjhiZo5IMWF8pR6WK+88x+74nonJVTAazCKQV40O6/BRBSIohQcorTZwqSi/EJFX1lqXg/IrUlFrxKWOToW25mJ358IbKdtSWDJpg/ktfV4R0M6pMlBqBEwm3Tur6jUBBs2o6pwceDe4H4kWyxiKqNAUdfuSM+ap8QYmA9SqRlebUDV6coNloFLPbzCb+6Mu1oiFHE+ZFuZGnxisI2ybutXS8Lno4zRV2hfAk/+v9bO/7z/+32nffs/9pjOUUaW5DcBVAarahDCnnjQk7vPaKUOjhoXl2J2N0Z1l39q0bXnEtDTq2wpHt82eZat9VWpKEjV86Ti/gpJ3ouszrBVGptOjkx5HOFyWzsKCXHkX8MgWKZtDz6m/VtCSi5OA+iQlJEuvxOY0mOfcqgUVJmTo9SqbzDKYiQjmQQBUcB2yp6lDaxaObgWyCBfeO7gXfvcgfPA0cfh84uD5wv6rlf29paOXK0fP1g52N/b2Vvf37hy+vnPwZm1/b3X/9er+y+2DZ8sHj92H96wPxy2DmBpgdj3sKlPUYlMjvWZWeDa2HtfNDrToQpJJPTasgAWRrYM3vrpBzmdQCzUln6IKv2u0oAK0WhOiTIspUjKrDBKQXoNRWwiOac2Mn+alVVMlAN28YzksSDEr9A5idFI7q4YHS3+NVFdLI4ywsNEUYo8setZjyukgfyIpHh1XT42Jp3szaJcvZoVUC7mf1VDr+3RYu4VpxFQNeNWzw9E7KqnNqXYvx9annSvmgYRNNWGQqJVonaTby2g351yuwXEhFBekQQroMld0S4qqe24joNjpofUeUGcnDPX55fJ/LPjoo4o/9aKJhA51400AC4ob9c04I0H/knF4xWcdFkQXgjPxZS890XypqSYtj0piFEOKc/FnKyg3/u0PvxbLsD//dA9BJIrDEsOqmBiHQkitGRfPx51JszyJZ7Azus+SnF2xLXMTrlIb4nimWZog9sHLRcmQoKKvuri4QCFhtIPqIO0dbBAv59wtvrovMadvaC6KJGKbD7dZgwJMi1ZLHLINDpvpw0pMZLDBMlBr4ACdcljQgo+GuGMJ1WxYNGEjxa2YkAnuV4BdnDarsN3GbbfzoH4exmkhRT30YRM5pkAF+RAvucEKLVB0fs9q+ozSc4aFuyWhV+kG642MOiOnwSTscZNbdYBM9NXLjTU1cHyD1s1JLSRWRt3TS8m1peTOhG9z3LYSV02HWCN+5lBMMR3ipKwEl5I96PUIpCmy0EeHAjqIJFw/FY9F4thKbcC77XdsB8eWG9nwliYqttbE6A32NztI1Xpug4VdqddBvWqQO8AemUruhEN3mGIfOUT8C/erW+arn6C/+2/gL/6V8c2vOce/pX9V4bpRps+rIpcUVBcycQpas4VWpBYANWHl6IRtZSG8seBfm7Ytj+rmYqJxF3tkzLkadawkottKv4Xig2ZzzrXoytd+npwajywvThvlQ71lenqzrfuWvCtdUpHVevHy1ZqqbqcvLDKw0HSsUh6JuTZChgW3cFIPC0jqzQKwAdJIEFFMVAq3pLEwMqdPzMoQmqr33i7r324Z3z6w7z+JvP158s2r2YPX8+9eb+y/3Dp8vrX/4u7BT3ffvbzz9s3Gwd7a/u7i/ouVgyezb+/ZXq0qD+963933zjklFqhV0qRjVkh12GCAOzmqnlt0r25G7tjIYRHWsDSyLMaLIZkIZNog4hbFq9S/XX/soSX4EO9gi4VdqVN1an00p38gGKDH541zD4c2/P2hYcn4hH6BV2/mVuki3JSDM9p5js8tUEVpfis+aiVG/fxxn3iS1+PSwhzyHl2CO5X/OeSbv1zDt4gQtyliFIbfMXg/8shPGwoxkpvBrQnL+oxnfSa28vDuC4M+GPJOq1kmSh1fBQvxQY7eekZjaxfbxCqnAurp5SQ7hBvp5YqwLrUTBIcypPKKXtRv6o8VDF5opeZ3AIg3P2iozWqYDayEVBNSmQSv7tOOCQd9DH/KZDMoeloabuWfQqqa+sylf8j5bY+uoh1Se/1YplNm+dvf/oZkQTAqpHRe2m0Dnau7haazJqfmBjXCFmnX2dYv2nnl5mmG0IEyxAZMo8zIkj24oFN5TGlFtwdNXZXQc/n5BWy44sq3pyHw1uFVncxAbAa2zy8svDl45Q1O0botduaonZ2SwAODrVZatUEIdNqoCQ875eOm4oqZlHEprpwOMocdtKSwy8mo0CMu8Ai3ZPweqxLnVYJdcqBDBHQIgE56k5VcaehNF3afZTd8Smg/TsZnSCmFamqJmpAlJWZKmGWarmxC3pmG2/nAqhICpUEv63LHWSMbzpkp29SEdT5pm42aZ4d0CyOq2VHd/JR9ecG5NqSJm0W8lE1ij4pYIgm6ltNdC0Z0Q1B9JAJLSuk3iTk+W3KkltLcikBBu6WoVj2h0Uwp10ha9dxWLbfOwCpV82sME86VpHtzYCCsHlF9yrv8Bed8yyDoOObSr2jH/o3/7Wn6qQp9YZOrkmDvu12bBgXDKD18RgMb04qXEnRe5mhENB3kj6k63Jxivahape5zRuSLQ7qlpH+VqEbiAu35qosgQ/P+0fPwkMls9Tt1ywryUEQ2qSEn6F2e5izIxYs/nL9+EYrE1PS1tMGxZtl4SDwV084FxZNasEdYaVDBHIxOpQoWhjfwcvNapRbt5JaVN9T33vNx1s8zvNfb2sPnkf1XEwcvpw9fLbx5s3n0euf5yupOYP6+f/zw+ZM3r9b2X8/v786+eT55+GT49bbr52XF3obx7Zr97Yrzp3jynntS2M7ouIDK/XOLEGia1S3MW5eGpONuni8k8yUk41uxh1O2hQn9/JR26enIztPR7TXXSpg5rOtw6FqMQXxgmJPyURJDorFXC4+2HMs2iCfBH5MDHfArfDXUN+9diymmGdV6YY3RRYpZBoaU6KAGF9XiY5Q6Zd7XJcI+zqe/Pf3JP9w68x8VwAx0Z1pnw+dtsk7Fk+S6BxM0djtjvJQJHwHlCYDNWKYU4/UmRhybWnxCjgramGNibALWKb6al1OPqv8w46OrXefSYT9U1mYTIajoTJDvkArslhICsFmYQR8vGDCQjv/lRFl6aVKbmvdvEmiMit5Cvp2mj4l0QWp4lteIuVSMuehZVkw+slEctSW0s5Xw3PPHrneldymY3Pv318A06G1YITmAYMc4/Vz0aEyrMkkBgtY6TfZfa/5UT72anOVMLZl/3JtNLmov1XyljomDCwGSEUHT91wp/YYoBuAZTbUNtSqrIDah8TodWpFxbXHz+cvnUfOsgzVmZ48aqEkpPMhudzDqjSpEwC8aj6lmR3ULMcVUhJeKcVN23rgA6+8vEvaeobSe6OtKh+Mq2NxmM6fexK4zclttlCodLkcOuy5o/Z5S/zW67Vsc8iaHVqYhFMnxWRLsTT44DV17vTX7ckNuHaSxjo1t4bI6VcxCiRxAEXTznUxXwBJyu6Ixw2RKMzuknhnVzq7716e9w3aV0MUlidhkDtHK7wmWn6pHNkD6aawOCsoV8LPYbGlUX8WoL8U1VYDArfUkWA2vJ71f1KWUkxxCmItWpEZc4pv7wx7pLJsSMsQdabLC46xsMBaNUvS8z/r+71jf3BJcr5QXdrhr5EPsjMqrYCAUVNMHbQf29ILhECS2noCp5Lak46EF1KpTgPIL+T0tHUgkjgYe1Ev97fRKhLul19+J0Lav7YwDyXU4Ns9lWBy2royZFqLWZa1gEl5PvpB54o/p/95EKK1k1JZiOl3maRspqUX6tH1ePchlhnr1SD+9Xk+vUtRkt+YWV/VQkfEtAzpQ997TGfGzFd3+k9DR7sTB6/n93fmDvYWDvbVf9h5u+heiuPCCaPTl0pO/vXl6+GL24OXU7rPJo6dTbx9FXu3Yni8bXi7a3iyb326pf9lO3omb+b1tBV/mdWQSg5zhOevKgnNlxb+RUo0NK8ZM/SETMT6mn3PTh0Qg9133ypps1NbjEFZoeUVqZaPZQ4iGOSPTxqVHE/ffbDxdNC84CVE52N35/WDPCboTG1wPbyVkk01fUSmlGgU8wGl38kEuF2eC2W3LOHnRLGGigZTzfwK+/39ulFwprLvdDL05wKvk+/FOc4+7/hOyDRuKsIdIxXpiu+zK99eKcyoYYIWkx61EhiwDSbd4yqWf7SX0H887+UH2n880n8jEX+qjA9vq6qMxP18qrq7rNgQDZFd3ieoYytVaW5ffcbPGR/NPeFfdiWHXhFjnhsj8pPC8NDjHHt6UQrRZJEPH9qPxlWdBwxxZOAprQufdPHkd3wl16w2bG2tkCb2gK6+BUgvTNaE5bXPzy7ZxRbu7/LLwm3rOzQEqQsCFvHg1OTQlz4T8kIa64FqWLW2uobjdRFvd6epjIFktw9lJVYJ5BkQsGiRiiTOpifWltcXhnaBqzi+bMtGGVNgIq9tFB7pEIJ9/cHhMNz9hXQnIptwDCT85EZJOysgOfCMNmN0JSG9qyQNBysnocj6pTEmv1DFrjYwaA/y2BJTO6Uyj9FyigM5Seq8wiAUyaC6nr5QLKSF2lHb0tsPB3Vwo0tjdKmlrhmfnFdeXtgxCaLgKAg/E1cq0CqPKZfJEBCPDgqmUdGrTszHvi6r5FDETK5Hz5Sx3RDzVmtbW2dKI1fXnIopVBqGSO2COq9FOXB6suqS1vaaspyUHXHWuidTEM/BCIrx/sN6MvSlSQ/1DlkUNf9Lqj2OHYP8b8GUtrryF2n5ZdPM77ZfZpCvNsiK4p4toJB5L+/ZWTk5pYWF5Q25pZ0lpY/HNCzfyrzXnFbV3oMHZgIsZzZ+ndx//pvZ9HKWzpw9PVhHw5l75GNu2wA/Pq6uRWXqnx8JNhSVTdlLMLZ4MGVZ5VOnp6uN/n/mf+f2ZjBipiQjm0WxaZEjSYVcD7boep29gyMMdM9CGhVhTC6K8lZ+fg7vmmlUwR2Dv7T30HvyUOHoxebi7cLC7uP969d2rzaNXKwfvVg4e/7StnVZU6FRNpieTO788u/vuxcz+7tLRy43DF7O/PB9/tu55MufZXfS/2VK82bC8XtZtx/F+GuPql5conQQ7xbPqXRtSTM1Zli3kZP35wZY0loeWGNXMMVtsIVoiRouj0wSYs2xmtkxSZ3RgggHW8LBiesW39mLux7drTyc10yqQG3FDBDlJ59fpk6bFlHWFUqVF5MgHmi2sdoew02GjxAOqGUTtIB+ing3MjQUn2BhhxndVOR+1SJvMhCyhAiyj5kprf4dWdFhfzf7o4Q67hDMe+RQTbOzNFnVc5LI7nDJU2MEZGw9ueRPRJkJNWvd3jcJ0shNC1KBqG0paKmrlfB2LKcUgSCyOMh2Sfgn2VdqNG1U5QAlEsG5d2IzflxtN7lVbfM1mTQpsKZ5+hBbZFrXLCoCcqrEdt29NMrwtC08Ppl27WZZR7WTZptzJh/eWIoEEjqn+S8ZXZ/NusFm2+XszAF5OjvKjdkPGVzfPF/VlGWeIO8+GujSgv8v4w39UfFSOK++gNbQJK8923fhfN3+PC1YoUl2Z0GOxWQOpH7M8trAyvO4SjrkFU1HVnJU5IkeH2d1uarOV12Y39/mirOEZy+KoeTkqnvSSIkH+mIxuwYOJHQ2NjeVtqFYWG+qgNhoQBUJUvoRWa+R0OnCVOlSZElskxedJqUUqSrGSWamnNetYOFM/lI1FYnv7sCxW0CiclRCHwDDGbVB2Ha4Qg0AQAWJMLUXKlTOkLIlGp6drpCAhtY7qEeotKg6LA2XwEDyNQC31JgyjDp6lrP1mg6YUwG9sbgb01ne4Iw7NhK8ZhQWBGfCWwfZCePutzgEA08DwGChBYbOZeFXABZjj+nmvcU3viommyX9f/ScAvkNi0ndqQFXOokZmWetAPcbYN+AipfdcvtV2vA55tYvceru98Pjlq5/++fLpT5pvlmKxDsEV7KUv+j57v/2Tc6RjTA0Rh9WylRpFiAVT1bhWxdIgswCWb7In1biopNNpxoZGbUvDnjtMkupKZ8b/LPkzyt8rG1HBSSxar8VEHjZjQ2ao14ENJaVTQ5Ylr3yOh3VDpcAqw7XLlFOBVbFoDPnewd7Ewe7U/uvFw931g92Nt6833r7Y+uXZ+ovXU4eHD1eFYcivEMYWhw1n27v39PDVo6O9h4e7jw537x7tbr6+Pz3j02/Ggm9XZt5uDu/NS54PYV/EWE4eCl1T1pcLl3S5HQPJmGLGxhjB1Ri+/h+1iBzhonfdggkxak2DAAsuVw47ycBeZAvrjA50IEBPhrijKfXsWmD92fSDVzM/mtAB0CUeLl3CrDeKkW4PaygqndIQ43J8TA712/qjbmJ01r7yZOHpomdTAfMKEbqYLZb0xQJKK71A3PgNnd2u6r01oGkVdp/u0PQaR7RLTs5IXDHjZI0PtjpI1UYawMLpdPFBXgUuqFaY3SMWy6ScF0MIYhiqFVlWn9VR1MgnKetq4fhWeUi8igJKQMxGCL27pRXL6xDpanQ2pJ8hVCK8SIaPpB9RquJSoZ9kn2AG1kR5yAvFPZfdKyL9GCU8I7ROysAt8E3v1rxhbMTh3EmtL2pWLFRn2vsZnBa1nC5S2Im9mhrlDDWfcBli7OrTgKROnGlOfQZ6868tH12lf/1fj//meP0PAHH5H4re/79lHxZqb9epv2X6O6VqhlVrTZoWBL1eE2140rkSkE7pyHExLEBrdZCrdKxKvbLd7mckwrKpiGw6yhpOSCbtyiGVwlpdWZGfAejvMCv6Y5wOZ3+xmlplYADMEoiX2WzDVxrIlXp6tZ7fYmMDzLIul44UljK9LJKBQZHikCIuOc5HhFT4OJvtbxT8/zzU11Nch6Kge9d9ui9Tt6bqzJyZqXP38c57297O2ZZtWZIl27JyQgmhAIicM4icaXLOsWkyiJxzA03n3L26e+W1esXOgJDMfThV9/sbfvXFNW3kRYbGBl/ITrybW1VZX9JdUdnbWl9Xm5WYFP08uGOwKL3hcWDx5dyuiKqhmtjUpDpBuVS2durex5fyLpWN9lXmirJCiwYWRlfEgKhb0la8IogSRfllJfolVgYJWjN7ahM7BcHNxXerS+61jDRI21rXUyqz68U597pvXnrq31Df1zjXmTgdXTmVHZYTmNodVTibESF6EDd0M7rtZkZdTkBa/Pc/3n/vPy6fejf1l4ulhSO9p4ouvF/445WO29FTfs8SovpalQuLquax6qa5Qjm1GdeYEFKRUFI7mBvQk/ZNbfGN7sUu+dyAvipf9KX/rz+U3yycLkspK+qqXxusEM91yGebJOud8tXmPXGferFf3Vm40V+1UT5d8E3tD39N+nzOVF2xFvqW1yc9ONC88lqPPbbXHvDQZz50699wZtaj9R1i3Ly8+1r+aHT3eOmQeUHlQ91ulDtycMcu/LUDO6Jsu1PDc509Lqndq9phxAJ8LNKxEPTGPKQZ66wOrOlMnh0v35qp211qly62SvMD+q79PaU1/uVO40574nT23b7SW11p39Rk/FDb/LRvMGFqumh1umxjsXZ7rU1mmDbSYuRlyeqzTwWxP9RnXGjMvtTQEzmy16fcHjfOCdUva3ZmSzcW85fl3fuGZRNtsls2wS2hZqppN+F5ekR0wHhr00zVZM61+uyfcxYyx578LejB3++3hXbMFq02Bg/N1u9MVm23xU/nPxAWBQ42p8xudqua8weSU/Ny6gp6l1qH92r79xpSC2Muf/FTRVpjanrT5dNPSp63pFwf/PbdkPvRz8OePmuKzx1KGx1rEo/NzSjo8RFlV/N6bdF4QU5bTOdS+rKxEea3cmuCHgl+65JVBDY9eNR7pVCQt960r+vXNMY2iMeneR2xL1SMl07mParv61pdWtwYW14ZljVMyup/Czz/NO/+wLJg19okg0UpnU/SFk5f6/74f916N6MjoW+v/ouCq/9XzJ+i5y/nvHwystU1NzOxM6t4Wb8zWLKxKVStdCmHBBvd+ct1STMlIWOCkJH68HFh6vxktXiqWixul8lH9Nuz+vHxLVHfxL2LyRlPBhteLFZHjufe7Kp8MlAZONQYM9mWNFMVMV4TOdEQN9WSONOaODNYsDLbLJnrkY207A81bY+1SF62K5uSZmrChrsaxQWDTTVT5Skxgoc/R/r/8rS0sqBssKxUVNE/Pp2bV5dZnDOr702dfvhR2ru3ss/ENUY+iL4fEntbhS0EFviHl+dWtm9mB45H+L9omm+YHpTvjJv3Rg0dL2YynhfnROULYqt6q8fbKybqs/rKohtKgur6mzbq+wazutME80lCdVNiYWptcfvjtHvBg9e6dxsepV9P6wvPmY+JGPcPFQY8FDx4GBnyODHx3E8P3vvDL1+9G3b5Ql7daP95wU/fV5y92+0fOXQ/Mb+oqXBnflw1ND+8qtmYVS5GNaYECKKfpWb5nYkL+zA982xDa/5aWe5UUkTpL4E3014WhpTG5xfWj9TuTjftrQ7oVgZ1W8O69S75tki9OmJoK1obbRtNH4x6O+fTtxO+XLa0VK+FvHXk3H/tUb32mI+9wLHPfOwzHXsNxz7DK5/xlcP6ioBxuWIktarrlsAsVHNSFN4ASRn+CqIoCXxgpmzLit6ULln3Dr2+vdEWPV/6HdT/0Llafbg71BfYVx84PJC/0leyPt64t9Aq3exTT1fvNEaNNwSNlgcPZVzrzL3QEv9hedIX1VW3ultChzpiRgYTpsazFpartnY696VCpXrcUBU4HPC/X/j/3/cEN/JFBUOzVZtr1dsrrfuTXcqx8q2pmDHV6JJydU+/bgTlMK2n5C+NQznr194LuPrln9MDLsX+GHfzw8vaeXHaxfL4L4ryfqvOu9Kef6enP39lsmq76vFAzpX23OtdJff7+lNml5ok863ynorljpqZ9ol6wXJRwcsXdwPOFMZntxaPPrge8PZ7/7r8c2bis9Ff7gZduPzLp//+UW1i7srLjYikrEphvli/NKyoaV+pWNHMtqxlxoz+OqSoJHy6rJHozPEwKTr5vPVKSOmvjeU1ooyZ4ssFVWkPVta6cDHdldovHZTP1uwulGwtCDarV/Nr1lKjGsLfTvkk62WUSCkQWzq39HXb6kqR9vbpju//e+TfmtYKtvZWikZfnEr+PGrgt2ZFrs46ub2wv7mgGq5Ya4yb7kib68lc6s5YaEmYqY+fKo8cz73bW3SvrSVocDBjfqlxd6tPbVyHZvvllYLZnNTmkF/rcx+PFD0dSb7cnnm9s+LpUEv8dEvCTHvyXEf6fFfGQmfKfEfK3HDR2mKbdFWkXupSzLVKZxv22lNmKgMH8wIaG4snpxdURaLmkMoEv7Bn96Pv5dTHN8/WlU3UTS3sDLatdbf1uQ/48O7gD9o/e9Z0Omngzt2agOzsqNXttqjOZ7dS/TJTqxIulj/8LbRqtmagbXmzV73RreguXChP60gPFFTEdHTnTo2VrrVET9SHjNSmDDe3DNXMtlVvlNVsF9WM5iUlpYxNLNdMFPk3//R5wk+nnn6d0vm4cjM1ZPTio97rZzPPP0x+djH0wadXz/3nx5+/+6dfb99Myh6t/LL4u58qLl6rvRXw8lZKbVJF6sD6kFwlMcoVspLy4oSKgiv5D6/HPfz57J2z7z94ej6rMnc4s6DxcXxiVlddRFHW08C4psaB/tqV8Zqd+Xb5WrditV02X70tESonBZPdWV45APYAACAASURBVB3x2eG3eq+f7rn4oPH6tq2revnpW69d8jde9WuP4dhjOvLpjn2m1y7g+MB45DO/9oDHHuTkDf/Kjm4VDY2F9RtH1LoxLbZg8ijw1cZdRZ/iQEHu90jzb9bvNC1Kupt2ajKhnqZFQUJj1J2Sq0WVD0U1URPCotWFJslSo0QyqLauw4N5C50Zww1RExf/e2LwXwsTvquJ/liQeapWcK+57H5D3d2ezufDPYlTQ9kLq62SHaFitVEykjqT/nVazpmUpcrVweylwdSZ4ezFqXb5dN3uUMigqmsTU+t1q/qFut2XhauUAgd2zM/PZp55/8MHpy5WPul6fjqpIbWyLaKrMXBkuW63O3q8/KGoN2epP2d5qWGv7vlI8b3eqoCB1tDR6dK1jU7p3pBOPmYcadnMbnmROxB+6cLllIDcyvTa7ITiz3/+6vvzfrlZA0XtVaEvwi5+dfvc384nBBXkl7YkVYRlNqcWTkUK1yurWyo2tUvTht6GuYhZeaaOmx3dbZnZLl+GmmNbAyNybnf0JJenJUT4hfv73V6dG+itqatPb9ob0k0lTlUG9neKmmI6bsZOhDwb9f+t4oe4wYAFQ8tLSaFYW7cuE7QpK04PfHy5+fSUsknUPxoUEfGPJx+2roVYvCsGxX7y3ReDxSt1YWNtSdM1YaOVISNVwSOVoWPl4eN5AZ1pfsWll6t7A4bmyjfEAxrNGqTcw1pqZ2PiS54/bgn1q8/y78i5L0r4taXgvrA5bqoteb4hbro9Y6E7Z6kzc7ErY3Eof22lS7EmVC90yhda9sfLNtuTp1vipmoShgUZwqam2bSqar+0oJDc5OjyyOTGsKbFOqFkQjix0FE+1ljWgEFQzWTZtf5PbjecCReefyK6f/HqmQFhxeB+0+XYC3cjnj6+G/3gwfPK6fry8o6GuLH6yLGMoNqiFw2p/oJCv05hxvxiw1536lxl0HBP/lJ/70J2d5FI2Vax/qJxListOzqpKiu0Iyh6JOBqmv8vYWcjW2/U7aU9GjjzbPDmV/HfXQ29fzn68ZWUx/+48uk7p76JzImNG4683nktZjopfDr8y74fH3T75eQUbo+vL0xstLQPxb54EVaYfEcQ+Lwk6e7N8DOfPH50MTEzoTYiOiensrWoaTg4tDQtsqGxaqK2cLg3b3GocE2YPNcSOVYR0laX3BRyMbAirsAv8tqttt+evXwSInyWLXoa2n/jrVdu9Suv5thrOPYYjnzq1179a6ft2Af4DkyHh7bXB9Arl+3NMYrt7BV8kZl/vmW2aks/odONaLvjp/aa94ajxxYqNyfLNuqCm1ZKxuExFblgq7hTc+P/XG9/1NT3fLj68WBH/OTLgtW58vX9AfVWl3xXqGjJHhoRrN1/Jz38w+KKh6L072pTvxSk/ViQ82up4HJT60Nhe9jIQPbiaqd8unZnrmprp081VbSa/X1RW0B/a/TLmuCh+mdDgyUbE5VbA1Hj86nzxmW1dl7bFzVadqlxpHRqdW5DVD/3+MajkGvh3Zmza03yR5+FfvXffoz+vrLi+fB+p7QvdabjxcJEpXi2fne6dqcrY743bXayYHUkZ3G9TSod0cnHtNp5a3fFRLBfcsC5pKuf+t08dSv+WdGzuJhHj9M/ee/Wbw+DHmcFXLj0Y9CT6+3CiuSihI7xUuFiW/row8S2iznlz+Z3+0a3B6NLHvmlvNexnjoirXhefqZTXLaJiLOFMcntP5d0xX7745nvLnz1NPaHidmK+qqa8c6NxM+Kz73/dKBa9EKQ4dcTINQUPRy4/rD117Lp6GFpcVDh+Z39yoWdwpytG8FT//m06/uuAUFjfLd/xIM7eR/M6gYtEnXA+xGJZ2tqng7WPBmoChypDBuvDhmpjZpsy17pKJwtj6lriKyq92t4mb242SPfGtRaZeS4cCkkqezUw5THWTmhQUVpd/rTbnSl3e4ufDpYFzvZnDrXmr7Qm7/am78qzF8ZK91capNtD+nXepVTVTtDucudyTPdOcslCR2leS11zcNBcUlBqVGhObGpLbGJrQENa2V9e8NN/QMjXat5Sbnd7S1Wu75yO/ydpI+vVH4Qv3HzZsiF+OhHK5K+ot6483Hf/RR24Vbk7dq52qKGqrQnlYJAUX5sY2piSU5gfWPAYH/a9HqnfLlL3pu3PFa+PS9UN4gGOjY6q1dzqyeyQhOfn4+4dTrvfJ08P6wo6HbM9ZLJ3KKNjJDJO3lryRfSLt+NDIquzXvUGHku8+yFlPMV02nhnX4J83G5m3kxC0FvN30TMxbe3d47WtbRnN9aXjJcWtGa01IRWJOSVlf9/GH+pS9in15PyEgoTU2rKCkcbipZ6RFs91fujHcoW8rmyhJ6Sp60FT9pKwxrL0xvSUoo/Pmnq/53H6bVx35XcOp03fd1ktJblb/8WHnhrUOP5sirP/YaXnnUx17Za4/yjdNw7DW8PgKOD42vfaZjF/jKZ3rN4cZueevz4eyH/c0pcyst+4phremlviNiYjh/Flq3bDVvzRcui5t2jeOaxcK1lhvd0uzF6ZiJCv/+wru9XQlTk8VrXUkzHUkzsnHjUrdirmm37F5n2g91bYFDheebXpyqyf2lNv9yXeXt7r6oiZd5S6utkm2Rdrp+Z6JyqydrabRsfShxpt6vtzpgoPxBb/0z0XDx+ljl9mj+Sn/k2ETe/ErzTltoa/mj8r7iucKkvrLcqtSwzP7KsY6EkeWa9VnBXPAXGTFfVId9Xltws6s6ZKwra0lYtDbbIptr2V/tUqy0Stc6ZLM14pkasViolo3qzSsW46R5qGC9KHj8t/eflKdnFBXnNQ01GEBEJFr6/Oavf/jpwy/Pnb1y96vp/Za2we6RsemlbVnnRlPdbHp6xbOHMTcbp1siK1L/7ce3f477NLjy3KPSc5EN9yfVPfOGiZzelPjme7WLob+GfpReHp5dGpZfkZIQm5N4pubGN5HFz2qTnlaGVEcIxE9jVx4G9l75Kf6jWXV96VRI/0Lc6m5Tx1Jm+url27V/Ec51jGfvTNYN+FVcja65rdJMdJb2ldztKrjVWfN0sNS/tzFmsil2sid/daRFLqzf6CyeaC1uK44oGnkxvd0qW6rdUY8DK6vbkYWFXwfF/xQTG5nQFHdLmHa7O+/JYEnQSEnQcG3MZGPiTFvGQk/eylDx2nSVeKVVKu5Xr3XIZqq3xwpXOhOma+JEL6JzS8ore8bGi+saSxsasiqLizoLYmuCa6fLOlbau0YGd9csXS3d2zszI/O9Y+aau+1nbuX964HodGK7f2lu1KN7F6c3WsIbb19M+OZy1PnyKUGFsDElsLI6eHCger25fLYta2qmcG2hRrzdq5BNGJc7FS/rxJNNsoHenZG1lUHpcGhh+P1HiTdD4h6VxTbtVYVV+X1y6S+Pym5mbQSGzl2Mmrn3bey354J/upnnHzoQGzwc4N92p2NbUDyeUiUuF6xkpM76XxT9lFKek+1fl3U1+flPoXnRnS8ia8vK+0o7h5ISG6Ov1EadrS6IaivL62ioHZ/olAmLN9oyFkXl26P1+7X5c7HBucHXw9MisgtKGovbBhMFdUFJL57FRXwb8PW70R8lLwWVrGTdbLrwfdOlt458+iOv4dhreO3TerkNL7v6xqV87dMd+3THTuUxu3uMKFweqc8H8JvwVOZCd85yx4uFsfLNbZFaNWPQrYC6WWBesLZat216qd9t3pN0yhVC5VrRil4wv5Y1W3izJ/NWd8WzocnitYW63bbYyda46Y0OGa8g1cPa3oSp/KudjU8HS6525v/WJrjXW/1koC9tZrlhd6dfLZ007o3rZ+t3W5Jn25Jmmh6Kyu+05v5SWX+3tzttbqldvjluEE8Y1pr3e+Mm+9Nmh3Lna5K6eyqnJzo3prqWapMGs+833/lHVPHZus3Kna02ZchfcgP+LSb0vdLysLHe/NWB8u3x2t2BgtWNZslctXi+bne9ZX+iZL0/e2lSsLHRtPsyf6k6aEgQ9TL5bndhZFlVY8752+cCw4M2dhZaNgrPJ5w+c+3mh59/FpD0ZGB+SSpTNXe1RFeEDe83l3annQ/8rWuzY9++njfc8Ot1/5iEiEVLtxLczGmIn9md2VTKeiY6BaNxjVuxwvWCbfl8TmVGTn10SVTtL/9v8p1vku59f1/UWxYy+eOT6V8HdaXX075P7/DfIBtPPf+oSVQwsVzTuVrmV3jp669vlwZ3a/pMQy/Hr9edfTH2ZGy05cVjwYtrbWUBotIHfbVBw92Ziy+bJNP9qqke9XC9pCN7vCywquZhfXtEj7B4vEYgEitXyybyzgQH//ow++nT5uh7wuQ7PWl3e4uDR4oDhwseDRQ/HqgIHqmNfNkUM9n/Yn62YnOjdX+tWTIt2HhZtNaTOF0T2psRnl9aVTW5ubu0axoY3Wpvne0cmK/vHeqYGOmd6R9fmO3tXGpv71RbZtOrwnNHgmI7bwXH3owaCA+oPnf3tx8vffzb4vCIxLIUnHjnZvD1vNEaQVd3QVhvXeDwdP3e6ohxuk261CHdnzCqZ4yqWdNqh2KocOVl7e7MgKbn5Xrv7lTpQGNqeldGSl9mdnfL5EDrXu33jz+7kflLhvjpvfHT1/p+Th8N/CLkbxeyf0pfSC/YzMyZypzVDNZN5HdLKrqW0js3issXy6srhWVBIyG/pD65nhoX0PLiXltl/Mu22p369LmMC80xn1bUp0x11qwuThu2xvRDhasVwaM10ZNNCbMVRf1RSbEJSYFx0c8y83NLW3tC0gueP09Ozc7+w913Lzb/VLqVlDwUeqf9l6CZ528deYBDN/DKbTryql32NRe68Mq1f+zTHrHyQ2zLZ53jVWN2aMRLiA+21Orq9cXanbHS1fGyDVH+6nzj7svK9bW27fVGsbJXSW6CyLrNtgBs1omnMicVbesrxUtND/uLb3cX+/WIUmbFQuVs3V5D1MvBnMWNFsla0+50jbgxfFzwUFj1RFTi1yN42FcbMtKaMjNVv70tVO6P6qRjhumanfqI8cbIiYaQsdqwlpxf0qp+EwgzlxZaJTsTJsmMRTpumG/Y7UibGyrbbEidbMgdmBTOiwrm66PG94Xa+LPFER8VtTwb6kyYKvNrCfwk5uk/80of9fflLk7W7QkL1kYFG0v1u11J013xM+1xk7VBwzVPh4RJ00NZS7l+vSE/VPt9mzpYKX58vqywobSsse4f73ydUZqUJwpPbPX77Oev/v7etzcCnv7w+Df/gvvZ7ZFNK5k7dmFiZ+ClvICUlzlJk8G1S/Ul2UPn/3Z/qL+OO5bPi9v6p6r3zGuixf7Okb68lrSSibBZcdvq1mjfdmlozP2L/3r+4/v3856lzXf1TqhbzhV+l7kQWLwQf6fsxxVb3dXSC18++Zdf9JlfIz9fVPf434w78861ofo2YfV4s7z+eslXM5vNWSn5z78VZF/tKH82UB7Q3xH7cnNQtzFtXhjSi+olNaHjSd8IAj4NTX2S3tTaWtwjqJjPmjJU34gKPn03IyiyI+GBMPV+X8Rvrck3uzL9+pKvtGdc7ci51V1wr686aKg1bEyUPDVTujZfJR4vXu1Nm2uLnax6PpzyWJCcmtc/sSbZIlYGdD1FK6KanYVx0/iIYmlBMja20Fw3UtdQM73d1jKfE1T9c8tC3rMnYaWDbalDT58GBFQljYnqJ2fHlouLyn/zu5vf09g8PFEU2ldyq68jYXq+VbLeq9roVe2M6HdHDVv9qu1u5UabbHtAtz5tHJlcnNpfaJ+ca63a6K+TVGcu1DaMlw7V/fXTdx4khr6YT/y2/myvujNnNPXz8L+eL/o6Yza1QlxWOFu4ZVlomyqc2KmdX69ZWZkSrxvVy+bhovWqxK6CxJ7GzJXcR/0FAYODVeLJBkmZf3/OhSZh8fpMt2p5WLvSqx4sWK0JG21LnCmO7w8KS38YebNRmPko8Fp8YmJb10BKgqCzaLK3f/Bi1U+3uy+lL4c+7bz7Q9kPZQsZb7322k5OsJMT7OQEOjkxnJyoTk6UJyeak9eqE9/uiXPzd3j52Fx7oGyhpvtVpcOTidOj+ctTgu3B0vWejMXWiAlR7kvrokk/pCPWIGzVxmzBa+XrA2nj4j7VaNHqaOJMybWO7DON3SFj83W7+2NG1ZxluUUyXrq51LC32iqdrtjuTpxpCBmtfDxQGSBqCh/vzl6Zbt9d61XsCjU73YqZis3OmInaZ8Oxt6tv/PxbxoPnOb+l9SZPrDTtKSZM6kWrYR3SLkFzzbKBgtXBjOWaiK7GrIbZhvXRrGX7ikXTqYj8vLr2UT88Y6kNGzz3x9AX1xrzLrQ0hI2J8lcna3cXG/flgzpR+nz106H8u31Ft3saHovmite0c9aZZnFZbMfjC/E9pXOV2TPv/vRNZEF4QXXFnehf8tqTAxJunL1+4X/9739lJpamlOQk9Oenv8wObHrasFYqZrfyhlvCGvMbtI3R089Pp1376Nz5U6e+W1O0s7/L1xVDy9rxdWJhRvlybHpyamNqRtVRMvRcjq6WN2UPT9Ukhj26+e2l66du4WpiQTKTuhybKY6JHr3TuP9sAs9r2K66XXDx7Xt/vJl1pqiw7d1/P5eXd7O85kWbsL1nPCeh5PnIxFjU2eLsS51VwSNtKXN90S/3R3U6ObW/ic2PGDpfLCVfq3xw68nlx7/Gdz6LHLlVLg0W073Zg2k3wp9HZ3Qmhg2k+PVFXGpPvtGddrMn4WJr0vnmxAvN2Ve7Su/1Nz4a6AsbncxenKvYHitZ789ZaUuarYwczQuveZGR0zUy2lk6VnG1sfxq13D2srhfLZu1WfYp+a5tdU0qnBDO7g60rWRXzYWNaSuiSp/cTrlTtZvaOTk02KpZHjOsiKQdfRN3k54LRGX9kvGh3qmmiO7uhKmx/NXZsvXNhj3FqEE6YZSOG+catkZzRleXVqckWwMzXXpYPjapelm1P9epmOpWL7zUd3aNB4TcDCoLix24fbb3511ypXAxOrjn8qXG90InnifOxWXPp0rI5ZebjWJ5r0IzYNLtiqel2ilAmDQ7njzVGDaUfqM7+Vp31n3hUPH6xpC+M2e5wl80VSFWTwH7I/rZOokwc7Eu8uVA0UZz9Vp8dtvzvMfl0y8upJ2LrIsLy3/y8/VLmVmt8aVJ4cKb/j1X6nQZvzScCR31T+l9/BZhVSTdLo3+uTDmt6Loi4UxFwtiLubF/Job/UtO9K/ZMb/mxJ/Lj/wxIfCb6IDPYgI+TLr3t9T772bc+yDz3odZfu+9uPGn5PsfpAd9nR/wSVbItwVh3xeGnCp8/Fm23z/Tgk/l3Xkn9fbfUn/995hrf0i8/ZeURx9lPfk0N+T7otDTRYFfFfh/nO3/Ydbjz/Mefpx9559pN/+ScvOvKX7/TPN7L+PhJ1mPPst+/Hnu40+zH/zrhd876bf/nvbbXyLP/vHhN//z5sX/jLzzTsqjj3KefpX35Nu8wG8Lgr4tCvg05/Y/0vz+kXbjr7E3/h7h/2lWwEfZzz7NCvjgxYV/i770v2OSL1bc+WfG6X9/fuVPMVf/kHD1z8l+72Q8/Dg74LPcJ5/nPvwo88afU67+MenO31LuvpP+4KPMoFMF0ecFj7/IvP6POP9Psx9+mnf2j2Hf/8Hf/4eMyx+E3vgs7vEP6Rf+Gnj6D88uvB18619xl9+LvH0q8dRf/L/7i3/slYrwn4quf5p85/vU55dyfvwg4Iu/Pfzs7btXPwiLvlwU8kv2wx8S/L9Pvn8m6cnprOizFQFnsi589CTwTFb4z8W3Po4M+SnjzH/cPfVv929/kBJ4tjDo57yHP2bc+ibi6rcB907HPP4p4/mlF+c+ePLpf9z+5Z3oX/4c4vdJ9N0vo8/8KfDh19nn//w8+EzBrX8kXvlj0s1/pN1/P/PuuxmPv8gN/qHk2amix1/n3//wxdW/xVx6L/T0X+5f+CTgq/f8bn8T9OyXjHunY268G3H5n4lX/5Vy5U/Jl/6YfOntxCt/Sr78dtKVt5OuvJ1w9T8Tr72dePsvKff+nvrgvQz/j7Puv595918v7r6bceufqTfeibv2XrTfl8nX34n95X+GX/0/8ffff/H0y9ygU4Vhp0uCTxc/+S4/4Lvspz9m3/4y2v904qNzSTe/Cj33nv+Vb0Kf/Jjz7JvCR5/l+H+afe/LjF/fD7/+ZfSNL2P9Pk+691HKw49f3H8/696/Xjx8NyPoi9zn3xUGf1v84JMX1/8RdferJL/v0m9+Hh96vvDR13n+n2U/+SIv4Mu8J6cK/b/MufNF3J0fEn7+5NGFr57d+T7mxqnQe2djzn3y4NLX4Ze/Crv+TdSzs1l3v4p/fDr52enUoHPZD7548ejz3Lvvp99/N+PuP9Ou/inlyh9Trv85+c476QGf5939IOvmP1IffZwd+GVBwKfZ997LuPqHxMtvJ9z6Z/qDT/Ovf5R+9bOI699G/vTps8vfRJx7//H3f/b/7cPoix+EXv884vo34Xd+iL3w0dPbp6J++vDpW3Z4vy59SBArrIjvr4jtr4jrq4jvr4ztK4/pEkR3lkV3Foc35T5vK4kcroobqozrLY3oLg0TFoUJiyOEZVHCyvhBQcxAUUifIGqgOExYEtpbEtZXEi4sDusTRItqk4bLY0TlMYOlUcLi0L7icGFZlKgscqA8erAidqAiblAQKyqJFJZE9ZdECYvDhEUhfUVhwtJwYUl4X3F4b0lkb3FET3FEd2l0b2ViX3VaX026qDypuzp5WBDbXxLVWxzeWxIhLIvqL40RlsX2C2IGSiJFJVF9lbEiQZyoLFZYHisSxA5Uxg+WRIpe+Le/eNSSG9yeG9Sd97y7NKK/LEJYGtVfGtVfGiEsjewXRIvKYwYEUX2l0T0lMb0lUcLSyP7K+KHKuKHCkM6qhIHG9NHq+KGC5x25gS2FEW1FMZ2FMe2Zz2tynrUUBnUKwvqrokbKwwdzg7uygloKQtvLYnsLItqKIruaMqZqU4cqk/sKIzpSH1ULYvsqk0Tl8cL8sOaSqPai6M7c4JaK2P7i2I6iqPby+H5BTH914lB1wlBucFtJWF9xWH9F9HB13Eh+SHteeHNxbHthdIsgoaMiqS8/oqUwoj3zcVdhcF95fE9ZjKgyZrjweXdl3GBplLAkor8ksr8sWlQWPSCIGSiPHRBEiwQxovKYQUFcvyBBVBrbUxTVnhvemhVSVxLdXZ4sKkvsLY7sLo7sLY0UFoUL80P7CkOFJaHC4lBhcZiwOFxYHNFfGiUsixaVxvSXxw6Uxw6WRovKokVlUf2lkb2lUX1l0UJBTH95lKgsRlQROyiIFQniRJVxA5VxgxXxQ4I4UUWMqDC0szC0qyS2qyCqpSiqszhKWB43UB47UBzeXxTWXxIlLInpLovpFUR1l8f2lkV3l0b1lIT3FoX0FjzvKQrtLQhvK4hqzwtvKI7pKIsXlsb3FkV1FYX1FT7vKwjpLYkSlkSJBDGi0tjerND60tiuwoi2ooi2yoSBspie8vi+ygSRIE5YmTggiOkrCG8vCG8rju4qiespiukqixWVRIqKI/qLwoSlUaLiCGFRiLA4XFgW3V8eO/BfwATRA2VRorJoUVnMQHF4vyBmsCJuQBDTXxDZVhDZUhrbI4jvF8R1FYa3FEV0VsQLy2J7CiJai6O7yhP6skMaiqPa3nrtUp2cvDo5OT45OTw58ZycuE9OuJM32KFDi5hWtJJZ1fakem/1yHXgo33HDOPFKR7kKYsTB1wM6nHRB4fOQwZhCDPOQTwHu3E9w8OuY9erk6PfD7hDFnbjJgduciBahrQ6Wbv3wHn82vvm94OT48OTA/exgzkiYC9o4GxKxiIjrUoSNZIESNM4T9k5xIqCRkS+ozDo918dswwP2hno6PjQ5z3gWQdPO3nc5aIOfc5jr+u123HMUocU4XRwjuPj168PXr/yvDnwvnE7jlnyADM75ZuAbFOPWx2oiXfbjxy4j7cfOJlDF3PkoA55u89JHTmpAxfjdrBOL/fq5PDkte+N1/GKp3mT0QAjNpfTeeTxQqCVdkC4w2j3ghuSBYVUTVk5HKAPHcdHvmOH08M7nKSddDjdjJvWwVKQ0XlOWPcJT7rAjb1ZlU5McsDrE6fnGEVYNf87QbtxgrExryDvCUWwNs8he/jayRK0RYnz1IGTPfQ6j1nWqbfKd3UL5JGePbGSr/UoB6IoBSGoTg3JdvROl9Pt8dCki8K9PHNIoV4a9dG4j7Mf+NyvX786OT46OfC9dvGHLOM8OD44PPGiHrOZU4iBNR25A/M6/oSkDjGKo80AaDaQoIE3qmmjmrFoGKuWAQ0cbHZiFheLennS5+aP3dyxkz7kSB9HeFncQeF2iqFwgiBhjMc5D3vwyvP770cnJ69P/v+Ofj/inBzP87gdcxwhNlZh5VWUk3Q7jnniADE7YJvDaLPgTpj14BhuIUmQwGyI1QJoTUalyawFIBsI260ob9GCYphXOE9oxwnDeHCrHoO0PG7z0ISPJF0878Z4UIluoW6dnpLYaBn/BvO8IZnfYc+J0/k76ziiGTekt4ntTpvj2P7qxIuyMEP6cMCN6DjQwOGwDzE5zVLMqsQ53Otgj1jMx0BuD/vKyR3RuBcH3YTNw+A+t+M1STG4GzCzMvwA5l4zqNOgBLYB2MT5cM8JgXlMuM+Kum1acAcgpG8d0/LjA/74kHvlIg6diIcG3KSBg6SYbsUsmVOsTRrFYlijBWQmvRRAzTBhIQgjapXB+h0I0lKUzeGhnS7KDusAWI9ZVKRsCUC09iPngZvyIAaGsvKUhTPuIYYd1KqmzCoSMdCkhacRJ0e6adyFWXmzmtLv4fodTL1qVSxplFtKvVRr1VoAo021b7BosK35/Z1V2SF/SEEMaeVZzIXb7LAZs2otVjVkUaKwlsIBngAdhM2JWXkSdJCgnTDjuIVlUDdPuFnCaJfW6wAAIABJREFUbUddZgWl2jJpds0owNm0FGpmUYAjQSeDuhnMY4fdqIVHAQ43c4SZtlt4B+F24G6W8NA4T0CkVmHAQYwhCMW2YnttF6EsEA3ABGbTkza5Xb1uJqzssfcVCbFGJWTTkhTixRGHUq1e2p7ZlC/tKDekOvHS+tT4xLDOoOLdJOchEdKkM0rsTtwMac2ginGiqN2iMezxDgK32jXbCGRm7bALNNEggEGIdWZpTKbfRJ0mmDca9aBFQ9msvNVAbm1s6lWwRU8TEAcZOEBNA2raoqGsOhrUMwTIc3YPZ/fQpBPHWAwhcRSnKYJy4DZGv6fbXNqbU1rEGG8z2vQW1GoBEb0a0kpQ5TYi24JVYkS5g2j2cKPCblRSgIa2mRgCdBA2B2xmYQOD6CjMRMJmCDADMASZdTrQrLdDOGVhSYChQN5hdzk5t8vlYzmHg3XBAGk1oRBi0dmkKkhsRnUmLaregvZXLDKxZVeisCAWKwQo5HKtVqvVqfQGpXh7dWNjSSJd15sVWmBfYdzZVa6pjdsWVIO6MAtilm5q5OtWi5qGzKxBYzMbAZl2d8+wZkRkUuPmnn7FTOoIO0g4QLubwlkcwUGNSWKAJBhns7sIC2E12ADltlU8q1Vu6Q1yULmNyjaAnUXJ7sK+TmLTSzHjPmrexawq6r+cQAYWAXjIwkJmHjAgAKi1ETbcaQcQoxVXa827eqsOoizeQxbCLGYYgEm7XCk32TRvHRALb47o40PmlQt97cEPHNZj3npA6pyg2IUqHaiNx90HlJsGrKBOp1FKYQAnLQ7DPqoTg6ASw4yMm3YeOpxezsHBDtzE4WaWtvJO3GO3OKwqxIG7eNSNGhizlAC1tE3PwAYWNbC4iWNgJ0t47KgbtTnMSsqioQwSTL2l10pVJo0GMOghEATMVsAIWgw4YubclJfHvaCWRI2EbE9JERSgB81K2KZBQS2Gmu122MESXgpxYVYeNzNWBWbT2BnIxeNeCnHzpJtCXIiZAzQ4DjKgnoVMLAE6adTN2b2c3UdhLhJyEjYnZuZwgGYgB495eLuXJbyYhWcIr8dx4GW9Fjk0O7Qm3hKjhAWxm1g36XMemRWEeE4Lae0u6pBAWNCEs4iLJ7wc7cZZHuUIFShfl83Ljdty09a2dAmjYN+x2+EjXQcMQhhNkIz2IARjId0Q6UVttFFnk7g8DI+5CZBnMDdPuGwgbIEMGmB/Q72C8ka7Sw+iFrMGJ2A3BjkJClertNJts9VgJ0AnbORsOsaiYUADCxlZzMpzdg/PeDjWyTl4iiMpB2EC9bybtjtAG63cUq1sSpchwoQwoBkyoQQKo5BRC2n2MdU2qtpFVXuobp8wqWiLlrUZONjM4TYHCvAowOEmFtezdqudgCCr2QRDNhg0Aka5zaiD9FZYhyAGnMUcDsbj4n1O3uNxHNKYB7WxMISDuFll2jbaFQZMo9Wqd7aU0l29TKWBaRiyQyaTGbLhFgDUm1QK9fbO/rrGLIdYAOS0WmhPqt9UGLcM4L6NtIIopFNa1buoSYNbjAQK0yhCGEGtzCQ2IAopsCmzbCO8FSNNtAenPRTO4RSHmWCpDt+nXTDtIWVmGcnbNdsW8ZJSo7Sa9ahaCqllgFyilG/J9EoToEON+7B6AzQp7JCRJ2xOEnbioAOHnAjAI1YehkiUIXCnHedQEDNqDTKMJhgPw3jsZpvJBsIEwdqssMGsecsLT73xoG8O6Nce4o3b/tpNvHEir2iTwyo+IHVO1GaVg07C97vb67IjIKCkEQIz8SalXSsGrTIE1tM0xDkJt5c5POAPHKSbRV085rKpKN02LFtVuigHBfEeu4cGeRzgYLMDNfOogbGpKETH2EEXg3to1I1bnYCSNksJg9RkVOksRgNoAzAMJkkcxXGGdqCAY2/FSKIcaLMo9vfVMrVCvg8YzJABs6ggxEggZjsO0wzJ84zbjrKIDtftAlYlxiBuEnbiNh4BOApzE6DLpuMBBWqSYYiZJyEXhboZwsPbfSzpoVA3jXooyEVBDhZzc6SXs3s5u5uze2nSjSIECmF6JTA7tbi9vwpCRiukZpwkjbutGsawj8EaO2FjnQ4vifGQniHMnJPyObw+nCUJhx3AzQZIhXAmlLPqLCoERzxej8vjcB3wKsO2FVUxXhymTQQP0V7CjCp3pKsYhNKQi4KdLO7wOA+0Wi1CmBAnLNNt6my7EG2FrQRo5FCbk+UcMIwABtCitdt0LGhgrVrGpmNBPQcaWdzCc6Sbo1084+J53u1z8Acc4cAwGnb6GNRpUti2VBaZEVRjDsiCmHVGtQ0GIBsM6EjtHqbeRXUS3CgjjXK7SUWDBg4y8JCRg4wsYmBRAwNracSAYhYrCJggyIKgFhDS6zVyo0pj1Vlxm53COAfrcXE+j+PQyXpd7AFPH+A4jRCIwSLTQvsWu84AqGVy5f6uUqnW2UjIRkJmkw00kyBAmC02ADIr1Sq9yQTARsIJMl7MSmikujULotHolRYraDURgIaFTJzVSAFmWKPTKPQSM6qzknoVsK2x7cCM2YZqaA9Be+ykAwcxoxLY0qJyzoujjFUNKhAS3liQqGUWwIBZTQRooS0m3KSz6GVao9pk0kAGCSrfgDUSDFAxNh2HmDnMyjG4h8Y8mJVnaS/lZEgHQzkZs8Wk0xp41sVwjBnVA6AFgUmCsFtsJq1R8dahee+1y/77AfXGhx+70ddO+Iiz+EjdAaE6JLWvHYjDRuIG1kUdulnu0OWhQAeLOhA9a5SAJhliVRKEiWNQD4d7vIzXxx3xuIdGXIDKrt1G9bvmI5eXIew0wgAau03PIBYeBljExFo0NKCwwxqasjk5zENATszIAVLUKDOa1XoQABAYJAgEI2EEhyiKdLI+pRhZnttBMIgkaA9zYDUCBoXRqsIABQHpCMRMkIidsjMczbodTs7OWPRmndSIGBnExFm0NGJm7YiLRt0IwOFWJ6y3QwYWtXIk5LLDLg7zOggvT3p53MNhHgpxUoiLJb2c3eOkvQ7Gx1BOkrRDqBVErCBi2Vet7UrndMCuDdMRGA3pGERrJwyU1YBQBIMjnEaMasSoSWlHQcYCWjAaJzi7yizbVa5qzfv7sh2j3kJiDp7xcryTchBS1QbKwIQDge0WxoG7j1gTqlXptcY9GNbbUdjOIk4SYVQ6ieOAB1EDZDdYcB2M2RDIbjWgOERyjAMGEbXEppUQJiVtVtI2DW3TMZCOwU0sS3h52sPRLoZ2sBzt8LKOQ45kcYxCUc6mAsUqWGqAlEZYDdthg9lgshh1GrVBbTSpYcMuqt3FDHu4SUqYFXaLmrFqGcjAIkYW1rOQnoO0pE0NwUabxagHQQAjQADU6wxKi8mA2FCK4BjK5XIcuvkDr+PQwx+6WJ+D9rocBwiK20CLwaI1WNUmq0mjMimlgEKhNSNWALHJpRq9AoTNLIrwEMpazThggE16C0ogGAubYI1UtWGBzVYrhCMOO+bBIScOOm0GGjBbLIhWqt00E1qENZtRhQHasREaENMzXoJyk5QDN9iUCmBbC0tpNwHajRADgAQ4O7u0vb5nVAE2I4lYeQzkYYtdqzSatTbIyFjUtGYP1+5hun3CpLBb1BQKcAToZAkPS3rdDp/D5eC9LopzYjAHAayTfQXDsFK7azSaIZAEQQjCzBLFxluuXfA173rjJg94k5fW+ew6H6U/pHQuWOKEdl4xhkPabDdDZpVOr1CwCK3ahuSrgN3shLS4cR82y3Cb2k6YWQ5xs7iXRd0HnM9N+1AbjwEsqqeMUtDLe459rzi726anLRraqucsWgZQ04DKblNRuImnICcOOiEdbZZCOonWINeBRgsCQiSJcQ6Gd7E0TTlZN2zkd1YMNhMO6TmrCnUxXo70qLYs8jWTTYtDehy34jRJMyTFMozTw/E8YzNZtbtm/Taik+A2PUshbhrzcrSXxt0U6ISNHGTkUAtHgE4acTOoh8E8FOImQCdhc5AWnoZcLOx22b2HriOe9rJ2tx3nGNLpchwwDKezSLZk83Mb4xq12mE/tENOAmAxC8XSrIP14hanUUFRmBe0kBKpTK6Vg6T14MQHUZZV8dyubNNqwXDQRcJuHOF8R17Ggyj0GwgDsD6GJGGKwRgPDSKYfMtoUlidbt6OURiEiSUbpAuC3HobrXZ4UINJTjqsgMUImXHYiqMQYVTgml3cILcb5QRidsAmzm51YABPITxj551Oj9fl8/hcvI8hWZzmKM7JOI/sRmpfYtrQWGV6SEG4MdJFYBRqBnRavdJssgJyCFBgNjVjVVKAyg6bOBJ0EWYOUtMWBWlTkTYVDsggqwq0GQGL2YBhMIJBBqMGRSG7nWYoh5Pzunifm/e5OZ+HP3CxPs7udfFHBEaDFhSBSJMRgW0saGYselqtNFsgCEIxswG0I04K8WCIC0WdBOIiUQ9D+kArgdN2kiVVGjUE4gTiIGEXb/exdi9n96EWDkUJK6GTmjb02L4JV1rsOgO4B8AKkofYA5pykxgN2QijDNjWQLt2D2FjjbQHkxskEtmebF+5v6kwyVCLlrHpWZuRMelhwIBAJg7Q0iYlZVJRgIYxq2iTwo4BHI16OMLD2T1O1ud0uV3OA44+oHCPHXORsMsKwEazyaCxoSCPo7QFNKxuzry12y7lQf4VT7jsOh9ldOPaIx444kwOVM6Bu4eU+hWjdZMAT5pwUAfqTDYNq9xA9BIEMZOgjgbkdrMCgzV2zMASoJNFPS7Ky2BuEnb5+AMv68HNHKKjecLpdfoIyGlWUYCKMUoJQGEHNLRNyxBmBwW7UIAFNZRarJdvSbUStUmhh002HEZoyk7TDMc6PdwBg7lwq8vrOIINFGpkeNIDmzmTwq7fg8wKCDLhiAlnIMZBuJy0m2N5l9PF2O1auUayKpUu640yEgM4EnYxhJunfKCBNUhJi4aBjDxs4QjIaYddJOSiEA8BOVGAI808qqNhtZ228j7ed+R7deR55eMOnKSPIbw87YRIm9lunJ5eXJ2Sy1Ytw/UbZimKG+idWfX2nHZjXCNZNO+vAjsL+knR6u6uZGNTvDy9o5AaxeuyMeH0/PCWUmyDTByFudUyQLqtXpian56ctCEA73FYjcjMoNiotyokxpVZ8cbczubcPobi4r3tuZdzL6dnNtRLvBcmncjk2LxOq0UgO03wVgBGLaxWCpvVpE3LrL/USJfMayMq6arJjjAelweGKOUuoJYAkBVzHzoxDJdsq7aXpBqTXGbdkhu2Tbhuc0eyuri7try3tSKZHlqcEq1sLyhXRqVz3RL5qhXUM9sz+gWRTL5pQUy0QQ6ZFJBZgZr2Mc0WYNzXARodAsIQjFgsAEURPO/gKKeT87m5Aw934GV9XtbnZQ7c1IGL9dkJCgFwhvBhkJPCPQTiQiwOs46wWTAC4+2YmyF9nN1HYW474qIwN0N4eOaApXx23MlzPhzlMNBBQC7UxNpBB425HaSXw70kxhtBkw5SGRGl2rJnwlQmRAZAKs5HUx6S9lCY3WbFDHumTSMiJdyoldWRDkCukWyLN7c2djcX5SoxrNnDAA1tMdgNepvFiCBmB6BldPu4Xk5a9axJTQNyEtVzFOzkCLeD9jo5n5P3ODkvT3kZ3ENALtDImPUIBrOIhcdsDp72kSQjVUjeag0ehhXwK546Yphjnn7tRF87oddO7LUDec1ajmjTIQO8cZEnx+zvx85DlxM2MaodVCOGtDs2k5K0KCmTDAOUpEVpx00sBblozEuiHsTMuexeH3+AGOw2NQoZKdjMIibOrLSbFZRBguv3MEBFgQYWMXEk5KRgF2HhrRrUrDBbVFaz3AxqrQgAkwTFUg6OdvO0j8E9iJXj7R4fd2hREBYZSkFuHHIhelqxoTcrIdzMUCDPIm43deBhfZzdgaKIxWo0mFWKPalsRW+S2iEjg1l4CnEhZl4vJQxy0qqhQT2DmjncymNW3g67KMSN2xw4wCF6BlRTtM3J2T1e59GR58hJeVjEyWBuAuaNVkNr+Vh5Ur94Wbm/aMwN6hyoWsUBZrBi6cy/hTdmjRllSHfh3Nn/Ed5SMrEn2R8bnYi+LtBIzauT8vP/M7oovNugQKx6O2blQTMRfKbI/6sctUal1O0zLFsW1X/z3VQScgAAuLO9U5/R9/3/E9qUM3xw4K5K76jLHdAichMmW1pcP/c/Isd6FhkPC8M4hXM4xJs1mGrHlna3ubN4TrsDt+ZMF4f3eN3u1XFp5pNWtRgwKpCyWNFIxxrncexuqe59nBHwbbYOVYg1K+s7a9f/nhJxqVwiUy5ObF/+U3yKX71KYpztFV/6S0LQj8UE6F4ZUaU9aNXLURLjrUbCoieMaly3TyjWrPJVpXpHCQMEhrKQDQdtMInbWZJnCJ4lXC7Sy+MeHvc4CC+LcjRJoRgE6Kw05qZxN4W5ScSF2RygiQX0JGp1sHavg/Hy//Vx0MkSHp7yOFmfgz1gCA9NeHn6kME9BOxCzCyiZ1ELz+MeDvMiVt5gskEkakVNAKoDcB1IGABIzvtou4egfXaEtFhxvQKW6KB91GGFOCPCGqTq7U3x6o54Vy42KrYgxRai3cdVMmBfJpPJ5EYFopPgWglu1tAWPQOZeJuGQvQUg7pZzMOTXifjY+1OGnXZIScJukA9T0JOJ+vjqAM74sasPIN7cYRXyDRvJX1bq1kzHbFOB+Y+4H0nPu4VC3kp8ysefOMCj13IsQ9+4+M9tNPHuVmS9vFup93pIDyQntaJMYuCMikpi9wOKChQTSEmloScLOm1wy4Wcx1wR5pt88b8GkXSTuaAMHMWBWVWUUaF3bhPAHIS0tMowJGQk0LcDO5jUA8KUIieADUIqIEhA4xacZbm/j8W3uxZ1/Qs7+uzVI5SOUpsPMfl2HEqqcSVlCuxU8aVig0CnBhsF56LGA8xASGQsMHBCGNDkAJmBmGLSWhAanWr1dPu3uPaa/zWN3/vPDzzPLzPO39rrb13dw62/4OnnpPrvu7rd91DmIfmP4wlrRwHO4rS89RY0o3NsWF9vZHpJWO5V6j1dOj0PDfHMdw0vhOKMFFXVRavqzqyuGgEDLwOrGrLvY2uebFWYKtp7HjpGQga95aNmg4CtapueeEd63s3Td3xpr0JYuBF08pxHp4/+vru2/74JwAgx+MsQTfI4+kbB1aF3ZPir/zRj7/9hSsj7MOvLL/1j3zi6kGWpDnx8Au/8+rF6tHF2dW3/bGP3/vCFUMuXoFije9unv/Ed//G9/2Vn5k/tCU61An67U+9/03f8NH7r26dHderzaO3Hvybf/xr3/ZHP26FydIiK8qbDxvm0te+9vrf/bOf/IHv/LToKyYYQULT1onhx77rN/7Bn/83tFIoNhK4tz53ev1o/+1/6off+u2nH374wQfPPlw9qb7lD/3gdpFNz/rf+OmvfdPv/9jrr76zL89ef+3e3/9ffuJf/dPPhue+zOu/89//y1/6kVcbN8BEfuHfPvjmb/jYl3/5pGvuTt6O2+ZGy47jntVtnYvDCq+egs3TLF9jmHojJkEGiizFQgmlhTGi0cTxStGCs5LjEjBRUVnlaQlSzasAEytgK2FLCo8LJ1Db2rlRk8K9rFoSO4PaTo+9noOZGj1J0mv6MvLpGQw0bzhsLR88nxTrakC41YjVTKICF1AXRCftpN2o3KyFh9TkB3a9QwvoUxaqgu4Xu4tVstwl2+0yiddye8F3l3x5lZwtHj86e/vp49OTt1fJUgrUad4bPkjY8rKRZaPqYGAroSeAgZhVB1oc2H4Jjewa27O6UbDllTd0kLSrc/7KO790VW3UaGaH2k4Mkx4CLeD+/dlEd339fKDPjuL53Pd6CnwQWAkkBzPetsfRjLJqs42qd6bemmqjq7WGe8PqRpFekz7IoeVdy/pihTZP6/0VzZcqviDZmsDU1gdTrhU5OF56iTvDBsdHryYKHIgZPBCwwzRltGSam9YOvT/Ow82z4bY3kwKto32reovaZ/3d3XCjQFNuNE4tqxuJ2kZMvZ5bO8397diP1nhYMpRZAVrDek17XrV1bNOVOlzyZMGLtaq3muee1w0DQcBWou5lcMcz53Df6+Ng5tnfGNqTwgfRf/jhhz/1T37n7/1PP1aATOL24p1886iiqWO53z4uv/kPfv8b/+7SKf/G5+5/5Bt+cHsKyrImlnz1tbcen5+c3t9+5A99/MGXrjV2yarKt7gPx0/+/V//nm/+VH/nqazvv365ewo/+pF/+2N/77PGjFGUv//aw+WTq//jT/zQz3zstxgU+33Bm7ykyatffetXPv35b/vjn3h6/h6RCUSlEUbj9m/8V//iUx/9HQ5Uvsb1QTjdfPlX3/tLv+978x0c26nVk9fDX/tTP/JrP/5aO4Yn7yy/68/963/53b/89Py9r73+4J9+06d++O/8sh58mbLv/G9/9Od+8MutuYku0fYp+sl/8jt//U//CC792b3UyMmZoxYTxx2lOsny1TKK1riMDEi8Zr1Tk6CBMUUooYwqbTiVoEB5lJVpXpY54gWSWQ3Afl2We1VtDS4aVre48AJ1lg1ejU6MErb1lhVbCFLEIDPMKhIUbTXztHYStor0HLSkbCRsNe017awaBHeI8rzMiMS7Yo9VJWwZJuUm449WNZDpvJDbPbyobUqachWdIYIJs4c4BZDkqUjWOlrS3S653JycLe9dLp9cnC3KRCnaBz13+mjYSzMSRB04aPKkiuPddrva7DaLxdVmtzGDr0kNCo5yzUuvcE9Bw3H7CjqBrRyfT7cstbx0jvQeS1mtJ5M97+mLSb+Y7YvZffisv5tbx7VmncKdxX25ViRxtArFSuULnl/L7IJVS0liSwvv+ahByxI7mumuv/Wk3Z6B6JxtHpXpClQZRbmrDq7eGZp5hTorRisHKwaFe1Y5GPHsGtR7QnLBADOyCWbo/DS62eJeVo2qA0t9eoZYpFjmJzf3amJZQ6vAYavp0IjR66Hzs1etV4NEHSm8Ip2TY9CTYQOtQr7V8TXPVzK/lsWKk8xwEDhsWeVF4UliceRIYkimPO16ezQitE1ncFdv9bG9/Rd/8zP/6C/+FEVkc4a//pun3/ct/98//MafXp4c4gX6y9/w/a/+4uM5HN979eojf+AHLt/Lon1Ws+Lq/CC0WZ3l3/pHPvH2by0kdtF1Cvdk6I6f/K7P/qO/+JOEIduYL/zS++dvZp/63i/+tT/9wzVGtUzf+Mq719eXv/1zb3zzH/jYO196yoW4vRuunq4/+/Nf+eqX3vrWP/SJz/7slzJ8DWDMOQI5/qt/8p/97Cc+z2pRHli+p60dvvKZ+3/p9380W6E5TEH0moa/8V//yL/9kS+5qbl8sv3MT7z67X/qn3/ps/fOL/b/+H/9qR/6278ABZdk+Jv/3Y/+7Md+z4kpviTXD4tqpz7yB37gV3709f0V0Xy0cg72aGSPkEzyaLFapnuJ8oYUgYPWq8nIHhPOJCcMS60oYVUJkySt6oJImFSrZfQEqvri8np9kUYLWKeqigXKNUeNIr0Vo6QDA3672ux213G6T/J9USZFWQqmEaCwIKjQrAoodXViRd0a2nPUMtBJ1tSQFHWeV2lUpJBDQBI3CDdrNxthS67zQ321iE+gz0lbr6OLJC4EHjDkQos8q9Mlvnp8OD1f3Dt552r36Gr78Gp5Saj2em7E0Mkp6MnwgcPW8lHLUMMyq1eb5PJ8+XixfQxklsDtvthRLutSoMIr3CvSKzq8sv5qKkF7E25I7rMlAhENvLsL47Ng7jr+fDYfzP6D2T27dc/vWseFAc6hdjCzrAPcKXSw5VrXG51cke1JsX9aVmtBUudo52gnSt/yYXLj5MbBjuWGLx+U5UaAjNLKgsTWsYGpYanXuLNisGKwbJBVAw+qXPHiGpcbUEUlx0RL5eRgxWhxq4Af9OBZF52Dq/cP2R4E7Y0whnrHeolaWjUSto4Og586MwU1BTUL1EnYejYOZnZikLBDaVPsLM4aGNt6q3BqaOkEDBK1qg4sdTjSOFEgJjihnen6fjgctqxGugqDvfncp9//q3/in43d4MUoa/fD3/GL3/3nf9Joleyz//2P/dDrv/rUspv3v7z93/6zj6ZL2oYuL+P7X3t6cztpHv7Kf/Hxtz+/GLobTdXpG2uQ8v/3ez73vd/0M0Y3FJo3f+cqXbCT1w7f+kc/fv+Nq2cfTvffPd3toijef/c3/uu/92d/3Gg1D+P9Ly93V3kaJd/3rT/9z7/zV93MCrCTGs/H4RN//Rc+8R0/r6XBuZU4xNf44Wurb/nDP3jy9c3dzbOb8fn2vPrL//lHH797bSZ9+uhyc7n9y7/vYz/8t34FEPzdf+Hf/Iv/8zMAC8XHv/s//vgv/NBXg75JFvTq3fRmePGZH3vzI3/4Y2/+7qL3N4J0Xs1WDwTrKDlcXV/slwCmDc4cq1pFe2sGTJiyRmgprZXSEiwwpISSMDVIlg8v3orxdrG8Wpxvr57udsss3pYUSiu9oK3hvVNHwVyUruNyWYu04glUeYb3RZkAgKoMwkLh1IG9rXYaZV6RTqCewdborh9mqTnEFSS4BGC9O1ceuEnaUcgApauuo5NVfiFaSnyV1KvF9VUWEacayWVV4Ogqu//ayZuvP3jvwcMH5+/uouV+kwnRNnoWoLG4c7Q3bJS4dXLkXNW8SMDV5e7xvUdfuzo8gSbZJCcpyLIcFAlDSSNAa8RgxfjKk99eKdDedDc096dvXm5OzznQvGhu/PhiUi9m8WL2L2b34sZ/cNsdQ19eFx52LDeDmvIlWdyL9ifwcI7TBV4+PFw/2CWLGkaS5JJkWpSNpz3LPcu9Ar7eqvVDWG8lzjkrLEoalDYodTiyvPAGdZZ1FveqCixz1Vrl1yRdZLuLTZUkDEEtrNeDoUO9lfhgDO4OC3p+v7i4v9TUUCgO1xHJOMo8iDyKLMut523vp96IUNcDAAAgAElEQVTNQU8ctLT0qmgCHYKeDRtg4qq9Q3lDQWB54JlnhWXASdwK2PIqKBBE7VlpJQgKuN6PPhhYFRKEwd30fv7kd/373/7pe171y/erv/1nfuz7v+XnnO7vfeXkf/6P/+GXfv6BKtvNCfg7/8Mnf+un73V+rGP5tc8/Ont67/S9i2/8T7/353/4K8UBP/rq9ae+/wu4UN/zlz79t/7MJx0fPvPJr7/2macaDfGC/PU/+SPf/Y0/JZj71Mc+9/hrGwbEV3/tvb/wn/xfX/ylt68f7T/5Dz7r9Egr9dM/8Nk/9x/9w3defy/Kl3m9G26a4gC//1t/7vXfeJwfxPYEf/lXnmraf+5n3vuXf//fo9xo2n76+7746Y/+znTXPnhw/pP/978v8/xf/6PfevTOsqrBd/yX/+x7PvKzacbWp/gjf/AH/p+//e8sHX/30+//+r/6emCTKJvv/G9+9OPf8YvBHjUbjZgaOyrlSlBuosXusIe5xYkXoDW8t7YVWjEptDOuaa3pFW85tgiy0AfTuX21PlTX68367On19dV2t4ryuABlLRgRVDKgGLQE87xIsnoLZEJsTVyRwWWW7zlVnBpSGbjT1UqXG13tDQetpANFjXPd0B5hjWpYpXVZ1PnV8iFVqRqZGTm1BeLp1eHJtl42U8NcHYOr0+v3N9tdkZWaOkm7IiIn75y/+Xv37711dnW92m+zOjaKDgy0OHOyDLwItGwEbDXvAeYFz68OT95/+vX7Z/e25WJbX9YyLQkscljEtI6tRJ3TkxXTK1/48c8F1o5hDHout2W6vbq7faaIhnH9Ymyf9/LFsXlx0z6/bZ7fuQ9ubg5nyf7JLjqvUMwHO5EEF4uyWKLDKVi+H2+exNFVkW8hTDHOiQRO1QHsDM5sp8dejSR3VWRh4ljhaGpx7EDs4MHi2PDSONp5NmjUyaohka2WMrkAm/P1Yb1CdUkptjo0eiCpamhX7tTZvQrFXtWNwi74ZpxC17aKNjhhYC/qCPOatbod3DSGuVETrwOOLUmMJl2jjxx05c5mSwkTJ6sgq4aVnoFG4KBwp0mvSe/5GORgxdj7G8u71rfP7m4F9Ba2gz0GNZ29Fa8f12dvRe99aZNeIZiy137z8Rd+8cFbn38SrwsO1W6Zfu03Hi6fpPEKaIHff++13/yV3/21n/rdr372/eg6/9T3/darv/Q03bAv/PyDV3/h0dW78df+3cm9L65QYk/f2X3x59//8i88fPT67rVfPzl7O+ZlG1/Rz//M24/ePb33xadv/9Y5LmyyYJ//uXd+79fvf/E3v35+/WSXnte46I9NnpVvf/5s8X5++nZKcu/l1NmbzQm8fDdZPaku3os5E0rJh+9dfP4zb16e7CjwnIXLs+g3fuGrn/nUq08fxPe+vPnsT937wi88ung3/+qvPv3yLz8pltyL8dGru+0pbNRR00HSvmmO1ndNCEmxXURPMpAdNkWyxZq3zrZCKYSpMq5p+mBnpyZJe8G888H4RjY6RfH56vxys9jsd4dtAgoEa4QAZsBy6AT0oOTr1TZKtiVOkK6RzJLyOq/2SmjFPC51vsbZghUrVWw0zA0nnmArmDWix0BmRZbVZYmKXXKBdCwGpAZGm4KY4nT54Hz3xI6aexjVl9fZ0xxFUb6VUlnZ17m6fnJ4+LWLR++s15d4c0nrxBs5CtxXe1utNdgLmFpDB60bKHHO06eb+0/XDwoWLw5PqK2wQhVEeYTzPYG5VaQ3YlC0e+XVn/gUi1EjWoV6UdhkGSmsj83xdhye3w2qKhyAH94eP7gbXjzrXzybpqaLTtaX7zzVtextN7bD3dzPzSiKJt/I+Jyl1yDb1HUEcI5EbS0eJGhp6RzuB9u3ctS4x6mFBwsOptiqdK3qncYHTVJmsG/45NigYEtzjw6uXPLdebK+XBV5inAFAOjDSEvmgW/IAHbaoLbcCC/dOLUVzOL0cNjuYUTqAyijAuVAY93wYbBHr0YBAk0ciiQqtBW9txMpm+SCZWvJi8ZUrUKtxp2lg+dDK6cgpk6Nx+44hZshzGN7G8xohO/s4FCn61bDdrA3nbs5Dnca9yCCAmJJKKpxme77sSUII1Ll2Y6QygbOeVHW23X6BJqIWSAUmofZksGbeWyfdXwa1PThsw+n/hlILM19o6bB3nT+5vndhzfTM816kjdwpwRp6orcdvNNd6vqroyImxXvy319udyeLreXyogmNBQLhXsrRkMHTXpNhzHcHYe72/nF3e1zjpSUqr117Y1CqM52oEiIn134QKcoKmvs7WTkEVVtdbAoa2jdgcSC2EjcKdozECRqBemtnl3TMS6UJqv46a5cbva79WIPIeVcMskI40o574fGTE5NTk5GDo3tjA7SmBLnJ1fvXR/O9+k2OeRlAjBgijrFBsOnRh0177MY7qNdwVLioWxZXK0hBbAkuFK0tPWBVRuZLnixVGUsKHZStJx5zVtYk6IqCljlqKxIBM2GhEy2mDc59eX7J29e7Z7aSUGZp3izR+c1T7EBnEtJQrbX65P60ZuLs/vZ8oytzxlInVUjRx3YO7DTIOK0tpI5TDFUZS6ip9sHKdzuq9U2Xworsqwoc5bvGCw1J43iLYWWQfvKJ7/920+++nD95JrnFMWUJ7zlw+jmwU633bFzlhyyu7H74MX0fL758O7mgxfHD47HarmSGaBJxSpqqG1lj2PHigYfDNwrXmiDTKfbIHpNeolaiTpaN60eJzsH3uHYxtciumbpSuYbXe8MiSzPhYE6iDHIydCB1g0uHE5tseb78yTdHCAqMaut0cH4as1YalUZWN7ArSq29TRNWjopZZHmJKcwwXVSwqSkJVHQejbSsqmjl7E+gSURxITQd92gSAMOpto7mjeyagzqLOk861s59erY62keb2/nu+N4N4R59LOXIy0bVnia+HrHacYsClYMwXQUQkMQy2F0XSXbGOBCakoEZAQCmEmH2tF1gxMWXh+eXmyfnK8fbfZLw5sgBgVbljoWOwPb3s5ejmBvaOY4aC3uHekGOwczocyVK+XEzEBTbCqBeX6NDtcoz3IZcASv0zLax4ft/mBN0zUzh4FVjSK9ZYPlg1dDMGPn5qm7ae3IqeZGMEURqFbn15vrdUkyNchagW0aVSVjsE1WMlqw+FokS1HuNNib6mBw5kjhaOUFagXum9AzyWtYZvV+ky3W8WK7X8dZFOeHCpWEcSWcVb2Vk5NjMEcjRqt6xVpGDaT19e7J+ep+WkZVDmHOFWmd7K3oWzO1elJ0qGKZpAnyNWuZO1piSF1TDj2rPS0c2MrkiqYLni1klai6UJy0uJawIkkSIQKJYICjDK5quUB+z0JFmlS26Gr7ZJVd8I7WLEG23MNLqDM9SMpVldj9Qiwelg/fvL58WK0v2O5aUBCMmGgVwE6hSMFMklowyqXhxKGUHtb5Ii13q8OCO0eJAakuDrrcG0Y6F2bjesEChfaVn/u7//jp791bvPcO3C/vxm4yoQHB054XjcwbVYtjH27uume3PdiVgZoPnh2fPT8+uxkDpeX1Lr+K4I71auaFL1aSpAbvlcitp83kh2MzT+7YiFHhjsPO8r7To0FdvpT7cxZd8XQl64OvI4sTK0tjoW/4GMRLLKvlIDDQ4KxhhU03aZ6mVADrlFYGHBSMXbVV8UJkK6pq3+hwe7wpI5JtGM54uQcwhSCpy6ioY0BzhQ42W4pyJfN1WaQ5BUYx10/DdBxa09MikNKLqlF10KgzqHO069Q8mPk4HG+Pd8fxbmzm0c6tmRTuUebSS5FdExwjUQtJlDe26zoGsay1l0eJ3dXV6Xp9Jiwty0hpON02021/vB3GKYTBJWiPHWCKwIJ6NioQaOrQTmnQDmbu7cyqwEtv2djJyfPBsL7zs8Bdck4OpyBZFIqIMDUwRef3dmXMtdPIZY9O3t1HcXQoqoxq1nPcCdAq3Dk+WtEHM/b+PzBZYzh2TS+dJoZxweJoHydxzQH1hFpaMxxlZZ2r6uAOC5GvdbbR2VpVG11FmmaeFQ0pPQdB4E4p74IDFByy3SFf7YvrHEQVyWqSlzCnVCjeWDUZNloxeDVZOVk54NoRJJQX1Ffnq/txFnFiBWoV7i0fDek97YIYFe6jRRVHkeylHkx3bE0TGGoU7iXqcGaLlUwuabVW5UbSusGlQ6WjSMOapGkMcU0Yq0i5L86j+qwQVzwU2MSmIwnYbYtz7nHBY2iLA14Ak9nZUqmiNdsv5OYpfPTW9ZN39+tTFi0Fg51kPcoMPHCUKAYcg9KqRljFPIcaJOAQZXtpnXaT4RMpQrpS1c4oOoRw7NpbxQZRh1fcxbtot2L5ymPy/HjzYjq2uK22OltwEPHoyYFkcBjCs+PAi7pcbz+4m29fzM+eTc9up4aL7GxDY6zLhtUNTB2KbblWJLa6anrZD2bo1NCpOahZ40HTXtOhPJh4wWnSZJesXGoYWRD7cqdpJFRmDWwd7QzpHesNGyXqSdlw0CjcUqgRhtpIrazhgyF9p0YUu81pXaxhfag4glZ2q7McxKqMSB7VySGO9vs0SffrfbQEyUKkV6TegTLOYUUFMF6H8Wa8vbkdwtGJkaOWw2BIb3BnYdeQIchxsMeb/nbubgYztWJszdSYyamxWMvNI4C3nJekdU3ruqAbr0MjBs16gzrO+G57KS2pQbJcPmW87ibXdvrmbpzm/vhsnu9G5YWxTtGBVV7UgcQGRdqg7iWlzfLGoK6R/0H/DR0UHUhidsv4sN17647P7hwNT75+tXyco0qbXilNN6sdQx4XjuSeloGDRpPe8N7JMZipc/PYHsdw7NQ4NFM7dDxILAgAkCCOMCUc1xikVR0XZZbUMDP7S3a4YtGCRxc4XtT5hqLY8dwzEGjdchQwkbKxZrA1LON8eyivS5pAXctWlLigVCoRnBwNHQwZvJwlDZJ1goQsLWqSYVPs8+VmuyewsXx8SfFr2CrQsropD3q7jNPyoDppej3etsY4RTrDR006VjV1ZOqtrjYaxlaTXsCegkYIK6hOk7ysSsZVCbNdcbqtTmN0DtQW2QN1VYp2EbogHtAG1DqPwDVqStUTzDHIdbF3hwV78Obi4ZvX1ycoWklcBoE7WnlWWJ45UTeKtpJ7YbzuPHWkwAdIifOzEZPCXbUz6TUvd0rCrnXz2N5YNgjQvnKsv/zBxO46cWPCZG5GOzck0Fpna1BtgQR6ksPRT2CfdkpMo769a58/v3n+fHzxYrgZw20zeNhcvrNbvH8giQOxSReyjgyJvamDp72jfcOHl/Klad+IsdjpzQlePoqfvnkenYDkkhUbXW90vaJoS1lqRdVo2FraezV5OVnRWzFI3Co2cKqV0lpZrxqLm8AGLwZNumzJn7yzrg5gaoI3Lt0X+0VaxGVdFyVIAc7z8nB9sY0u5PZxtTs75LscVJUGxrPGu+Z4vLuZnvX+6Pgo6mBRZ0hnUGth59nQyqHX0+SOQU4Kt40ep/YY7GxJxzKPI8NT5qnqTeeZ9cyNaur11NKuUUEpWePUOgFBVYOsnyRCKYLJiw+OYbD91ORldHFxDVNPy8BhI+oAt4rl3vBBkA7FjiZO4d7KQbFes4GCUCYMEFQSCAEculGj4elbiwevnyUrvk+yClbBd6hUrGpB7FHSsLrVdLBitHJs9NDaqffHsTm+TFAa3zVTsN5wKhm0WgRKFMK4piQqs7wsdut4e4q2J2h3inen9fYsj6+qeqtAalgVBO4YcVQabISbPFckh2kKkxylUCIZFOSQMmlN7/Vo2Wjo4PXozcBQQ4Da7Ta76GKTXaYgi6MK5E7CzsnRiVGjzrBBkR5kDiJS4kgP3I6yv/FCU8Wd45MiHa0akLg6MvlO46IRsKVlwIUTTCppAaQ1IDWgJcgO1VWuNhlb5GwNTYxNSWRe0BV2NQuENCDBa9aC2mREE1Sq/RW9elQ+vbc7eXO5fAzSjUGZ53UwdLC0N7hztG/E0DZzCKMbArGY21Jb6/zk+URil17xZIUPm7qIVCPHIdwo2tOyeWWIPv+sIy8m/0Hf9axXdRCJ2Z8c1k+WgkLJuap9TwZ4TaOniUb0xbPp2bPx+e1wd+Oe37jnfXPUDdoycI1MEdKVzJei3lsUWVo2CnWGdI72lg4KdxJ1lvWNHMqtunwvfvTa4/O3TqJTEJ3T5IxkFxCsIToIkjmRO1Y1hvZeTgIFzfpGzU72RvTeDIo7DvRop8FMczM/G25J7q8fV7M98ozF25xglqfZ8uoqz+OijJNie705eXry8OmD64dvnK9O12VU45paahvRtLrtmvFmuhvCMajJwU4Xjag8r7WsvKqDhq1BnQaB1x7mVsA2iNHJodXzaGdH+2ql8F44LoIMgfcdHwc7zd2NwR0occ2zuo4Yrm1QNYm7ye7ii6zYzjfDdNt1s1dE1zsNE8dRSzJPUifqhoNWwNbCPrtkvGgcHwzvDRtCc6xylOzjqq6TLKpAgmr24I2L+6893S+IMsNyGWVJDStRJxrEHiaeVkGizoqhkaNXo9d9p6fRHG/amyBHDdu27V1wUhkjBq9GVreYYmJBVBSAVlUF0w26eG+3epTtz8rdRbZfFPlegsSSvBG4I9gSxqniqtUqSMRgDSsAABXcBq+NkcJ6O7Rutny0bHRqDHamMNQ5r6oyB4dDvV4fdtG+AoVhdbB8dGKWuFe4U7hnuMWUApbLlqpOdbM3XiihLRt5HUDs6oOtthpGVsAWZ77cqGojwYFI6bl2CPO6gFVdFCgCTVn7LMcHpohsRUH2WBbUYd4J2gLUJNgVwBQVg2XKr59Up+/Fj9+6ury/vXo/359SmDhDBydGJwbLx1aOgxk7N3ftbFojW2ZHxiVjVJFEbU/Q4ZzEWxhlORKKI+fMZFhPEvdKs/3KXcs+uGtfHPtjMwfS19f14eny+skjJevnz551oa/3BOykhF7XptdN6/SzeXp+M0yd7bS668xArYxqmZD0khdLgfaSpk4UXoAgUCtRp3AnYMthq3DfipEVTbmzsvQy1Tixu3O2fVDuHh3SqxglDCUS7jmKpKh8EJOXk+F9b46DP3Zuau3sdK9YZ2h3bG5aOU52Guxs4ABTtz/Hp+8tzi8f59WOa5xmewDLOD7EcRwlm110lR6qfK9QymnFJTSWtg3vWzVOfhrDMZjJsV6BhuUaJhgmFCea556mFscKJhSVGudGglaTvtFzI6dWThb1OFK8FA57j7pODqOb5jD3dpZS6UHm1fbxg3fTKtoXV0JXN8+HHKXaCCnpdGxubhpvQr4U9c6CxHLQStSR0kvovfJ1BLNlJWpvSR/I0DZj13ar66skjaiAJUz2+/jiQXz2zv7yfmnI4HQfbSpcKQZbUgRet6xqOAiaDk4MXk1eTY0aejNP/tjJyZC+8aN1QSvv1aDJUEQKEYRNdro8i6tDBfOqrKN1tD5Z7y72u+v9bhWlewgSjbNAQahqgbnkkgknbbBcccYFJ1px71wrlJHKOdu1bnZydHzyetaiFyTg2kihsYAR2F6uzw9RVleSg1bTwYnJ0EHAQAqPq4AJR7RSLTODcX0zjKMkgRcexza/5uVKgK3hZcNBC2IXL3h8xevIcNpoG6SwoCBZmhYoqUwKTJlVKcLcBE8VpQxJL4CskalEB3KyIQ5iRffb5Pzx9vzh5uSti6v7u+1TmF0LnjmNO8OGTk2dmVs7tXZq7dh2re6YbLHuWVzsy7LcnUbn95PdBYl3mCnbDCNBjGJjWEcy88qxWj6fmw/u+hfPxxc3t0d/LBcgXwFDBMzWpKiO/fF4M7rGKShxCiwzGvnBhanzz2/mZ8fnz7tbD+nm/B5Or3lExEGZ3MrMiZdYY90I0ArYvtQ6Q/tGjg0dDO5mPwcxHs7A4mG2flgsH+y3j7bJZVbtUbEG1Q7RXAkUnBg7PU9uHt1NMEPnJq8mzTuJusEcez0a3HraWdKyvDl7N7p8st4cLla70/Xu/Gr5BKCsBBmEyHonjELAplsFEkgLRmKl6qbhYyvHXo29nXs/BTNK5HBMUAJBXJcHQApNCkMKrbCRNNC6wbnXpLNikHWQVeNZr+oWpZxUJcuVBW3go+fd4Oahm1xrhSHL9enl8kEKrnfZqW4x5PnV9dlme7XanCKR+8kq4epYFltVR0ahnoNGS9e2Da7raLEDCRK10tQbaYYhOKezIradhAIur5P1Bbp6BM7eS+JrPnYzAiyLakE6jjqJWgFf/n9v+ejk2Oi5MWMww+jH2d10am6bObSjkIZhC1MTb8hmtxENuNpfraNNVG5KkII6j7a7aHOID8lhH6eHIo8wKrSgTQ05pJRwCiCgglHGJHeS9pqNjZ0a1wlpje4aPVsxGt43eta8k7RRrGVEp0W8zVa7dH3I4rpiLyFeK0bLxpcvJ1Wg1DFJZcfc6JquD27QbECJKzYk24B8jVBsSOFBYuvIZWudriRHvdGdVh4DViYoi8qsKpAFyBJAOKysoF5QiyDTTqfloWRlxeKSbPxsVVBJcbg4vbp4cL24vzucgXJvYOokCJ71jvYvV9ydnlpzbP3U9kEGLHtSs/gQr6+vLs/evTh5exdfsywRyrQ2NBAhQY1ABiTslbmgz8fxxe307CZ8cNM6rE/fiQ+XFBxsyxq8w6L0Foe5G+9uj945AWWyLFrZN7Lrbdf77tnd8di70ZCjFz33eEvpntG9IJEWRaBFg4uG1Y3CneWjYb3lQ5DDbXO8CXPL+/Xj/P7rp2fvrNaPisMpWD+Kd+eH9LqoI0gqIWnj5dTwIYhpMHMws1dTMJMRgySBIz+YyZHeok6BMJipET0E1DqFKMiLQwUjxFLfS+mwsNT6IKWRSiKQoQjIwuo6eDYMZu711KtpdPMYjp3t6329v9hlm7SKa1hyUjlaNY2erOm1GEjpaRlo1VQbVa5EumDJBU+vICkqizXLFI6UqkKQU98e+26ShugGSVsDEtcyYaGa73xcrt579Obrb3z1rfuvLuNT2TOucb7lxU5L2Fo2aGHmcWpMUx1ynNUCcSmMZVpJZZ2lBOd1LAJNitX1ab465avH9LBkeVqN48iQqnPBQPdyFyVRp0lv2ejE2KgpmLG38+in0c+TP47hpusmbS3FvIxRdsBJlglLKlpsD6tNvC5gSjiI491+vwUAZlmZxHlyyDFgUmrCaAkKrlgUbeM4qQrEsROoM3Ro9NQ1c+MGJVqvJssmy0avJysHjr0gDSUyzg5Xu8tduo6yOM+xIr0Tk9ejF/NLDF3gTvCgnOQ9daNthzG42fIB5a44sGwH8x2GmeWwxbkv96rcmmIlqpRRKiDCeVrFmzLbYVAKYTWzSptOkoGChqOWQmuMhwgXoEjKHW1AOAbV8pqlZ0/Pl4+SYq1RGjgIinQStiRy1VqigzKw6/XUm7lrJhuc6rjsGFTlcrfYbFfXTy+vTrdFRtMcMS4ggkVdg4LCnBQ78MoYmefd8fk83Pbq+aA6YvdPyuv3d6fvPtlfXLHcybLRRRCJ4yWZ++753bFvAq+YrkMrJrCjMKvmsX12N0xNM9lJFpbFiu4F2Eq41yixdexQ7jgICneGDJr2ArSe9A3rJzWvH6dv/96DJ2+c5yuVrlS+5OUWwANiFZNMGRlaNXZ6bPTY6bFVsyK95UNjZq87VHBHh06NDvetHBre9/qISqo07QYvFIYkruBeOWJbTkQeej0dw3zsszzN15GpG0f7IKdez72eWjk2rA+6H/vBa5ct4s3JskpqCo3CvcJd549tNzd+smIQsCVlU+1NfEGTS8ryhhxsfJYnZ3G+ilGKvOqDHFsxdm5sxy4H0cXicQlL31uqSqrK44teOpzjrFY1VGVN07rM8kOV7SSHnWZ9o3vftEzSKksYrAWkmhnDGwJYkVUoB+vry5oXuCn2UXT1pFqeFLDkDBuMSPADQ06gTsCWg/BS6xwdnRi9Ghs9jPZ49MchTIOfBnfs29mHYHWDSlFVmBstg5ENwrKMot319jSt9tKwskprWFUA5nmVJplkIvSBGEoV0o4n2X6/PVQZI7CRpH9pgYKZW3fUorGyf2k0LB+s6iTtOHZSiBJmGcoymKdZUWSUVsGJsTGjV7OoW142uDIQIN1w0WE7at/0ig0ctgx4VMgyIVUsYOpZHVDus7VMFixdwvVqfcijQ3aI0yjeVPlOgdQr1UrvjW0F6RlqBe0la63phHSE0YIUtCEmCOqrWibLxS5ZCph4VgXLRsMGVod6p4tLXq0ES61CQRLvrFdWqF6KntlRbpLLmmSXi8dJkVa4ilFS1hGAZV7V8TrJoryKqlfoKb4N87Oxfz41LwbzvFO2AiRJN0/ee/L1B/GljC9ZfUBBdKpw6fkaJ4fj3N89n++mm14NLHObk53nTkJ1M443x2Nwo8YNjTnakGpFy60ud6aONM49rQKvW1Y3uPCkcJ72d90tLvjDN07ufeVxvlIo8zRvWGll5TxrvQ5etZ0ZRnPT6anXU5CjxN3LGpUSFiNGagFjCA/ci5GXTtNQZ/Dpw5PDYbM/bJWrjGNc1a5lzWCaVjZBWsf7MXghRS0t7Vs5tnJ8eS7Fok5XzkrdTc5JXa1SENeSuqCPwYy9P479zdDOQc8K9wK2NG/Sc5acE4P6Vkw0ddf3s92TLcmBU8HLXtXBkM7KLnR9Dos8BwxzRPKkXIdB6QYeyo3UjAt0vjzZ7ZL9Ot6e5zg2DFiOJCOcccoRWp6eVoeYlYQDJYjFhUIJLxKAGI6rwz67Oj+92lxuyhQw1BrdGGO8GSTqJWo16QUKL7XOitGrMZix0+Nk59HPk58HN7Vu8m1rG0+AOGxjKlFB41rFMqC8iC6uH+6zRVoeMMUVqgCGVQURIBSyaZ5kUCoIphHmYLNeVxnFtXvZmTRsdHLyenS606ITuJOoVbSzqtM8cKql5FRSIHBJ4CEqcOVoGQztrRq9HCXseOlBScqqFIbLlttRW+8YNvw4SE4AACAASURBVBw5UqkqxXVGqpiWW44yD4sm34pki9K4jLPdvlycr54sLtbpjpSxqXMnWOvt4PTLiKhzajRi9HpUwgtpAIGikcILbLPKbA9JXMdWgJaDIFErcUvKBuxMuQDVCrHMsjoo2nofbGdUT2sbr9OzBOyjanfIFiUvMhoXItoczqXhRVXtl/s4SuqsfmX/Zj77+cU0fzD1Lzo52/RZxz489redxmm6frhZ3V++/ZXXy0OdLKP0+hru0nK9UyUcmv7Zs7upHau4aFSQwAU5BNlMXdc0TWeCyHl+VedXtFzJeqvqg0OZZyBwEFgV6sg1Ymx1oAWyFAtAWe4EaGnZkNiq3Hs6dnbu/NQ14+DmTs0NHzyfBGxp4RjQTEjIMUQkP5TlPnfM4xIrKcdxzvb1k/uXcRxLlxknFpeP8+qq6aVteOis1qwqY06qwTYt6xsyWNqzsuGFI7FjiYep8jb4Lkiqaa01bzt/7P1xaI69mzp3DHq2fHxZgSeRjc5ItVEO94YNxc7uT2l6XdJUGfjy0mbf2qPGzbG7sUYjiCXzXdcDEreD0q2BuIQsI4GstvuH750sTpaHq32eZpgAUBdFlgxdj6tyd7mgJTXUWt5pMkjUocIjoDCF+2R5cnJyWJVFzEFmOLG+8UY1EnWGDob2Lwvyhg5WDF6NXo+Nmlo5tXIczNybqXWzc94GwyiN90mcbXgLKxshk6f5drm9XG4vCpCWsAQYUcYxYgRyVNJxmNzoRcNrUtjOZVlW55SUjlVBolbj3rChMVPjJsW7l0OdJEEyr6WX3DDOhZUpTCtaZwVEhcdZw0Gwcgx2smxQdJC8IYhSQVUv7SR9rwnFlBBQwnRfpLtif7XbnR+KHS0SXmaoqsqk3FY4xjqNq9VicQ0rBkvBUNB8VGxQfJC4N2zQfDR8NHwwvBfcYcZ1MG5qoEhStMqLmsMgYIsLD1OLUwcTX+1MteLlktDUcthq3vums5PHvqpVxBtcM5BWaQHSfbmtZApk8t6jN5ijcRadnT2pUA0AeOXsC4cgh5tw0zPt4aGn22cNuPPyaP2Hd8PtsRF5vjk5Ka7Lh2+8f/bOG/HlRbq5WNxbqNx52LRGf/Dh8XgzBT80enTQg6jkBI5db4gGW5Sfg2KB8mtcb3S9tyizvGwM6nHqHe107Zb3tqt7p8nZzsHuJaVJEsdTp2Eb5DiFYx/m3k+jmS3pZB146WHCy6SgAnPLIAEA1Ol2XxxiUGaUVYTWw9CWMRQkQFgYj63ji8X7XJVU4xwUURSn+2R/fpatdgZYkRuaWHjQovAKdgK2KPOsDt7P1oyaj1ZOrZ17N8/uGHgvUMdBEDBo2ivSyaoFe5MvBc2MJT3MXHQl8iWq94BnvhVDr6feT2NzVLVhlHDESRms7I02TLDj8zEtdpfr+9vs8vz66ZP754dVigAsYAxEEgarNGOcW6uKKMU5tbhzcrJiVLhXeAC5LDIIEU3jotgrlDcMtqAUjMg+TAq3ErdOjJaNlk2WD06OL9eYTk5OjJb0QYydmls7OedMI6RhZVEk5Q7ohLYFNElW7S4vLyFGBS4AqTGhFElBLcMGFrQPfTe2plGI1QUos6ysMopL/xLGV7hXuG/U3PnZyomAhuNW0l6QRnErmbWmoRpnZJezQ1pmRcxwHlgdNBsaPRk2BHsTmqPADiOieqlH4WbBHSK8yrMi3YJ8T5J1fVgkuNAYWkRIxdOULKFJMriiHpak0I2jSHAcNB81HTTtX1KpgnQUBg6DJL1kQUj7/zP1ntF2HeeVINd49UxLoigSAMEcQBK0ZVm22nbby7nH7bZlu2XL2ZaTxpaViPDyffmBAClSJAUCIMGAQJAAE5gBgsh4Dy+Hm+/JOVbVCVUnn3vvC8CbH1D3zFrnR62zVv38an+1a+/9kTjEGVEthWNlXcG2FukcEUpufdqgZnWx4siUr3NEbvgKjYES+W7oRQGKPD9FTgxMaOiWyUmKIEmqJUqAZszi+clPeJOqiYtLlSnL101HvOnMS/NQDQOQ67ThilTTEVZiOUEqYNUmwetrzdW8pdJ1KMP5C7W5c+Pn3z85c+H85Kkz9GS9eL7SmKW5aj0NwtWVtbVrq4ETMAucRqsEBcjydNZszHLVqQazIIhFXWt4Bo112rfVyLMTWwkSP1FqqDqhVMc5pIRQDS0hMGjPoDzAE0cJEjdPo2YcZjHOApAhOQCirzCKQNO6Knuxma+T5fU4bgWKJi8tTGcRAbomM2LkhD7MY7+pKAJAchhDhqt4kac7Fi8LPE3xRUmuGmrVVqq2UjM1yoIaxij3Ye6aqSkQUwigFjtm5IOEoIw4zQwvR8GyLhCx5qqMi/QIKLFj5UBPTdbXKEesIFsOgBzaPLYFB2k49vLQTrAehU4WxiFVpISy6chRiFLPiAWBijPYaueSKly5+tm5y6cXpxihBk3ZcxyHFaqKykVhEse562BLh0D1PT0mMA3/FzMBtEBkgefEyPLlhmtKAbISQ/E5RgOGGzgZ0EIfpBhmPkwxyv6/qgM31s0AppnbTHAzDGKfOH7oKIosK6ICGSuS/MxyiVUqlXhOtiyL5hq2jYAeICuGZgx0HHhhlqc4wNCFvCjKoqGKriEF9v+qOqCGrpVEfhO7TWQljp06doqsCNm+ZSDH8b3Q5YwKaxTr/AJFsZrgQTUKnGboZYGbEbcZ+M0QNTEKUeB6qYtz5EaGYYuG5lh6ZMmhpcYq40Et9OzMMqECJCOQG+pimZ5SkWIRCAPPMl1TJS7IHDNxb3S/ZuqB1AWpY8TAiB078VAURgkMkAkBsmLHzlwrNviAnrcWztP0rK7SxJRCoIamFFpyKDMWQtCNPRggnHuWq0qqKKuaatq6bYl6va7OMebSxOJ5xigt1Mfr3IxFZBAoN71TOA/EAMMsAlmGnKZnraZOO7CQJGLdbQfJWjO71owTN/L0mBiRyigEIG5qcvbUxOyFyvzVyUsfXJo6u0BsHONwbWVlrb0SwhAotsZpfEXkq1p9jqPmeKGmagywOGxwROewrYRQi3wY5UFTq0F50fC0yBCIrQSGEBiUb1C+yfpIChKcRXEcBFGAIkfzTdHQBR06NgKgOrH02YsfnXvhk0sHzy6eWqgulAxNzUkewdzVIw8kxM1jki+VJr1Q8QJTtUU3wjayNU2uLbD0oiFUHLECDc6xZAQNzwMhRrlvp6YYSBWXKSGFCzBsZumaBzNhwZh5Y0FnfJMLXJBjr2kIZOZkdfZkTeUCqexQsybUkthruXpkMdiHURrmSMJ6w7EU5Ed+nESGiG0lRFpkif7sxFR9aTpLozAOJifOG45smHBpihfKAGmxpSMP4yRfzvO1CKXFU9XF96sRahIrueGHcvTYkkNTxiFJl/M1x4gsKfBA6sFMYGyJ1W01AGp4A+L+/x9xcgwzH6SRn4deFqMscptx2CSEeMRF0Bd5VVRoyxdxBsIMaoZYq1G6CSwAFNFCZupYKbJSZEU+Iu12G4cBDgPLhhJvqKKri1hjsSkGN8S0SI+J28RO7oLMgzk0Y2CEyMamDlXV8EKvIZcr0lxDXmgwVZ5WTDEgKItwHnl54DSJmxPUJG7kRz7JcdhCqs0B10B6qNZgTFoJabtmcoM0AloEAeYs5mrpYpGZFgzeJp5qAU2H0Ao8kHl26v6U6clDL/dBhvQY6jGyEg+mcZBbCNguJH7m2ZlnJRpHGrN67aos1VxLDn2QBTAPndwDqaYYFtLc2EWhA3zTQqqg8JKsWBakmBojzS3UJ6riQomdqYnFxep0jV40HRkE+k37/uKQXIa2FlgCSh2PmFbqZE1MfA2atO+KQeTGkZN4WuRqUQRTVwvbzdZyMwtBJJXA0sWl+Uu18lTDoCwoEM+KiBOvtFevr65FHtF5gykKlTm2sSiIdVVnIZACV48cmSA9seRQF0OCspw0jbojLNpcCZqMr1OuWLKFRVutOWoNOIoTBUEYhiEmHnR1UXeQu3h68cA39hfu6D6x7Xh9lr56bHrk4cEf/cruT/Z85Bu4FbeJnblWFOEM40DTpcnZc36shSlEnuViFISxLhr1BZWvelLdM3kCjdAFgWuHUA9vKB64MqLK6Orb5Xc6Tr7x78cP/NHzI1v6d395VKnACwcn3nzs7SN/d/jZ33q699Ydx/7juMDgypROz2oKA6BOsBUhJYRqAHXElOnGUt1QbGj5cZbGcRY4mWskCW4hPVi4OM816uvry1Rtfr4yhZuIrYvFy7JC49hvnt9/6a3vv3nk7w/95L8927thx8muD+JwxTUjKIdazTV5AvTUVDzbRNhJbA2bMiZOBs3QNgKJ1S0JW0rkmqlnJT7ICEwJyrCTESfDKPNAQpws9Juh2wycZha2ojD1CCEkNVWnXK6aSOXVipsZXmiKkthgJBt4tu5DLXL0GMOmZ6fQ9JaXV3AUkCB0HE8SdF12Vd5TaaxxGCoBUkLXiDHMiZsHbstHTWDElkaAQQwVKLKqWoqGlIXGFKNWWYmharzCuZ6dRl6eOM0AZK6dOlaCoOtFDsldnFkKaMx8OPXcbz49/EDh+HeOR24a+bljplAJdA4jM6IFZqp6sSwsiKYIXM8nia4DBIjvxRhljpk4RuyBjKDcB6lrJa6R+iALvDwKmhD5tg+gi4AWQDVSKa8+KfMlw5IDx0gwSBM3y0juOxEJfegZbuIhDBG2dVtmeEYQFEHQKKZepidnSpc4nRFMvtyo1uqMIMrAh5DYN23/wx9WJmsSJZmi1s5bMiXIdaFFVjTaUxqeyfqOHqd+3gxavhHpNOLLOk/pWZoQGCAptBqmsKiZPDF54ioh1CKmiJAUuLobEdxq52kWmYYlcbomQI13TQl7RhzaaehlGOWmGkq0p3E4cBJbwkLFkasOM2eJJSRXgFA0hJIk1yUP4SiOgph42CNheOH58/13dvff3jl0d8Hg7Gy1tbJ+7dBfHuy5ZUfPxo5X/+ogEHykRkAkgZsQP7YNPD9bvHz1tB8pUQ6RD0gYJEETqqFccfiibfC+oUJDA7qIDB4ojMtVncqcVZnQazPmie3vdv1fPxy4s7dwR/dzv/2Mb0Ra1X7q157s+vy2ofv7+m7b+UH/JyIXLF1WGrOqJtuWZtg8QDKGst8oUqXijCTXFFmyJJ+4eZLlSZK5IEFauJyt2hqcn5w2dCbLfV6o2b7iBiZVVjQ2wDCzGOdHv7yn64vbhu7v67l1x8V942G4gpTQkLBGeSaHkR65ZmppHgJegCNb95AVOgA7ACMrUDnXlEKgRj893e0sgFmI8hjlBKYeTLCTETf1URy4eRa28rTtBwRj4ruRIGgMzyxVp3RHAFgVNKHaEKoVQZc8W41s9Qa/3wSm38zbcRp7vg8hMEwdmJ7G+yqLFcY3OAxF4uqxZ6XEyUOvSdzcsTNbjyw1MlWs64gTBcHgry5eqgsUK3J0XZBoANX4xgsHAYmlhJaMEfTd0EORhTNgetqPf+uJvg0dY1uGOm5+bObITDO/5ugx0mOoRxFZZUS+KiypSJQs2XJhEKZx0AJm6KGYOLmjhVANkRH/tPGGmWelGGSBn0Wk5bgBioAKmQZFqRyg5rnSeI1bVIEYQDmEUhhYaeylvuuHsY+I7cWegwHEFiM2KJYWeEUQdJphabnYEOZVS+FlhWVlRULADqBHvCi46fmd26VKWWs0bEUEvDJ7dkpi+FbQ0uu+WHGVMpAq0NOinOTtsJnhPHZTncVAxFAmEWoBHsplVWc8UyBK3TX4wBJCpeECzoeKB7QwcDLiRKYGVAHogmcrgSlhWyE+SCInj3EWuk1TJrripFEL24mrhjqPDS7QGj49K/MlUaqLKidFvhNFOF9JymdLfbd3jd5bGHtwcOj+XqEkBnHgYueFb+wb2NSza+tgz5d2HP3X16S6qtEAysQxYlMmKo8ri9zM7AUTMR6xPII8RCI/B4I/e65YXqgwNMPSDNdgFQYoFG7MGaXLwsJFVqy602+Vh+7tGXt4qHBH14H/8XwWtlfa19/+wZv9Gzp3bR3pvnXHxP6JKFzhS4hehNycCkXgg8A0gSarVLHMcSWPaB4GIqvYGglQHpNmEuWB24xwHpBw4vLlWnUmTf3WcspJVJWqeiAWysgxktW19be//2bh9s5djw733rbj/N4rxG1bQmBwviURUyRAvZGWlTggjEnumqHKQkOFwHKBjk0Z6wKxJYL02DETx0w8KyUoD5ycwMwDiQ9THyU+jHyYxqSZRS2MieM6CHi6BimGKTXmJY0GvqYC0fSgIjky7am0bwrEMaLAayIrCHHczJvABrqmAGBA2xHqplRBUsVRaq5Be64a+TfKHjUDN/dABs3EFEOZ9nQRc4xGi8yl6YsNgaYFjmc0hfEUyrekAOoR0iKgxdjOiBf7IUEhxJnnB/jpX3+y90sdQ3f29tzaMf9WOSQrBGauGdtqoJnGdOUKrS5ZgS6aEiCOqhsejCwtQmbqmimQQ0sKbTXyrcwH2Q2OF4Ms8Zuhl3tO4gSuaNKCwgisMn1hfvr8YmWG0mhg8b7F+UgiUPOhjYIowAmGBCHHFlW+SpcohmYZQdeRIMqcUoW+ZkMoS5ah+shOoZW4ThzE2U3jbz/ZCszrLZwTQypOVS58JleXli5OMzMCVgN2np6/MMstqoGVZn5zJVleSdtrybKjEWZJkymweHHJldVQD3QOM0Uo0z7UYqHqarSnUx67YMmUD/XABbFjhrZKbJUAjdhqAJQASQGQA8eOQ5ISHBA/trXINeLUzyO3KVWcxqzUWKBlSpIbvCVKYeDGTXzwz/b13945+tDA0AOFofsKQlH0Iw/61gvf2Fe4vXNky8DIg/0D93QtfDLtI2KJgQfzNF5N02vIyuiKSTOVbNVdXl/xMz+OY43Vrn42MXHh8tzcVLkxL6msLnimnMgirlekhUt1atEaPzI3eFf36EMD/Xd2P/8He2PcaiYrx797vG9j565Hhrpu3TbxwtWV5XVNIELV48s6U+FcJzAV21CUOCYWEnSTWl7NXc9BagCV0DXTCKdBFAZRFEahyDM0tyRaS0ELrK63LVNHCCEjtQQS4vbr3z7Wt7Fz7JHB3g07Pxw9owuRUEGGSizNsy3fVCDUfddOMEoIyvL8modzVQSGiqKoFSUrjp1BkUAtdLQY6ZFjxL6VBk6WRstxuJwla83WtSxbCZycgKSVr2QrbT8MgzBBIBJFm2I4A5mSrcEY6LZqKtjUEqBnUEuAHGCYhTgjXrC+vp62Y8vXTaS6jqcIpikEBhdaQqjT2OYxkkOkhI4Wu2bqGrEtYpX2FT4UGSzzXoNiimxJsFSWVRXZtZTIBU3st3yUAwF7IE3T1ea1leZ6y0s9FMLkWrJ0trjv688+87tPfPT0B4YOTcU1RWQLROJQiVmcrl2itUXdVwSTd2NPVCRNQrYW2WpkyYElB4YQWHII9ci3M8dILClwtSgAaeDmGLVcPxR0gRKqkqItTFSnLi7NXSovTdUrszRVZCRaNhXgAB+T0IuIG3g2MDmJZoRGrV6n6hxLiyzPWZ7pBUiWVEPB0EwcO3Xt1IN5SPKbSlcOuDYTY7kVyTFoJJCJNKZ0/qzeqIRACKFmMNTShXmT8gKQxk6WuHmO83bcdjVcnS1X5q/y5UV2TlQbuDFjmQz2rQRqUW1GX7oslsaVyoyh0p5YhRrnAzWwFN+UXaiFUA+Agm05FBkosUBXNKCrluh7etwKWoHblCk0e7HcWBSEiqHWbaWu+sSRa/zIQ/3DDxSGHywMP1AYuq/AzvE+9tzAe+HP9xVu7xx9qH/0of6+TZ0fDr7PF4XSp8zCx7XZEwtv/+CtyweuADFgptTK+drsezNv/OC1pVOzUdO3Nd110MyZqWPdh1777qGzz1945W9efe3br18+erVWVOmKM350fuCe7pGHBgp3du37g58QpxkHreP/8Ubvxs6xrYPdt+wY3zeRxysq6wMzq12kX//ekUN//8qlA5fe2Xni+HeOffLcB/NTV0iGsjy9EZpkqyEGWRBFDgYW1JJrSXFy8vXBgy/8/d63vnus+PHcu0Nvnd9/0ZAgssMj/3q4sKlzbOtg38bOk8Pv1avy7OnFd0be2f+new99+5XqXMUygG/Hkd8O/WbtDPXW9nffKbz7ya5TL//VwQ/7P+JmFOI0bTlwlBBoIdJi10w9M9YrNjejVM9SU4fnjv7TEfocvb6+brPozNPnXvjTvW/vPOlYia3Hkmo3KuyHT37yyrdeOrXn1KdPnXn17w59MHiqelF0Ue6ZiV6zG5MMO8nOvzl1+F9evXzi7PJ6i18SPtz1yYE/2X/sn45JZWgKARAIFDAQsCFiUwwsOVAZ/+zeK6/87eH9f7z/3GsXFyaLB//+hctHpxy3DbVo7mT57e3vHP/e8anDM8f/5dhLf/bim4+9Of/+rJ85pq9w1fri5NzVDy988sJ7x7536NKbp0WNrpaWqLLIsdpCfbYoTZuBYBGVN1gUI0EWTMW11AhqkSkGpkgMMbCkEKiRYyVQj3WOWDxx1cizE8eOXC+kBa7SKAmiPD9VGz87f/H01Qtnrly6cGVy4kq1VJU5zTYcTEIvwMCDOHY5pVxqzJXLVZYWaYqjeRoGyLA1SZAU0UHmjTSx2DHTwMlvOnboB7bJxIG1nFntWF1O1BZRViJjfdmLEKdWJuXSPDNDq5QvNVxLDF0tdIw4cLJm2FxbW1m/nocAqXXALdnlS7xag76WAjXmKqg8qS2NK+UJTa44YgmpdVepQ5W2dB4CjWAvjIM09JpID/mSqdR5pUbLNdtkfYNykBY7RlSf59klTSghoYw02veCoHRmoe/2rpEt/UMPFIYeKAzd31ef4JHt+yF58ZsH+jZ2jjw0MPJQf8+GjhP/8drSxzOP//zI4N29hTu7HrvpO5/t+UyakR7/8sjQ3YX+zV3b/4/vz7w1kSwT33M/efyDxx8d7vzP2z4Y+zBazU788ETn537Yv7nzyLdfo6ro4quz/Xd3D2/p77+j8/nf3+tYiQP81/7tcN+mzrGtQ1237BjfdyWN2mIZHv/Bm8P3F7o+t+2lb+7z43D65Hz3LdsLG7qe+q97pk+Nt65FadLCIAFKCNTQAxkOXC9Bnz576vGtw4Vbu4ce7Js49dnM25MjDxa6b37s9e8es110+F9e6dvUOfrwQP/m7le++/LxPW/s/qXRwobO/ju7uz+/4+QTb0qC6Fsp4P0j3zpU2NxZuL2zcrYO9eCJrz3effP2oQcKE4dmkBVDkSA1gnqEzNgzovEDE2OPDvbf1dV3e8fOn/nexb2XLr94eezRoZ7bdvRv7uq5Zfvce5W4df3ia5O7vzrS96UdIw8WmBpv6PbTv7Kn+wvbRh4ofDh8Curx1SOTe746Vriju7C5c+d/+sG7AycuHT2/+yujvRs6Bjd3dX1+26UXJ1wrBSKBSmBJROeJIYY6T1791qHejTv6bt7+zG8/VaN43UPHt71xsuejdGX9zFPnt//M9zo/98Mdn/++2QCX9l3e8X9+r3B7Z8fnHzu7/4ybGWde+Gjkob6hu3oH7+nr/E/bzh16T42ohlisVRvQSiiRXWTGFY8xiMobjB3anEBrEnTM1BaJxmONI4ZATCmwpRAZMTBijcMq5dsssSQMDOx4vqCIDa4xNz8/fmn63JnL5z67cPHy2UsTn07OXCoWi2xD0GTL8wPHw7YHnUCvsFfnSpfLparI6wzPsSpj+LpiCDTdUETDVglQIqhGUI9cK7lp9uxTWWi0l6PV5eh6m6wmdis2VhJrLTM9ubxw5uTC2VPMZImfM5W6C5TAoLFjxMTNs7AVozhywnacp16uU5CZUsrjQn1BkSlXY32VxfQSkOq+oyc6T8QKkiqQr6pyQ1Mo21RQHCUryyur7euRl2DDtVnEzdnUtFq+XJVrumsQgjKd9U0x0PmAWYTAjBffW+zbuHPk4YHh+/uH7+8fur+3epEGhucH/kvfPFDY1Dm6pX90y0DPrTve/O6x+Bp5+R9f7N/Y8/jPDvdu3Hnm8TPr6+sv/dkLhds7dj863Lepc/rN8fZ6dPqJD7tu3j58X9/QPb3UXOPa+sonIx9s+5kf7Hp06Jnf+NHSZ9zFw3MDd3WPPDTQf2fX3t/7iSYgTVWPfvvVwsausUeHum/dcfnAubTderf7/e6bt41uGeq/vfuDXe+qqiQuyLu/PDZy/8DA5q5dXxlmqtUgCTwr0BnfFglQgrTZnjo20f2F7aMPFPo27Hx/4ASlLfY90DV0V2H4nr5djww6Lnrju8d6N3aMPjIwcEfP8996dmlxdv83nu3f3Dv26GD/5p6Tu08YjmQq/gvfONBz6/bBu3uf/2/P+V6GYPST33i690s7dj08ePRfXzNl7GiRo0ZIi1w9CUDWyq+99GcvFG7v2vXoUP8dXR/0fajXjBe/vr//zu5djw4XNndcfukqt6gP3dc3eFfv4N19P/mjZ4uVmiAZR/7+cP8d3SNbBrq+tO3iwfFotXX4X14pbOrctXV44I7u1757mC7XDv3dwcKmrrFHhwqbOj/ZdcZ3c1vAthqaSqCxvoeac2+Wem/dsWvL4PCWgdGH+l/8ywPnj14WGZNfMLDXWni/euDr+1784/0nu94LUDr12lxhc+fjjw4Xbus69A8veWuW1zb2/8lP+jd1j24dHNjUc/6ND4wWJzl0VVio8bUiN18Vpw0saL4qAs4OLUaoKZJpK7FS88SqK9U9lcIaiw0hgHpkq6HGEanuarSri45lW8gBkiEJFl+szU3PXDl34fSFy59enT83V768VJmq1qpcQzJV6PkYYd90LRMLlDo3W708Nz9LNwSaZSVL1pFYpWbLjSVe4ARWVDlgCdgWiaOGN72/93sKNx8lKIqdZuouZ871Nrme49XYjCyKXpi8cuYTvrpkUDxincBKdNqzxSjG7RQ3E5DEbpKFrSxs5bip1T161pQaNfrq2QAAIABJREFU0OBcmycBTEOUJV4OtdiUQqTHlkjoJUUoaxpvWypxzJC4QR7n19fW15ZX07DlGbHJeAvna9WrHF+WbdnxYUZglvpNqAQaFyx9Qg0/0DfyQP/w/f0jD/QP3ddXu1QFNvRD76W/ONC3qXNky8Dolv7+zd2vfOdFGNvvdL/du7Fj19ahni/tODVyut269vJfvFTY3Dm6dbDnto6ptyZMpOz+pbHBe3pHHhocursweXx8/M3xt7a9eebHny58WjJErArhuZemBu/pGdkyMHBnz7O/++PqQp0X2aP/driwsWt062D3LTsuv3ohSsMnvrZr6K7e0YeHejZ0nHn2tB8gfkHY/fNjg/f2jj080Hdb5+l9HyqAFyhFpxwoYs9MoRXu++/PD2zuGds61PP5jo/H3gnWrKPbDw5u7u3b0PF279te6r727RugOti3oevt3a9LXv3Vf3yxb8ONnrPr42ffk/z6lePnC5u7xh4eHLir55nfeLJ8rvrxE6eOfvvopZen6DnNhS1biZASuGrkypGnRZ6RhE5+6O9e6d/UtWvrUPetO0ony+vr66//45GeDTvHHhnq3dAxcXT6ZOH97lt3jG0d6r+j+/k/2ss2dEnwXv2HI72bOka3DhU2dx785gvA91777mt9mzrGtg5137Lj/IufpevJiR++1rOhY2zrUM+mnaf3nMV+yxYwUEOghobgY6+9dLLS+8Xtow/3jz40MPJgf/8d3YWNXbt/YezS/nEf5FG4wk4rZ5+9+EHf++eePX/iB2/239k9+vBA74auI//8its2gS+/9NcvFDZ3jT4yUNjU/dmxk3JcE0CprMzOcVdpe5FS53SXtSJDx7IdqA1+vlxekhhg0IQvQqEIlRoSa1DjsSESSww1jgh1W2QMkVNVQzRtnRar89Uri8zVMjs5V7xcakyXmWnWrBcbs0uLS1RFMmTg4QASz8aWDBoVaWq6dnl2abZeoWt1RtRFWa/XhZkSM1OlFjmOZhq0yBoqAy3Ov6lx8SVNmE9ikKZOlrlJBJqps5z5zcDMsdomyNX12IU5BrFlx2aiVGxhQXVE7EohFPyExBlpxl6e4txRIm7RlmqOo4RAIL4exm6Wek2ohkLN1VisC1imkMF4thbaWghUHNgECk5gh620tba8utxczsIWMP3qpFgap1Xa9s0ESSR20txvuUYs1d1nf+fpgc3do1sGhx4sDN1baFytOS4Mm/jlv3yhb2Pn6Jb+kQf7h+7s/eTVjxbqxRM7TxRu3L5u3X569NPl5esvffOlvttv/Nmx8MGCpRtD9/UO39838lBh4I7uF/58X2OxigmJ8xYAZP5Udf5j+tLrC4W7ukYe6h+4s/fp3/rR/PQCJ7GH/+1I3+2dY48Odt2yfeLIeNJMHv/Z4aF7+0YfHujZ0Pnpc2ea65nGabt/bnTw3t6xLYN9Gzs/fuJjE9v1IiVTliWSwG0C0X/qV54cvKd39MHBwTt7nv6d3ShU/BVl7rOJ4oWSapj1Svnlb+0v3N499shA762dZ557n7dL+/7i2cKm7tFHBno37Dy776zXNN7d9Vr/xu6RhweGH+zvv7P7wyffM3VTEQygR56/PPNWUZoz3BujMESClMDVowBlr/z1y/2bunY9MtS9YefssbnVtWuH/urV3o0do48M9m7smDg2deIHx3s27Bx7ZLD/zp69/30vvWTJXHDoH470buoYeXhwYHPP8/9jr+V4R/79td5NHaOPDPV+aeeppz/2V4Mj3361d0Pn6NbB3k0dp3Z/FpBlWw5umOVsiThaFLjZG9853v2lHX23dQzd1TP6wODwQ4WBu3t6bttevSB8+qPzA3d29966Y/CuXq1mXz0807dh5+jDgz23dR7551e8Zcv0+IN/ub9we9fIIwN9GzuvvPepHFQYY452SkVpVvFpzliCgQwz0yCS4Qt1fnqhOFErN7gllZ5X63OCUFOokigztswAmUUya3OURFMszzOSSpmutli/qjs8a1TqyrxgMCpQeI1RkLxYLs5MLM5dqYqshjxsYWBjTbWoK/NnpksTswtz1RLFywqjNnijIoNSRZpZql0VpFqxMsuwlMiIKmfctGbMtYm6kjmrLbzSDq+txmuryUo7XsnczNNbxGvhOENZ5icBRCFCRoMunrtYH29w87ZcthzDIjoO9DRy0hy3XS3WWN8xIiAGcsXxtDh2m4GdqnWnMaMYAoKW72ihZ8SOmVgSIXaS+e3ETUMUpl7WitvXVq6trqykQeoYsSG6nukDMdA4Quw0gWlCli8fmuvbuHPkgcLolv7he/uEJc4P3KQVvPJXB/s2du16dLj35p1H//kVC2i1RuPQ9w/1b+7atXWo+0vbLz578fr6+oE/3t9/Z9fY1qGe2zqmTkw72N3zlbGhe3pHHhoYvrd/5JHBD586WVugNAZMHZ9/7vefK10Ux48vDdzTM/rQT7GutFjjVeHod44Wbu/Y9ehQ9xd3TB2ZXL22tv+Pnu+7beeunxvu29hx+qmPorZvysruXxgeua8wuqW/sLlz+r2SINqNCqtLLjJiDyTEa77wx/v6b+8afbh/ZEv/wO1dh/79gG6xqK1UqqXXfvDa4uTi4e++WtjUNfboYO9tHedf+LS5Ro79+6u9t3XuenSgb2PHhRfOrV9fXfhoumfjzrGHB0e29A/c1fPc7z5VulyUaJWa5E/2fHz4H4/YIgEiASIGIkFK6GkRgdn/xrreDTtnjy0sr147/Dev9m3qGHtkqG9j5+SJ6XP7znd/YduuR0cG7uh5/g/2NuYsgcaH/+FoYVPHrp8d7vri9pOdJ6N2+8i/vVbY1LXrkeHeWzs/eeJjmJKj/36kb2Pn2Nahvk0dnz55LiDLSIscI4Z6ZIsEO01mXJSKJnWJe2fbO0/96hNDd/cOP9g/+vDg8L29H45+uuvnhofu6R28u2fv7z67srI+8ep0YVPnroeHejd2HvrWS9G6Y/jMwb/e37+5e2zrYO9tnTOnL6m4stC4wnmVmj6v+BQIRTc2YGJZRNVdiRLmS7WZhbnFhavl8izVWGIFSqgXGa4mKZzJUTJHiRRF0wwlqYwOOBhZvFVBicZqVU6vSJYsmZpqa7wq1KvC9IXq0jgtCart2xbRDY+nhMX52tXZyuzc4iJVYymOqQtlTi3W+Om5xkSVn6WFBYpfMJHM8yzN1G9qCpdWEzPz5bXUXcmDLHFWlsPrK/laCzeJRYCCFAcqkWumjuq5quwojGdwaoO2GQcJxJaAXlGVRahTXuw0AztFUkCsOIQJEAiSA1eLMEiAFFbHOb7ChUFs625gxYnXbEXtHLdTL89wTqwEW3HipBHK8rDVTpfbyTJUA5P3PTMGahg7+Q0lDnZbp350vv+OzsLtnQN39WiU2Vpfbq+vvPyXL/R8cXvPF3fs/f3ngIWa7RT68I3vHy9s6Bp7ZKj3to5nf+Ppc8+cf+rXnihs6hp+oNDzpR0f7f44W2+d+tHpzi88NnJ338iDAyMP9A/c1bv7yyMj9/f3b+ocPzIdtdYvvjTdd+uO4fsKA5u7f/TLT1BVxQjgS3/7Yt8Xd44+2N/5ucc+e+LM+vo6PcmNbCkUNnb03dbxfv8JP5XFUn1s69DAHV3dn9/21ra3XdSSGUxXZYGyoZF6VhKR5enjC4UNHQN394w8ODD28ODA5t49vzDy/B88N/Bg79u9b3nL5OBfH+i9tWNky0Dn57d/duB0uA5f/ecDvTd3jGwZ6PzC9jNPfby6ntpQf/HPD3R+btvIfYWxBweH7uoZvKf3iV8c69/c9eTXdnHzuqkEJu0DHgMBIynw9Cgiywe+vq93w86RBwtdX9g2fXTm2vr6y39xsOeL20cf6O++edvZfef8KNr3R3u7v7ijsLHrud95RmawJkcvfuNg34aOvtt2Pv3rT2gN2L6+fujvXu25ZcfIg/3dX3js1JOnwvXlI/96pPuWbSNb+ntu3vZ+30f58vUbD+WOmQAljIOVysfVA3+6P07aq+vrvpsf/J8H+zd3FTZ0PPXrT159c2no7t7h+wrDW/p3PzrKz6gnO05237x9bOvg8D19z/72UxeOnV2cubrvj5/pu61j+IFC9807Lh07rSW1xeqVmjpXl6dV1AhyEOSemzo21jUo0lK5wZRLlfLSfLm6SLF1SWBkiTXYuiIwKkeJLMM3qBrL1S2o6VBUkSA7dc4q01KRU2qqbWk20mxge0jg9KvnFpcmG6qiAl/3UiDbVJ2fYdTSxMKlcqkqsEqDZ2RbrrPFUn2mxs8t0VcXq5dlQNlYVzRJkfib3tm/U6HHsVm7vozbOY5D2EzdaytxM0WprzUxCHQMJYJhGniZa4M4cK9fT5dTnDk40CO1hubPFWtXJYXyTI5AKTBoD8lhhNIApK4e+Wbs6JElhkoFiGXRA67Ii7qqOybx7CT2s5xkGW42g1YI0xCkgZ0kbu7pYeZnqZNrdV8sAk8JPD0ECnG1iMAkJu3FD6ov/s8Dw/cX3ul4lxpnJw5NPvGLu5761SfOPHnKcZ0gxx5ycJSdf+lyzy3b+zf3/PjXnvx49LTJuMe/88bYI0NPfG3P2M8O7/363sVTZZLEnz796eNfHRm4q7tw686+TR2D9/Ts/5N9tQtcGC5Xr/Cvfuvw448OPfELj+/++V1PfHX04z2fXnzp0jO/9dSer449/bXdu39+9OVvHGDGhdX1a2pRPvytVwbv7Xvu955m55Y+3P12/529e3/vxxMHr6ZhK/JbmkDosioyQBMCpMdIJK6RXHl58ulf2d1/V1fvrR39d3QP3Nu9+78On3nlFMXSp/Z98uxvPrXrK0N7fmlk95dHDv3TSxde/+zHv/fkri8PPvG1sT0/P/rSN56vXVnCAUCaceI7x0YfHCxs6urf0D2wuXdkS//r33udLeumFKq0q9P4hpkDyQEUycTBq0//6pNP/uKup7+2e/eXh4//P2/MHV/a+5vP7PmFsaf/y+49Xx5++c9fbEzQtoo/Kny056uPD93Xe/X1hdmT1bFHhx7/8vCJH75pMW5IWlOvzz/7m0/t+crjT35t9+6fHTn4Ny+Pvz697w+f3/OVkSd/6fHdj44e+MN95VMNgpo+yDw7RUYUuE2Lcvo39+z/+r6lU5Wl9yt7vrqrcGfXT37/+dn3a7oan3js7YF7ewubOnpv2/mjX95z+eDEi392oO9LO/s2dvbf1XP4Xw6e3n/yqf+y68mvjv3oa48//uXRl/92b3F6WkYMrZYpaV6BDS+xkmYYNAkMbdkSaLHOCVSDousVmq7xTEWQWF1iTIkBPKOLvMKyXL1eLVeWJIWXDVZ3RUqbq8qzvFZi+JKqGzbykefjmPActzg5X1moqKoKPNtPXQWxOmYr0vTkwiWaYjlGFjSFV7hqrYwDH3jqXOnSYnXccHjNkTmBZRvUTfbMucig9doEMeg0hWEMWnnUWolXVpNmTlopCa3AoDA24nbUWmu31taaa2vNa2vN9bV0PY/Nqjx/aqp4hZFoItZdet5m5m1+EZgc9o3YUUNHi6AQIDl0tUinHLEkqA3eUBWR46GJQ6+Z+lmOW8txO/Xy2Mly3MxJs4mbBus05kWxjNhFAETi2yGUDSB6SA1DkMVeMyLLF1+4cvTbR5beL380+NGeXxp9Z+db9DiFQz9ejcNmRM/yGodm3i1Ovjmvc25IlpEWQ5GYgs8V4eRntXPvTC982sAwy1dXLBMunF6YfXN6+vh88QzjGgnxWx5MxQZgllShYbILQnmiunixVrpA1SYoTTKB7dgm8KHr2y6xcN5qX7u+1rzWVBpS6eP5pZNzc+9NlM7PpHl0fX09wU3PTIAWyYzHN0yhbpoMtgWs0x7UY5PHCx8VZ9+eKJ6dLc8vLtUnaZFiWfb8+6fr5SrwrUp12rZVmRP4Cq1ZIqdWKpUJB6jA1GzTcgkAFtdeJSrDT390+ePn3z31ykfl2ZpmWipnyTXbYFy14WiUY7A+EgIoEa1kQRE7Woi00DciwPt6DXha6BqxDyLXCSwZ6ZSJUZwma1DyK59R028sTL++OPtuSa5A7LaI3yIwUevQ4LAhYI31Nc4XKk5jUpYY3dYdnUMG7Rp1R61Cz059kN4Y++7BjFhR+aOKWFIqF2szb81OvzFdPFPnyo7U8MWao3Fk6TQ9/vLM1JE5elIE0BV5afHU3JXj54rT83au0NysbJQtJDq+gTxd04RaY4lRS7ItK7agQB6EZtQKk+XIJoBXOVZmKJZiGb5RYdiGwld1hUUSA/i6KXG2rlksL9Tq9XKpIgqyjjSdiAIsupmmI5Zmq6qk26bjYc/xAM/R1dJSo1Y1TcN2oBtj3ZMlr1rkrs6WZ+oUS1GspMo1ulxrFP3QC1K/0piUIKPHumSztcYMK1RuAleq19JIZ5ZmLn4ShdbqtXRtNVtZjVdW09W15tpy3iJNWyRIDpuk1U6SVjNeaaZr7eZyRhJHD3VTr1ClC5XGrM0s2PUJTSxCpeYIRaQ1fCSFSIuAEhArid3c1SKtjsQlW6E0ialbmh66bYJypEMMPGJHUMHNoNkKl2OU+VYq0VCsQo0iSt1T6q7OOUgPXTVEConcJnWBe/a3nz70zZff73l/+dr6O4+93fX5xwqbu579jacuH70kU/LRbx/iiyoOlx03g2aMbtzm1RDqkUIH5Ul5/Nzi1IWyTDk+jKM0y5ZbfhhBJwZqbHE+1EIMm3ne9kmgW0DRdI4SqCInsIauQmg7OIg87GPshLG/urbcareazWaaxFkW5Wkcp3FzOYsy7BE3SZpJ2CZO7sPcgZmmApHTtIZviQGUA53zkZGkcStfzoI29hNAUq9OVau1WrFYmhifRCEisW9aRhhHhmVYjqJ5nGpRus7ETRKvJiTFmswbmhDm7sp6ztnV6cUJxVDoOsdWJalqKg1baUC1gUzWt7kbzUuGYf5TUbLXDEk7Iu0kbEWkHZFmFDeDKCde4piRo8fEbSbxSkhWomAlwG3HTG2ZuEYcuHlIlrHXhFaCrMTWY0uJTTUyNAdC4lgxtlPfSDw7c4wEWymxUwwybGeRn6+sXWutLefXmtlqK23m2I2FCqhMa9SCzRWBzhDXTD0786zUVKEoiX7muiuOlehmJBsJCwKWZGbUQtGyDyJdtmlBp0RTVGzJ8BSc+elyGrYj4NmsSPMi26ApqsFSVU6gNLluyw1XYTyBsjUJarrN8mK1VqtXGrKiaFDmQZk1FrwQGLYqcKwsKLpmWsAyTUPgOKpe51kOIQd52Asj01EpY3GempivzhWLFarBKboyX5xWNZHlahS7yCpFk8h6oJhYooQFwajeVP+g3I7i69eaGJueKzdzr9UkecvPW0ES4xg7vo6BGJgSxnYWumESBjkJEzfFtueaajOELew2JopL5+nKOH/144n6ZB3JoVx2Spd4dt5AUuRaiW/G2Aqh6hA7ggKRS0CqiiqnWCoChmeoss4rjhog1fcsDFUQwXw1WmnFTWgC14SJH/t64CqRWnddM/GhHwati89e7vrCY0P39e38/A+rnzFy0Ry8p2fs4YHBO3sG7uoubO76yf/9DEK+rWFTCW0tujGjx5SIShOh5jZmzdnz7JVPi5UpEZpREKTYT6Dp2TqGcgA47NkJ0CJokma2nLdyx3UlSRUYRWINTYS27nlu4PvEdaHjWnFMWq0sa6VZlhDgQtGyFQQ0z3eCMIwJTkI/i/xm4DU9N5MNUK/zCuVANfJBivQYqlFgJU3c1CStWJlVbcaLvGKxOn1l6eJnU/NzxTDKfS/2UGwoSOIlFwPblaFjRAlOl+MwDcLId5Ct6zwv1oLQnZuZmpuel0WDrelcRZeqplQ1lbqjNTyT9W0eIyV0jcQzMwxSjH5qBQrcPPRzjLLAbwZ+EzuZD1MMcs9MTRFDJbwxegVqEdBC10xu7Lph0IZGYmuhLga6EOiyq0kIaCFQAleNHC109QibcWAnxE5DkAZOmsRZkqVBFPjEcxGEBhAqWn1e42uuXPfkiqPUXL3hA4FAg+iqaZim7ULd1RVPUFDdcpkghzgFQdO1seEQoJmypPGKxUCipstJcyUneYB8xPAMK7Acx9F1nqsrIm0rdUequTJDJNa1NGwYiOOlepXmGNFyVJvoosWi0LaQVCxNlooLDE3JmmgjYFtI4lSmzmqS5ruYkCQIMxsZVX62Ks0Va/MLc0WW5WpMeakya9oKw5Zq1KzuCoYrajZr+ZLuCSKo3QRnzbVsZW2tvb7evn49W12Jr61k19ay1bVkdS1fXc7X0jS0EksKApCupCvXVldXW20ghZYQtMNmiG0MBYVaKk/OLFyYm/lsavzUeHWiLixaYsmuT8rMjA7l0NVCR3OBYgUIZ36CpMDTEtcguqKosqwKBpRdbKWRk+ckUxqyTgnNMPZBaCtebZZeulLVGGRwrtLwTdFDqu2DiLrADtzR03PLjpGH+tkpJU7XXv/O8Y7//NjwvYXBO3t6btk5fuyKE2Fbc4ER/W/dPdIjnSN81W0sgcqMXbysFC/LCuUGXoZx6nlBgBNPD7U6cq0oIi1TIkAhxAmzILd1rCueKjqG7AIj9JwwCCLfd22kQ9fM8ihtp3kzC11faci6YEE9RGYUenmMW6GTxW7Th1ng5kGQcA2xNsUbHL6BA5ZMoBzEThp6CUQ2K5cknaNp7srZ2fmJmshYlhZi1EJW4oJM4ixd1yxPBZ5OM2ULSGkrDFLPtGXbVhaK4+XafByTpcWl8iLF1S2mqvEVnS0qYtnWGp5O+RaHofTTfIfATgOQEpQTlBE3D72f2l4DvxXiZuCnGKWulVoSuRGFgvTYlkNbIlALPTMlKPdg6qHcBSkwQl3CmuCbmisLBjB8Q/aAiB0lRGLg6pFnRJ4eEzsmiERhmOVpmAYkxUHsQ2TJrC7UoERhue6rFJbqvlR3dR7bSmCqjmUhx8OmB1RPZNQFUS/hFAZN108BCuww9lVDERXG8gSA5awdNVcynBEXe6KksKwgCRpPaTID5YYjNTyx4escNqUAGLGuuhynNOpUo1GXdVmFggQonLs6ZOaL56Zmz7JCzXIM5CIXBYaMREa1NIjdkHgZ9nLXw5xcKzMTS9XJUrFMs/TU/JWl8rwsiqLAm7bm+MgEumRwpfoUrRcFULlp6Z16jNK19upq3m4l+bXV5bWVPIvd9jJZW8vWVrLVNMqcDGoxgVkraLajVuhmphwwCzYzL7sARAFcbQbLsRvYhsWKCs25iofNJPEyJIf1CZGfU/ii4KhOTrLQiUOUJk4z9PPQa/owxiggKEcmFuuiULShEDIzzPylqwhocRLGSZKGqc0TgyNy3ePLSGcdbknml+Rmtlw5VTv+/ROlj6oxbgVu05Kdt7afeObXn9z7B89cPnzZjVzD1m0LIjNCeuzbN/xUOdQShcZsCdElWJ23qzMWvQCgGQckd9zAMKAhOmrNs3gceBkAfhw1gUZMCTtm6lkZ0CNgxNCKPBgRHOOAAMfQDCnATrOVpHkaR6FCCzIluTAibvuGnSR0m5GfJaQdenkSZXmW2zqSGQTFwDMjKGNTcqAMfNuNk4DkiFXq1Up1enxp5nJV511opshKfZS6IDNVoqia4UmSyfBsTWTrWTtKmthzDFORoKOpBm0BmYQuS/P1oiRSNlfTuaoulm2lirSGbzCezftQi1wzxlaK7TQAGYEpdn5qeMUow25KvCz0moGX+XZqK4Elhzeie0wxACJx1NAz4gBkGCUIhL4bWjoSGUNkDV2xdcXUJdvWsCX8v0S998+l533mR2yShXe1ikVR1UUuopQgMLLwxhvH2CBYIAW79mYL4kUSb4xgDdiWrMIhhzOcGVbJpi1LtmWry5RXogpFiaIKJZEiOZzCmXn7e/p5+nP3Xp963ndIWswPL438AwfnAM99vvdzfa/r+hieBZ57DRsFIi+cAFpzZY3qh7YZoxtc7L21kiKBCl+tPEw9ymK98tXK1yuH80hA4MRK46kV2IOU7Cb1lu152GjdMdcrIdlqtc7KBdVrZtLhOPZHXjmmrStLlK7LMqXFUlRLU09VOdXV0qHUURAlbTHgeVVk5XKx2qtYjuy6Ngs7ypxM9teX1sUeVUhHbV3UrIWZA7kQzFrZeLOJ5tjwdp0v9paXru8/v7O3P5kv9iZ7eVqAQmjROjMoFhgzOQQlLUo6TdHkluc/va3r2OlhdMNR2Lw83HzlaGgtH3rVdsZZwUtMUytQa3gf5Gh5p2lv2UAKn+4SDVsDu8jaQTYt8YPSraotVIE0rRp4FdMtvLg6m764z0s5+k3vNob1Xo1H3XEfN6M/avWgaceR0VCqIoCFW75YXXv6arpcOBXHYezH0LZ9H8ZRjy3vDTG0pOUhlCgcHf/t8UuvtmajSePkEH3jh0AoUU6G46CtZopTwjl2CrdODNGOjR2jGRVq65UvFjadqsUeX2wzsLZGjk63SlhcKrjScKGDGpXWEGNveq9GzTrNOv1aB0GnWa9FMNZKxShFSvJhbIahjTEwwNAaRdUHOzZ2E/UY1Rhk39lhbI+t7Rrb1FmRr0qYUZwigRWBggKqCMWwIApiife29370vYvPPnVptp1z3FEYFW2t6AXpBAuqUSwAwos8nXlLNi837cZhVK2z3b3pZa4Kpsp+aGHFihUrV3x1WFdTURzKaqpP7pmi8BI2CncndDvLhhPAgKG9wp3hvdO9073Xo6E9qwJMPc4CqyPOPMoCL7ysvUKNYoEQUdaAUVHmYHa4ypOSc1FkJaslLyzPvaiDhI0oHS0VKQglyBjZtK4/av3ofe99dJIbUgeQeph7lAeURpQFUgRSRFJHTrzWjjlOIqjUIq23TUfdKHXL4uik5GVVpcUKmoXwSX/kZFsClVLJa0DSJcxXPJ3I5EBmBzKbyHJhcBZQ7nDl6hqVMKvZqsRT3gHqcxWxG8Qcbs/K6zVLZJS2jd73mvYwcXUqKdKSeatwqk+4AAAgAElEQVQGKwaBQ17lq3JnZ3Zxe3Z9a2e7qkETjwTtvN4EOxg2WDEKGbHi63Kf2fKWJ+57XhTBsd7TvpF9YP1gu4Zxr4l2XBuhKKOZoWU0tLdiNLQ3rHdiNLyv5npxrV5ew8mBTPeFr7sGe12lxeF8dmUfzSCc6GwLTi5tFXtLj9pGnTRSbVoztnJ0pO3NOMZNFzeb9mbnRpDgvUvzfALzeYETUs4rL+zYHY1HY9dHBUO+R3ACBcOEgtaMjnQ0cyKPsowCN0p4LqQ2hjIqpDBeK62lsALbkw7coIfWjX3YeDXQMlQrV8xMeigXN0iyz3ndWNlZFQgQxYqChTa0b8LAsMSAB9WdVIMZ3hvWa9Ia1kvSKGGFFFJqrWzX9uM4Nm3jddR1CHxo3djYsTVjI8fAh4b1g9uM/Uvj5mawPllMqjKhFRBEGB0kM4ZJpzSAGGOeLMofPfnCpeeuLpYJqDmtHMu8wp1ineY9FQKbSjYgSXbmk6vtaPzGKQ1WyW4J1zf2Lq7yfeOZMRoUulyxZALzQ1pOVHGowEyjpWWpk1UUqNW0k7iVqHVicCfYMxAFbjUPTndBbwzrOIik8DgLtIww8dXSsNyLwos6StIoaSsAywrUNZwfLg93Z2maIFTWaUlzRVPHq0DrwApLcooyiAASnFgn+uMYj6IdQxxaa4LALasbUnice1pGWgYJG4lajltJo1GeWUkjQipNyy0TsR2kHaRvdVWVRVGWMINqGY5I3CjYLIFLK1xVNVpO8tUEzXfwcpemhzKbqnplSRFg6mHuQS2oltiCki1ZACVZNYPTDT4sryzKG1BmptO28941AjmQapBzipRWrbOD4o5CVpOqIIcH2ZWd9ZV5cmidEdxFu2ncsVO9FUPQmzbcpFxn1YrI9JYvvvdJvDSO9Zp0lveNGlrZtzI2Vg99HMZ27GOnB54HVgdF2hMKpGf9JhwH3moUiylM9mlyIMplhvNiNEc8Mctr2eLyqt7l9Q5bX95ZXNphK21Q52jX6k2njyTwJNWdHke3ac0m6LGPYxs6kFUXf/TMej6TtScJ9zjKMihgHFZOxuyg2nt+Rxk+3IxD3zjVwtSXEw4WEqZakkZQy4gkkMOaKu20cpI7jowE3qDWsT6YobGDV4MmHc5CtXTVwiYHfH3AUeYl8VZ4hiXIOE4MqVwTNsF2WrS0ciR3vPASntTd9Rq3HEVBg9XBmcabvnFH43DcdW0bWkdbDWMjBi8Hp0bPB087Q9vIuqNwc7j58ualcTyKCBSs4AJ6jjSrsIAi6m7T3TSyA7ndurR45vvPZ+XSdVIKU04ZWrtgBqdabXyNCySz/shYj13k3ZG3gZRgwRSgAmzvXt7eebEuIa5MOkPlimUzVRyq/ECWEwXmliRW5E7UUZGOw8hhY2jvZM9xS6tI6sCJE9R7vXFy0KSVoBGkE6hDWajXhudeVEGixrDemMiFgYgRJNJVOdlf7B/sUgaKPAUphonghRNV0DDQWoAC1QWkBAqFw2DiJvoxhKGNsfdqNLTnoOF1c1L8bFlvT/rzRO9NJ4xhkWFT5vWBDiAemXBkpaHrxbrM6wLmkC9dC/rjSNsCurzGdZaUi8N8PQGLXbzcZdlElQuLUk/LSOuG1g3DkUrDvUSqhrZM6RSKnNpyll2a51u1SPSoXeeMcwgwmAtcMUmt0VEpL4SArCzJYlldO1xfxaZaV5OkWCLCve2tGJ0avRqcGjXvBIs1qoQHt/zgQxfBVCnSStQa3nnRN3Js1Wbw41E7vHTz5qa/2eqNqiNce44aTVqJGkval7rjvx1f4qWtFmi9U117ZvKDbz2zdWlntouXu3KxxfDSKBDFymVXV7Nn9xaXCjhTZKl5omlCwLLQ2HR6bEQfxWDlEH3nfey6PoZ4tNlo4uZXK5lHWUWammoiyMpEFSVFikBrBYSVVqr1HSt4sl/WS0pKbUTjTWNkoNBxHIxoJY2s9rzyvPACNob1QQ9Bj04MrI71ypVLVWeyXIk6kagQAimONMgZziRIlGZ912yc6jXt4dygpRVVOCEbGtpZOggcnR4aPwY7OnXUNZth07dd51VPMyfKoEl3EuU0sNFVlHXkwI9+GG8OcQjBBF47DhpaSLDOWUU864IevRp43aUzvLu3d33r8jqfKa1IzeuZsrzp2sG6ZhiPmIY1mbtIxuO4udmGQRgP9icvSAOPXh5WyXo5yw93knQGq7VKDmV2IPMDmR+IevqarMIyx+rAQeRlECA6MRjek8LD3KJaMWQEbQXpNOk075werRoFbFDqaOpE5S3rJYlGN9a1WkZOLSjZfJIul8vYGIyrMi3AEpJMkFw6HgTTVQGKrMSkFhqbVoSN95vg+6Ztx+g2hvasjqwOAjaa9Ja/1vLi1BBdp5ylgTEPIV1JD/3GxSEITvNVCWqCBK55QkzWbCLzNbIlYjhd14vDarlfL3bxao+nE1ktDUoCr5uTmI8Wg9ZOeAklhC6r7HRebgGRrqvdHMyRqvRgXO+1taimqGQMS2OC0o5yjkUFdLKE22tw3XWImXySvFiiRChDkGTIGTE6NTg1GD5y1IAaAZrd8sT5J+BUyDqqKlrSe9a3aox240QfRbfpbrbxqDWjQQ1cGJx5iVuFO8e6TvdH4ciRbn69LmaE5A6sLUk9zq1jHS0bnsdNuzmOR7rw5R5dvwjnV2F6g6bXQLK9qhZJG3xQTiGlsNbK+OCMtc42wTRDexxVn+5ysNBgrngRoxxW18niRknrTLPKepHNK5orCRQs1OIgAynEuWLQG9F427f+yMlBkl7TnlUBZwHlhlZOwteumtGMhnW0DNVaosqg0uJCk0KK2krscKUZsrj0vIpje9S3N5vXcg9OVJGVnoFoaG/ZoFBnWB/dEExvZGuU74e+6dvgO00bVjiFO017CaMqvMwdrwOHlpTAOTFsWu+ikaMhvSOdqCXLpaqiQs3Jd5vuprPZ4Xq92jvYm83m6TqHqcAFj7Ht+87Z4IPHKoVkXcF5M8ju2FovsnyWFpOarIRG1upsVadzlE/lcocmuyzbF9keLw8VnGu8NrKMvA44szz1ogysCpp0OLfFktc5BRWhyBDgGTbOhtj03nYCOJJrkktSSIO9hEZRr1nQPAriUC2SVZUkCaIlJHmdF+nhGiwRSolmyltX13We5xCX0lLTcjdoN3rXudA00fWadLhwpPC0ChxGhTuFWoU7I/roB+Uic0oEzg1iGvreusYRRIo1hBURTgFRE5MrzyEvsEFZAdIVWR3idMIXO2S+xdJ9Xi8tzgOrg0SNxK2VY9MMwiluKIlpZSYJO1hVB0k+WadzwAvVKh2NlpZDR6EU3BgbtLW6URVdZGR3Wl0vxCFWy3lxNcP7WIGyrKoSUCwF6bzcODE4PnLUVAVTlt8y/8qOq6MBDU01r0ygTaOGYIZWj50cGz12zVHrh8B7UUaaOY07wwavx1aPvdkEuUFpYKDBWQALrYFpeX9ip5R1o+oYRedZX8/teovBlUGJK/bl/FoJ18Qrq5lBGSrWGUJl6EzsYxM7za3hgVaB5R4nNtlmxb5ASy2rOL28uvqd57efu0xWsHfRSjN0x4zYqoDraV6vOS29YYMRvRVDdEdWDhy1rI4wdSCROBMcBE17r4bWbU4oMwJGBgNHDQNWAGdwtLQTMCoWDB8UbDo7Hg0vDd1xNKNArUSdAg0to8StZYMmveV944YYem8byXUIvhu72DSbo1f6/mWvR547i1srgrfOCEMRNVFhsoo9evnV46NXXwlmwzLH6yDQUKceVZEULVqr65e3n3/u2XU1K+gK8boucD4tGTNCS6WpVRoUyB0JdROoscJ03d70x6/27csG8XSV7M8XB2UNCJWEuHylq5U98fqAlUNJEKAlmZegMW5UrON5hEtt6eD0YN0G1rrOUZWjIoe40oxqF33sGme8qBVKGMopKgkuKAdSYMuAZsByaFEtygwVRZWXq6yaEwDKRQHWgJREIhaCkZIBWBEKpCWmE7aXvne6tcZbp4PBDUo8WDtSvDbxBIy08gK3wR5ZP0gXhNVcU2GY6awNDkNSZYhSjRiCChFdUoG5JVjRqmRVYtJDWczNYptOXyTLLXbS7c9BVLh7rRVTB+0dN7ySC+BnpVpkaHE42z6YbgNSCi+0NRwbUnpSK8mdcdE0Ubc8BXsLcGNW38jVtJLTlO7ikBYkSbKcUI4RQ5VWrNe0l7gRsGXY22BvWX5v5oCPpFWFQikUQDRyaPXQ6bE3R1GNXvdeD06OmnQCRoU7JzavictyMLQXoK2WlhV+vZNff/pAVU1Ug6xCPdfrXU4SH9UoaTO/jvDKOtop3LJM8yLwIuQH8PDSwWRnG9JUyNoHttl0N2/e7OOmC5vejwY2NAnlgUBz1cVREEszk23T4lB0pgvSWx6NUUJSWKB6zUkRBGydGJ3svRysGCVpWRVhEsqlKhNKaitIZ0UfdB/NxspRkZbBhsGGVcHg1vPeiF6gKFD0cvBydLIfmuNNdzw0x16MCrccRlpFARtDB0M7I4bGb2IzxGa0Jmitu67pjobFxdW3zj7x6O89evGvLn/5P37pM//mE195/5cvfeHy/HC1f3krPVxs/+DiwVM3Hr/7a899/Flvm2y/fuYTlz71bz77ud/8fL5PhLKA5dN8+9L3fvjYhS/95b/72Bff84UffPL7Xz/99e0n9yAufeS2QzdeePa7H3nyC//xM0/92TeeePCxR9/7N9cefUEquPlxnM0m28/v7lw8uPLEzrOfv/bo7371WxeeAmn44Z8+/8n//VNf/r0v5wekmtOnP/7cl37nS98898TTH3n2U7/xqS/8h7/+xj1PHv5oDitS13CVrPMEcqZDG33jlJYEUpwxlFKSc1JTUAJBBIEMAYorhipW5aguUZ7ns/kkzzOQ1fW65jVTRGgllJKMYcIAV0hFZgelO6laJZ2SRjOk0doUcw3WDmeeVpHVDc4DqaLXYwgbbRspLeGMK2E7p5ymUMCKcWkBREwjbgl3ouY1IKhISbE06URlE7ncZdPrZL5F1zusmmla+ddWuKTnxEttMa+JK0SLXSdVoDd2rm5v36hJTSwVUuFSo9yy2kvhdNA8cKizZX1jzXZncKsyMxQS4ktgV8jkujXae0xEVTBSBZR6lHlBDOXYt/qWRz7wxWIfRLUhmaSJYJlU0DRyaNWm05vA+xNgqlejZYNEjcL9SYO3RI1CLa8bDmKdOJg4msrsEFUzyUtNlwItbDG3MFUa+qg2GrY8D4F1CsaN28jSz14s9p6dXP3+pcMbWyFqHwSmKRcgRrPpx5eOXn5lfOUoHvdmsKTlsHV8kMBZ0krY1DNNUofWbr3HkkNWryEHlJQa555VUZHOssGL0fJR0k7AlpZNnbgq4bg0ErdOjEGPjd1Eu9G0l7gVuJGwMaSztNekFSRwpKxoreijHHt/NDbHQzhq1UaihteRlJHBeKK2GzF6vWnCJsbRh05JffTK5saXr33gv3jPnT/xB+//z38vuVxe/NTlO37iPefectdd/+gD3/3wd64+cemPfuWB+37q3Lk3n37/3/v9R3/nCy9+5fIf/9MPn7vt1IW33HXnT7z3yfu/IxuTl8mX3vfI+Z+++/TrPvgX/+tHr1+69sjvfe6e206de+vpy39zUTbgqT/55n3vOHvH33/fJ37jL+yGHr6wfc9b7jr9kx98+J88tPWdq0cv9y9+9dIf//KHLvzMmfM/ffrU33/PI//333ztzm+eufWO82+9+67Xvf/Lv//op//dJ+/4z37//X/v9/78n3+MQf2xf/Ynd7/uA2ffeMeD77p397l9ykmaJ+mqJFj4JvjGaSMxwKwQJJc4YxRQDCHFmCJCEUM1wRWFJQUlriu4mC/zJEc5xDniNbPSaqWFVAghQiGXmFpkB+UGK4OglnEjKOE409VMFwtbryzKAqsblHtcRCv64DbBDVZFwQzjwkWjjMKVwJXh1GDIEAHS8gwWGcprRMqU1qnNZzqbqtUen17Hixs03eX5gUBry05oR7Q3ooWIQJITWzJdl2gZe5Oky2tXr5SopI4zIeuUVmsBCiGUko3ApgQmqeUkE/u53Id+TtuMt4DG3PTcDkY5mZdFUSCU63ptSenrElABmsHe8p5fPlNOSGeOQaLyfQIXjBRIQRv50IghiuGEb3xS5Hay21G4kaiVqOWgodXJRsWj3ONEi9Kgtdi9vJzemB9cmmWHlJcWLkUgbW/GVm2O4lGnRl3Geka//41nn33yua0rV3euXUblanPcNqOnFAvCGYSac6/kzX748eaVo+6m5p1lbZQjykyrBjRhsxuwTizOPFqYw8vZchcUS0Fyz8vAQFS4dXx0cniN+okaXPg6kbgwCrdebhp71PlNHzZejhp3mvavKZOkl6gR2HIijHBOnJAAhk3ctLbzrMepQ6ljVeQgaNJ5OQa9OcEhBD/60DkbQufmz08/+S/+8pP/4i8f/8DXAm13H98795bTD7373nNvvuuTv/6XzY/bL939yJk3nnro9nvvffuZT/zrP7v8g2c/81t/df4tZx56171n33Tno7/7qOr95//fT5/+hx944J33nn/TXVcf3zq8ujr9ug889K7773r9+7/8O1/a+ubWHf/gfff/4vmzb77rm/c9Fn+sk2zxp7/68H3vuOfC2+6+9xfOzrb3Xnn16PGzXz9z66mHbr/vwtvu/tS//dT3/vCZs7eduv/nzp3+R+//m9/6/Lfve/Jjv/aRT/zGx5/5+I+kUJ/7958599bTD737/rO3nnr6008xi+u6LItaSh3aJrbRWU0gJiUnOSc5EYhJybUSqIYMMQo5qTmuGCwJKFCelLBAvOICGAG0YtZIp7jBkDLKpeREIB1F7L3rDHOcK0IJRgUHC13NLVi7OrEw8zALuAiWD1b33mysHBRrBVfGW2sch56BBgNDsIAYMcNLWmegzipU5gJkvpib9FAud9jsBl1ss2SPVRONFoYUjtVBoEbzHkGa1SnWdQlXOtDYm+2dq/v7uzkqiKWMy3wFyoTWJWVSyMhxANAlq2p7WlwTfYGaFYpr0qTU5Sk41L3UnqXFMkmTbFknhyCZFGmyNlGEwdzy/J9dq6aK1Q1a2myfL7fSdJqgNTYoRjm0atPqTaeGRg1ejiewCA4aWkRaNLRsaRlY2WjSeTqUM7rcTiWQq0kx3Sqv/ODwyneuzC7vZFu1g93ohsGNndkEPqClJKl4+ltPP/vU9w/2tlaH84PLO3metmNsWk8IrAogsUBlDvKV5fIobI6aTdN0XXdsxeCwN9yhpSFrT3PH6pjPDUhctTIwNTTzvHiN2u7lYF+bzC0pAkwNyq3CrZd96zZDPBqb48ZtLO8Vbg0dDO29GA3rJXFGeC2tUyGqaIhRSLKKggSks7pcMVIbDqKErSKdf42O0AW18XYIvjXaHr+6ITl74TNXvvfg9577s2cf/8Dj59929wPvPH/PW+765K//levik3/45Nk33vng7efPvuHOL77nc+S4+Pq9j5259c4H33XhzG2nHn3vo9lhdf/Pn7v/Z8898M5zZ287NXlqJVn3l//bX5x546kLb7v72qM7n/5XnzypDzvzxlOP3/s1/4qSlnz01x4+//a7H3zXvWduveO7Dz85/G339fNfOemAOHPrHV97/2NVZh757S88/I8/9Kl/+fH5lSUj4uqjV7/14JOPn33s6Y//4M//+UfPv/30A++8cM9tdz39me9BXRAKEALWmdg3sY3WaooJKjFMIcogqylnFKEalHWdA1SxOqd1RkBGKVC4VLjSHDgBG4kaSaJmQbMgsBXMaG0Jx0wR45VvLdMMEogJQhWFK1FNVL10YO1A4uu1J0U0rNeytXowYpS0E9Qa440MAjasjpI0glmIMOSIOQmJqCtRprJcuWyq1ntivkVXO2K5y5c7NN0X1Vzh1NMyMhAVGxi1WVVUJMeqbo/8Mj24fOW5+WJeU4QVQ5CmC1CljCAppJSB04ZUIpkX10t6qAdMmwzoGWvKtNrnqgxHlvm6AIv1aj7bOZxtTxcHM0wr0wk/mFvgNRRZR3JfTXU1Vel+udpZZ/slzWRgQyOGVm16M7aqb9VGk06ghoOGFAFnASUBpV7hzrCh0WPvj6NqNdWcEJjidD+fvHg4vTxJrpZgKjzqPG1b1bdqcKSVyObLbPfG9tblq7wSvAiL3RUERdPb0BpMMCoZzmG9XNOMSBgdazrfHG3GlzavOBFZLfrG1yu0d7muFxYXgRSR1bFe23pleeZ54eVrdNj+tX+Kk7FcegEbK/rGjkM8Hpvj1o1Rj5b35kQXsWNjN8EM0Y2tH52JznhLdb2s9y8f7FzZWs7mRVYjoDl0AkYOoiadExuNO0sHpzZKhH7sL37q2ft+/p4zP3nqzJvuLLaL7cd2Tqq+7nnznZ/89U8IE75x3+Nn33TnA7dfOPOTd3z5/f/JvKy+9cDjZ3/y1APvunDm1ju+fsfjs+eTc2+/+/6fO3v/L547+8Y7H7vj8fH41WrGn/30xfWVkpXh4V966MLPnL3/nefPvPHU4xces69wSIo//e8fPv/2ux945/mzt935lbu+tPlx/PaD3zpz66kH33Xh7G13PPq7X65Sme7Vi6urel0X0+IT/+rj5992+q6feN9n/vUnhaSf+T8+cfZNdz3wrgv33Hr66c9+F6qMcigk8dHELvomaC0ZwQRAmNYoBaQgnHBGaJVV+RKANYeZhpnGhaW15yAa0hvcGdIZ2lsxWNGdEBg1b4yKXEquuDLSBcMkL+qqAgCUpF7LaqqLmc5nupibYm5g6jXtlWyMag0fOI4CN1a1hne8DCCxinR9v6lqWKGca8qZJcDVqc1mar0v5tt0eoOsdvlyhy92+GKHJ4cCrh0uPKsaAiMjAWNOOIayLPl6kU5evHZtsVwiSqgQsKLZAldrjoGQRvHAacQVXWbkQHdEDaSWs6Tepb7KwaTdaOHqUi4LsJjP92e724vDw9ViyiSwg/AbfQvc5aMbFWyqhcn3eT3H5RKUM4SWQtbR0j7KMcrBks7gTpOe1ZGUgVWRVZGVEaVOky7qTZCjZZ2THatttg+zyaFkuWQCpQ4tTbHLil1OEht535vjTm8sayVzVYYPrs7KBYG5zlcgW2eUYB+ta6wStk7wcnu5vLZihRXIK6IUIZbLoRn6boyNoDifb63yCcO5J6klRSCZqxYMLjlLnaiihs2J3YmDyOrAS88KJ0C0tA+678LR2BwP8bixmxOylOGvzcA+HDV208ejrh2dCxSifJHuvrh7uL9b1inEiBMnSSC1g6mRIFrWC9Qo3BrWezdUM/DA7Rcu/NTd9/7s2Y/+Dw+//OrLu9/cO/vWOx9854Vzb7rzk//yE+PfvvqdP/ze2dtOPfTue8+84YOP3/m18ZXNkx/+1plb73jw3feevfXUN08/ISt33zvO3f+Oe+7/+fP3veOe+3727A8/+iyrnNHt/Efrb5598tP/9lNnbz314LvvO/umU1+/+yt2YxCrPvIrH773p848cPuFM2889aNHvl+p5LF7Hjv7prsevP3eM7ed+vJ7v1qteLpdZ/slKuAT937j7tff8dC77j3zhlPf//C3h1e7z/77T9zzltMP3H7+7BvuuvToM2qAlNbGixBN03ofnBScUUQZRGVVr0uUAVxjRgiqESwkyizKHMkdzSzNrYBN4EMjR8+6wPtwIsKJUbPBit6bVhmnrOaKcSW4VmUN8qyuMlwvRXEoiplKJzI9FOXCoNxK3CrZGBuN7DluBOms3CjSocxXK0OBU85ndVnUKWG0zFCdyeSQrw/4fJvOXiSzq3i5TdNDmRzI5ECmBwotLa/CSY0Sp5FJAxhEpoKiWOXL6XxWgRpSjAktEpjNSbVmoMZMcxGYaDGyGQ6FHBC22RocAJxAWgiDmo0u5Yw2dQ5Ws9nuZOfGcnpYFYm2JI7K9PwWuSha3ivYgqUrp7SYF3VCSKLo2vLSK9JZ1ls2CNxy0HAQSOFR6kgReR0lak70fYf7KAbDOg4aUga4DlvPTn7w3e/vvbjP8sAKj5Ym2WHFRMGl1nUTxRjFaFhPSlPPKC0kJ5ICXWcMlFAI7oJ1wRFM55PZ/sWD5bUUJqjIkipNqimCM6FoM7TH47hpmqiFd6wnqS1XAuccJKheUbSWNLUnK+ATMC+rA6+DLLwovCVtEH1jxz4cbdrjPhwFPXg1eHWisgzRbJwcghmbOMa2FQpDWgCUQVpQhZiknBlFW5ybeqV47gSIpAy48BzE4I7W16sLP3P2gZ8+98AvnH/o9gvFtHrqw9+783Xvf+j2e+/7mXs+8it/tP/k/LO/+Zl73nzq/p8/d9frPvDV9z366quvPvvnz5/6B39w/y+eP/36D37xt7/w6quvfuPOb5z6h39w/zvuuf8XLjzw8+fPve2uj/2zP/7Y//SR+37hnr1vz+oD8uDt993zxjvP3nrq0fd+mTqerJd/9EsPnnvr6TOv/+Bf//ZnKWFNe/NLd3zp7v/y1H2/cP7uWz/4hd96BOQ63UfZQY0Be+zUV+9+/Qcfuv3CubeefuT/+Vy5LP/4v/vwPW85/aF33XvuLae/+sEvXfziM3Wau9b4oH3QSlIICoQLzOu6zst1ivIa1RBjwAhFpTwh1/EyiNzLOmrSKdgY3DjaRjE0cjyhHTg1OtlF11kblbFCC0QRZaIoqnRVJLMqPazSPVJMWD5jxULWK4syx2GjxWBt7/SgWS9Iq2gvYQtTF9RoTUu1rhlIQFoAsF6V+Yqv9uhil0236OFlOLuMF1s0O5DFVGdTlU9UPdc48wK0AkQCPJaCB0ZMndWrrEjzsiJcECkRIsUa12uRLXBVQq6YCJQ2FWuB7CAN5SqfrLJFWRdlUfebjvsKhhTHMger1WI62ztYTWd1ntog7CBVz2750/fdZSpjUFvPVL3g9Qr//49s7iRuDSFORsoAACAASURBVOlPeEis9DT3OLHV0sDE06o5gTnA1FZLg7JAq6BQq1D0rKEFe/G569UcWtjRdcBrl+zIbJfnO3h2bQ7X1JJoWGNF79hokFWY81pzEBj0igWnY+xDM2pE0/Wk3L842/3R5dX+YnJtMr2crXcYLWNUm2iGtuk2R5uj/iWvOlQrWDGQ02yJwYqjlaGZY4U/aRoXsJG4Vag9cQ961kU5Bj2eDLfGDl51Xo2N3UQzOj4GPngxRjv4EKTnkBTr9KAmqW2kdoIzIaAnuYFLQdaGVYGDhtVRgkbg1urxifNPXvipu++57dTp13/wj375oYufv/j53/z06Td88O43njr39tMf+dWHP/prf/zh/+aBP/ylhx68/cLH/+ePbX3jxiP/5+ceuv3eh//xhz78X93/sV/9k4MnDiLvHr/zG/fffv6eN9959g13nH/73ff93LlP/fonFs9mhg5RH1Xb8G9+65F7f+bsn/7Th9fb2bc/+uT5t51++J986Nt/+C3uqLRy79uHH/9f/uzBd9/34f/2oYfeff9Hf+0jz332aroPiznGhVheWX/sf/zIPW89feYNp87edudf/1+ff+6vnn7onffd/YY7zr7xzvt/8dxzj/xQtlgYaoKUmkJQ5PkK4hLTCoASpAUpEAVYSsYZo0Diwooy8tyx3PHSG9afmO8s7U5OXdBD6zaN2zjZRjdY20jltLWMyzIH8+lqPlnN9lez3VV6CKsFLVcMZg4mDiaewsaIMZhNMBsrhhPqOq0Cyn2wY2g6gAUUdA2SAsM0r7MlSw7lco9PrtO9i+X0EjiJzKYHMp2oYiqruYaph6mFmSkTirkkFi6zfUCKCmKMhDCOaUOgqFMBM1WuaV1BphgPmIRadERFgjnEUKHaFCniRIbeA5GwWNdqnWTTYrHIF0mdZZKT0Bk3SjPKW37nv/4Pq8s5SX09k8WMoEKDRFczAeYWry0tvEAtRw0vHE0cXFi0tPXClHMN1p4UQYCGlAGsXbVw5cKQxI5mVESuDg+L1UrWNN/Pl9cWJCUkYbxoUGKTvaqY1rwSAnLDTKM7z6KsrYGNIb0mvZej153WNvbGBFLW69U03f/RJN0u0t3kylM3ZldAvbCKtEENmkWGrFdDF44bN2oRGJJ1jusVJ4mhmRN1OHnztGywbNCkEyCyOkrUOD54vfFy8Gpo9NjoIeg+qCHo8ST80qpNtJ2PnjlKFKhQklVLG5XxinNBSsUyg1YSrRQpvMCtwq1ErcCdJl3QR6vL5ZVHrt/4ylY1r8eXN5rb3W8dXP/C9fXzqcdRlk4UHi7UagettsrppTVYcpIYsjL1vkyuw/Rabml06mh2Kbn0n164+Lnntr95mO8Ro0ZFB5Z7lrmgxybcLPfx7hOHNx7du/TFq1vf3a1SQiVTVnDJl7sZXLN8iieXk/mNanY1m1/MikMKFgIlkiKLVnz76/svfPry9mM7cEmCsevdxY3Hr15//FKerPQxI66iEjKFCAdMYkRqxGrMaoQqXABaYg654Nxoy5BEpSS5oZmlmWHAG9FFO1jRG9pHMQQ5ODlEu+njkVe9t713rRBWCGOUT9flwf70YG862ZtN9xbJpCgXBKSaFAHmDqaOVkHzLphNsBsnRolaDiItAy0Dw4FxAyAnSpWoKkBdA1olKpvoxTY7vAL3L5YHl6rVDssP5fqApVOez0m2QMUa52tYJTRbQIQE5mKVrFbrpK6Ilk65wKQhta5WJp3yZA6qGjDLVEtEi+RAKp7VFRKkE7ijdfCyM9bKyKmpKpylyWry4k4+SUmBjJLt4Jsj5zbqljM/9/DOd1flhCe7JVhKlDuSBzDX5USjpaeJY6VndSSFQ2sNFqKacziz1Vyf7FJw4U+UFbB2YG156Ud3ZHi4+vSL3//GU09/80c/euLi97761HJ7Xk1qkhmcxfJQ7D97sPf8TjVPHJeaCFYJmhleekM6iRpFWq82VrbauHYMcZRcUrj29UyS3KUTtP9Cvt7itPRejU6MrwEo+eDlxopB0UChgqlkmeNF4CBq0p+gSR0fT2gS4u8SLk6eXHh6TTvP+qB7r/poBytbIxqvWyOdC05FxQ2lDEOEXXAuOko4rjRKNE4sTSzJrUStoZ0gnTz5fNRGc9zGl2O7GW8eh6YNTTtubm42Lx8NfzuEo+hGJ0ZNO5j6dKbLtQGlAgVPJ3Dv0mzv+u56NVsvl4vDRbYqhfK+b5t408sjCRtaepZ5ljpeBsP6YI+b7mUfXpLK1bWgIKJMaeXbvvNN52NDoV4foiqVoJCoUGAhwVrj3OPCMuCcGqMbox0sbUUljZI3Xx2HH0fdEqILbHIqc64rqioVmHSUKsQFgVVFcsxKwgFnSAiqGJa4ZlWK6xWGKaPQchQ16YLeBD56PljZezUEs2n9ces2To/e9kYHTpVgqqzq1Wq1v3+wu7M/nyxXsyRdVLg0J1ctWkYOoiSdkaMVg8Qtr+OJsMfrSGFAUEEktPVlVWd5VZe8TvRql0+ukYPL8OCF8vBqtbgOswNczHm+YOt5tV5ky+VysZytF9nyoEwWmCIPK5asClQzLi3TlnOLSw/WPp/p1QRUAHEvREdkj3lT5/SwKHKOoxGdpr0TQ7CdbTxUsCIgX4PFdprtZyRHRqp28O1RdIO85Ycf+EG9i7OtdTVJae5Y1dAqorUrp7qeKpIYkmiaO1iYKqHVCpQLABYSzBVIPM4iLgIpIykjhVHiVqCWlI6BONtLn//+xdXhenGYXHlm5+BymezyvYt75aTkeZxfLfeeOZhc2gPLnOSYVpgBIoCRIPI6ssor3Dk1CGGwgDby4WazGUdVx/U+LRdq/iJcXMMk9UYGJ2NQR5q2AkRFO4U6WgRceJQ5kjlR+tdMtKJ3anBqPDl7J/tG/RpZamjcxspBgmho79Um2KNgR6dicI0SRmnpGmeiN6Y1uvGhH8ebgltcO1wElDpRBFF6ibuTjZ/CnSStpr3GncYtqbxRTTtsQtM6GQwL0fTB9F4Ohg20CuXCLLbZ4Yt4uYeyWb53bffiM9/f2Xt2vrqxSLavbz+zs7VH6taozopWo45VEaUerQxZW1oGw3pDBwEjA1FTD1JZryyrG0HCMG6arguhsaLJ5xwkBpYa5xquDUgdzb2owonIJKugQNAoGGwUlI3x1koqasTTiixKOBGuVA0SEamGKk+1FrAEYA1owVDJKbCkVrAmGFFUk3JVViuAK0Vry0G0tHO0N3RwYvB6aN1RsMet23g7ettZEznTEJEK1HVdz2azra3t+XSRrNJ0WcKMS9Qo3LE6sDpI0ineSdyxMtDSC9jQKkrUStxyHKuCGOOrCpYZrlJZLnVyIGZbZHINHV4up1fL+Y2qmOB6xbI5Xk6z9SpZZdPJYm+5WJZrVqxEkdH1Mi9zQLBk0jBlBAu4iNXSpROVzilClHpK26p2C2BnCdlepLuMWMsGhVuFW2cG51uiFBEGVz6fiGIKcM6MNl0X2yG4Tt/CLs7Ka2j6wpSvCE3DiesU5R6sfTU3cG1wqnHGcU5hBuuiLNO8XhOw0NXaoczTKtAqcthI0jkxatZJ3IFES64vP3PlxtWtq89fvv7M7sFVOHkRXPvBCwcv7JRTVRwatg5gJqcv5vlhqRCzVJKMkIThTOJc08oJ0khhmWCMAGPE5mbro12vl8m8ml9H6y1SzwwuHQOOw2jZwEoPEgcTR3KHMlMnDqVG5P6kp8DL3srXrOtOjhJ3EjSqbhRqNelPngYBG14FS7uoh8YdBdd7F51zxmjrvXVttMfBjE71m/6lfhw5CwoPAkUOvCzDawkg0p3UrZ54/DTpBGolbbt+bIc2hMa7GLumHaKP1sogqiY/lPMbdHKN7l+C+5eWh7sH+7PLSb0NxbKE073JpSvXfphnhWaNk4PEHVi5fGaqiaqmGq6sqqNlnUQdgw2pnGX9iWFIgCbaTd8f9f3YN0flmtRrgwoLUgNTRzLHc6fKoOpGg9ai9qReQaOooI46OG8JBQBneb3IqgNqCt1T03M7KtMKrQXDAqQIlxwDwZGmSCJAIcJ5lld5DTKISkpqSSrPTiKtuLOsD3Lo/FGwo9eb6EZnW208l6qu4XK5rEG+ymY729fnk0WWlnlagZxwECVuNW4lbBnykhkKLFo7sLK0cKIKrAqsiqh0ZUYQ4FWJi4QWS5EeiuRALHfZbAvvX833LyWL61V+SMBS1qnOVqgsYIHWi/RGlqWGD5L0dY3zqoAIQciYNFQoTgNIfXoos6muEs24Yp7jmJfmYIm2luBGQQ8opbQIOPMcxmCPtI4Ic4o1rkx+SMspoCV3NnZ93w6t9faWl8Lypbbvlcn39nXp6pWvVhYkjhQB54GUkRYWZ4JVjAECQV3nRb2C9VzVK4f+LiSiSWdYH83QujHqozrRuLDL/Xrv6v6N529s/Wi1d7HYu5RMrk0nV/df/MHW3nN7B5cO6ymzoM8PyuxwlU3X673FcmdRTKpijlHKaaUks8Y4zR1FgjBwdLNvB7+YLRZ75XIH5zMJEkf/zolyAkmqVw6sHasiyj3NnSyCgo0hfZDja4NODU4MinQCNrKKrAqs9pJ4jgwHkeVe1dHS1uujxo3Bt85ZY5RSVsvo9SbojRN9sOPR0UtNHCTtFO4k6kTu+QnlELUngGwBG4VbTXvDOsP76PphMzZ9513rfAyts50VXGVTeHBlvfNcsn0x371c3Xhhtre7l9NZxie6I6YhUGQvbj93MLtRVCkhnEBDilivXDlV2YEoFppkQeHW8N6pkQPPQThBb5+QIvt4fHR0czPeJIWvVhZVFmYWJpalnudeVVHXjYaNwa2jvSWtwZ3B0YnQNi2luKyytFik1T7Wa9UjN3C30b7XSkmKOK4EAYoiyaCUTHOmpNKU0roCsCagRLjmFFhWv3bwLOkC61u3CW4wYvC619pLrZnkCKP5ajJb7h/Otre3rk/2Z3lawRKRkgjkFD75OS0nljOJgazXupoqsDIkcfXK1msDcwtyUaS4THGxYvmcZ1OZHIr5Hp5sFwdbyd61/4+o9wyy4zrvvFn11latLYskQIIQKFIkAVLhXctryUGyXd6y1+u1rfW79tp+LTmsLXvX3rUlpMl5AAaAGcwJzCJFSgwAEQcYDAaTZ25OnbvP6T6h0zmn0+07MwDIxfvhwn6ruu6n++Xe6nOe8P8/v6dRXVLkArTqoWNECES2E6iOXNdXGq06hREG3AQQe9jB2LFd7DGHehhwvRbKZdeohwSmXshp7NqRpvulpr3Uslea9nJLLTRXFdD0iR2woB2GKaGepqjlxUJtsa7Vbc8J06TT6Vxu553AEzds5sZnV9PPLm9c6WQ5S50mk4tUrfhQFsSKsRW5IPIAd53Ao4HjYNuCRhMYFQwazFYjYsYuTAKUMZozt52J9Xa8zr3M1rhe9dejdaIFpTm7MGvMnixWl7WF2eWTH3+4eOHc3Omz5dnVxkJtdWp1ZWpuaWpmdXqpulRprDZqKw29YjoKRsANPBZ6qYtjy4DYIVk7FjGTW5pUsfWGB2XhaMLRBLXi7ntGzAQbCTYiVxPEEMQUvhWHKOP0X6AgXs5IO0CZCxPSFUJ0nzoe8wR1AsdgrhH5TurhhAVRFCWcsyDwCPKow3yah6TNSB7idjva3MyviiAnIMFGjFSBtAiDiIIYG90UIKJm5FlxSLM43IhYO0k6SaeTRHnEUo96yEU2RZpuNspyaV6ePVNeulCbnV6amZ1W7brDdcKtdIOLDSYZ9YuLpxrasuG0LGBYug0k32oxvRZo9cDRhQvTkLQDmnO30/0fQtxmpO07mfA76+3L7XjThSmQOYaxYwhbYUS5zoEOYBLYSeikHGUcpwynDGUhjrOk7fu+ZRmyWpf0IqRNLwMsp7zjRx0WBB4CFIOQOswjIUWBR8Ig4A4ivs+A4UDTsS2ELIqBS03PNZkP49BOGc6SMI955hPhu8x1PeIj5NmWLVfqi5cWz87OTa8sLlVLVb2l2ypEhu06PnUYMkMCQ4xcjIkDCVBc2PCNRgBkbiuRo8TYjJDOgObZhm/KVG8Ss+mpDSzVQaXYKhVrhdVyq6ZJBcuoBrYqPCeDTtCyWnVzraVXDN2wbSypEkS2YxOKA+KGGHu2ERjVwKgGVosTO/ZERGIPcs0M6oZfqdvLLbe0UDwzd/5cs9A0TQ1hyoRwsN1sVBemZ1eml+WK6RGWZZ28cyVL1pnbvuFKxjY74nLevtpJ2oHnqUxdxs1l3FwloMWJEbmW8KEIsWA0oji0LQIkRynYWtmDskBaRMyEgsR3MkbbUZi3o408Xhd+h9GcoST123LFL160Z89U5qdqpkZsG1i6WVmsLp8tznwwvXTm3Or0zPypmQsfn509caG4sNaqtOqrLbVqQ8V17ZD5aSzW43DdwxFGbpKmjCWW5lty6GgC6ZGjxbYiHE1gM6JW3A161BDEENgSrhEFMGE447Qt/A6nuW+nLoxcEHl2EtA2snwEEHIQRralWbaKfMRCn7mu67okCP0wDLBNHd3DVuzBJCR5FG6EKMvjzXa0EdKUgsR1UmqnWOMuTAIvd+3MViJqRN0RWOF3hNeOxXrn0ytXrn129dpnnc0rIkpCISBCkqyU1lqzZ9fOfjBz9tjUiU8+WivOusx0PDnthO3LKUvQwsq52YXTdXVedyqy1tBlCBUOJGG1OAVxgNshzT2UdvePuk4aoHaIswC1A9xO2Hom1n0nc7TItVNkxkBiSOVY5a4hfBAHdhqijDkpxxlHKUMZx2kW51GcYIwVRWpIZQPWKDfCNhbrQZQz33ehgSjkHhaBy33KPRL6fkip7wBiG8QxqG1Q26DIpFjHUHIc1UWKR3QvpJFgCXFcZCPqYpch7EED1qutufnlMzOzU4vzi5XVslHXLMU0dAMj7EAH6hBBZDu24zjQQpZCbClwFI51gY0Y6wk2r0MfkB5BmRktqreoLiNdAaps1hutarku1TW5DPRKAGVOQexA30SaRuuKU9FA3SaGhUzDskwN2gATGlAaItNXy8Ssh44RERRRLjB3YWCCQFptXqpZCy1aXCifW1w8U1xdkpS6TU0cAAMo9Vp1eW6tOFfTaorn+XE7befridhgbn7Dpyy8mnWurudX2+mnURI7oVXytYLbWITF6aayChzZxYaPdc+zBLWErXhmHakFW1kjZiOEckTMFBsxMa8DElPeycR6HHa4l8fe+nq06VlJeQZeOllYvVAxVWoqbnlBnz9TX56qzRy/dPonp85/eHbu5MWFM7NzJ6eWZi4iCDGAakm3ah7WuI9j7qddChi1OYZu4CYuSrEZIz3qrv9z1AjIAigcKgLpka0IR4uQEWErJobwjCiEKe8iKthmnn+WRJc526BmJM+ZGPgEUcd2HGQjBIFlE+IGDFPfdohFAxwy7gfc86PQX+fhhgtiZRG4IMnTq9euXbv66bV2+wqsUn0ZBaiNjah4rF6fMTFoEyNyYUxBJPxOp/0ZBVya18ony6VTZXXJ8OzgyrWraScDEBZXqxenFs9/cvHEBydPfnTs5CcfFCtzHrdEm+ababbBLUdZWp2+tHhSMtZ0WDdNC8jCanGrxRyd+SgNULu7J9CoBtSMXRj7KOU0705FJHyduzkyBNUF0gSQOFA5UoWrC8+Ku8lwiDKOMoYyhjKB05S30ywPQmaaeqvZUvQG8bQgxSIPWex7PnEsTCzh2bGHWeCJwGe+H/IgdlFIAKcwsnXm6KGt+lAlDqS27CCTujDwkM9CgTExLQ270HZNi2i63WqqK0uFs5cWzi4uXCqtFIyG6gDbMHRCEaHItgEABoC6aRmWDoHm2nJAVe5aUbfMISAiZjfidd8HbiieJjum6VjAkSStUZXlFtAlBKQAytwxI+KEgJia1zRIzcINmyhuSCBAQMfIodgLiBdCHakVZDYYMmKXpDTgjk+IwDptLDdmGnC5RQpVa7kozTaVsk0MHAMrkGWzLGvV1ZXlpdkFrd7kkc/aPEoS4XdcO72BVXDba28mGwltR07qSH5rlUhrtLmAitPVlanF6qWaUYFQoqBJ7To1K1gtQmXN0YuuUQtNiRMjJmaCjdiFMcPXBZmEdeIwj9w88fIQZfIamT2+Uphf8zHnbh77GxRmlUV08ZO1Y++cXphaWTi7MPvJ+ZlPTp05fqy8thz4TkA9q+HCRuBZSYAz7uXMb19XBcwAGQLpMTauP7YWQVVYMjcazGxyIAkoR9iIiRUjMyKa8IwoACn3O8qMcfr+sx/0f/jG377xyK8++Oi3DxHgudh3XR8h5Plu4IeUUi/AxDN87oSCRlncmJWmnpk+8dCpN//hrUe+deixX3vEbPiL75aWXl08dejU63/16vjOoY9HjoW4/dx/fXZw6/7ROwdnXljwcZsYceh3HDn4eOT4oV88+MivPzTz+szF16Yf+faDD33j/mOTH7GQxR1hmnqlXG40aoW11VMnP/nkkw8uXDoOaVPkKNtk2XqadIRiFZZL5yuteQs3Fa3VKgG56NoagxYBOoYGdYwAGaFUhHqNUjMmVuQ5aYCyrlwZeesuTFxdYIWDJocyI6pwjYjCxLNT30lDnDHUDp2UoUyQjAdJmmUijgghmmLphmG7lhsTngRegDGGCGJsMQoFgYFHwyAIPc8LA05tTqzIrLhYj7EWOQaDuv/xwWOP/cbhF//seXlZdYkfhoxSDKCOKLCQpiHNdGRJL6yWLyyuTs0vXCgsL2tV2cUYU5sG2Gcu8R2bmNDRLUsHBiGmoKqgRtT1Vbt2F+wdURB1pXNkJMBgEASYBLZNbIBNFRmKa6kekANHi6DGbOBC6uieCjzJdGoAywAaimRqso0dSnwfewEwHVO2lRo0JOzTxA05Cqmf+C27vCpfajqrdXtFwqsma9iejn0LRQCGmkVayNNXSxdnZ05YapNnXtj2RcRcmzs6v8Er4hinEW17ToKNyGiErZLbLLi1RbR2QSrOVCszjbWpcmtZAw3syBhIGDSpWkJGxQc1Bpoh0gUxYmx1f38akjb3OsJvJyyP/SxEmQtTW4tKF5qV1Ypj+o7CBc5y0Un83DV8U5K4y33Ejbqi1hqq1FycnS4vz7kYeyi0W56jej6KmJcIlvEw80hMQGzrEVS5o3FkiK4VC6oCyMJscq0WalVfrwXdnhDSY9Ldi21EPkwDlP60/8N9//Z/D2/rGbh576PffphATgAl2MWIeNT3vMAyLWTb1Acut8PU4xkzFPDSX7+w72f+eXhbb9+WvY//h0eBzBfeK43vGun53A+HvtDT87kfnn10unJO6/ncDyd3jgxs3ffkbz2GzcQnubpiH/7WQwNb9vZ+bs+Hoz9NLmfiMv/JwPu9n9vdv3XPY79xGKqQr/s2VgFRsW8oZmVx5fxS8YwEFt1YTtbd9mXB1wPW9qrS4mp5SrOrLb2wtry4PFWW67pu6hACCIBpWMBElolMDUOFkW60/xef4fW6VxN2K7DrzG4xqnHXjDw7DZ2MoYzhPMRZgFLfTkMnC9w4TpIoi0ImEKCW4djEdeMgTAIvoAACQwNAw9CgtoGhiTAmCMPAC3wvKXxcf/hXDzkaR1oU+OvnX5jt+/zu0S8O9H5+98vffYG6QRAGru/aBFJGcYABMkxbUaxquTG/sDI1Pze9trisVuXApT4jLsdugH1G3BA5BEIIHTMkRuwawrfTALe75grfaft26jup72SenbgoRXYUuFngRQ6g1GG26dsmtzVhK5GjRUANoEmI75GEYm6iQLNcSZbqzUYLWMj3mc84DTmExNQtRdKkpgJt7DDkhAALq2Istcia5pcVWtBo2fENm1ooML3UoQKmHS5StyYtrpbPI6KEOeG5HwkGdQyU8IbaSU2gNqc5w1mA2kiPtGogldzyglOatcwatVtha8mqzit6w7YNbBsU68xseXrFMysBqAe2xFw9Jqb4/29N0mZuHod5O1zvQuyolTSXYG1RBk1XWsJmNWAojWge03bge6YuU2AnQbDRzgJKOSUR9ynBGPrYFJZCCfBDypmXhF7s4ojA1NEjq8XMZggkbqvC0SKgCEvmlsS1aqCUPaPiGw0GZGar3FaFozCiMKJwzjYaF7TutrTh2/se/fbDFETEogRQjwQUuTZEmq4ZuqoZsgHUIKJh6q1fS5c/Whja3jv55bHBL/Q+9wfPUZh7dOOV7x0d2t534CtjvVv2zL2y5MPs2T94duyegdEvDRz9y1cD0gF1/9HffHjg1v0HvjrWt2Xf1NNneBKEiXfi4Y/7t+w7+LXRgZv3Hfndx/2YepGtWQ2LtEhk6qhaU+cbzorplyiTkrbHMo9w2FCWi9WLdWW1ZawUy5cunD45N3OmUluR1YZlqYosNepSYanWLFu2HCKNYzMiVtzNvrAukMbNZqCVXbPsgUaIlOt1XTe+cZSGTkph4oKYmpFvJyJI4jhlPPZwiAC1LIQD32U+8SgAttzUtaZptCylpWuKDgAwLQM7NE43Xv/7NybvGUUKhxoX0eUPh47t/5l/nvzyaN/ndz/znac8V4ShoKFHXUpDigJkIUO3ZNVs1KXVxbXz8/NTy3NzrXJNhB6PgyByiesQ6rgBwR6GjoMshvQI6dyzU+bmjObc7TCaM9qFeaauk3m4y+3NPRJBwyd25OMMmYmjR44msBXbFneAFzDuJ6GXIhpZklNqyGVNVzF1mWCB4B7jCBFLt1XJaLbqGpAsJgPWMvxqUZ1T3GLVWtLcss00QAzqIxwYWJhi3WUZVsxCQ11uaases1nH47mPCWrVdKVKb7j4doWasX+90ZxgI7ZVAdVIqviVOau+qBFF6CXPqBK9hYBmI8t1DIZ0YbVYdzgINhiSONUEsSIKk+61ykibee0k2AhpO8Bt38nMWlibM6qzemPRsRos8fLUzwRqczdG0ES66tkosANOGFU81/CQTpAS2I3QUX1bx9QOQip8ylyUUJh2hUutRHVtRwAAIABJREFUFmi1wGiw61NYCrckbjSYWvXNim9UfLMeAJlZUoiMOCQ59ztpcqV+Xh25c3D87qGh2/se/fZhCiIEPKwjbOEg9KOcty8n0QbzMgp93aE6CoC44s39eGZwe+/EzpHB7fuf/b1nsZk6RvLS944O3tozed9o3817Lr00z4MNveKVz8svfe/FxfcLItr85IGTfTfvmdw1MrFzpPemPdPPn8+upOnl+PRjn/TdtHdi1/DkzpG+z++ZeXk6v5YAp1WTCravI6Gq7mpVnZedVScp82uwfY05niFbFcglmLdA3miYy3NzZ0+f+GDm4ulKbVW1JdWRS7XSarm8slxX6tjRRFfDoGbswjRw1wO67qgRaHGoxViPkcyJwgIzDu2Ek3bsdzJxJY2vCn9duJ0kuZp3rm58eplnmU84hgHQXUIZy7Mgy6jr24RChyCXqqbSbNZtCmhCgyyafml2YFvPw7/8kOtkvrfO/HWjiJ78rccn7h5+4jcfaS4YvheFvggjHm8k2aftMA15h3u57zCg4mahPDu/NDU3f75WWOU+jVIecM/1HIShQ2yH2LaDkCWwHnd714y0/xUi1m1Qd8Ubz0k9nBE7tk0ONUFg4tM2sWNsJQhELko93CY2j6OMZwnhDvRlldQAkhtSBTpWKLwwEUHEiEt1FZQKlXJtWcd1kzVNXm2hlaq52H1oauHQ0oCCAwDdph1KTqQbuCxbK019BVCZtd2w47PUR7bTLOvNIrhh9u067nq+tIiC2HfSKMhD0vZg6rS4tkZBzbPqod0KgEwsCWCdEhC7ZmyrwmoyoxpY9dBpMkdhtho6BqdWFKI0cnPm5RHrRCwPSeY7KTJiUAuVZdxaI1AViZ9nYR5YiQcSW7elas2oaQK31+PNDttwTWZKSK1Co+qCZgg137G8wOUeYcSJCUiREVlNLpddueRqVd9sMEvipsTMFjebXG8wo8HUsqcUqFkJsB4358C5J2fe3/P+6UfPnnjo7OiXBsfvHhze3v/Itw9jkzmm6xiO62K50Jx67vTUM6ennjxz4oFjyx8vOp5pEhkJa/qtqcHtvRO7hgdu63nm956CRmDr4uXvvjywbf/kvaP9N+298Nyci9rqqvPTwQ/PPHkWGshqwad//8jwbT3j9wxN3DPSd9OeCy9M51fWO59unn/yXO9NeyZ3jYzfMzx46/6X//y5bJ17zNZlTSm1pl499eGjP3KyWl1fOvXqB2/ufrFwcvHytSy+GhaXlt6bfP3d4deL5YVSc/7UJyfOnDuxsHjpxKvH3p1464ND7730v156Y+TthVNFQlJHi5EuQr/jaGL+R2sfjh775IGzH4+e+HD4+NK7JUdinhFjKXQ1QXVuFnHtVOvk/ScX3l5b+vHaB30ffTj88cpP1riI0zRHVuC5ubRqTb0wc+LwqekXZ9/r+cm7+945/ujx5fMLmi2VlwoX3j5/9G9eGtrRO/qF/gf//YHCh/Xixw2jQAKc6RW69O7apdcW595YoiiMkpTSYP69hZOPn5o5On3i/uPv9b774aEPZj6cKknzK+XpxdXzzVrRD0i2Hoss9DmlHgKOadkGgBCZITZipAtiRQHKmJtzL2dem9F24GTXT52d+Dh1LO6YAptJt7vrOSmBMYGJ66QBzV2UcJ5FeUZCYOC64bV00GwqFccFQeyFiRCJIC7VNKNWq0p61fCaViTrYVXCq4ZfUmmRpKbfdhSrIGtVgDWH6xqu6m4NJbrklJpGgQiHddwwD33umprZKOr1gnHDe49cAhJHWmw2eVf+wkbk21mHdTrRhkAZklhrBcF6qJSs1pKkrmiwFVIzJlaM9BjI3GqESGJYDR3VcxSPGKEPIk7yKFiPRTtL27GIoyAPcOZITCu4Zj3ERuTCJMRpAOMQtyPR9twA1szWQtVsKmkk2vGGqcJWuS6XJKNh2RqFqk+dMPAEhgKZiaNFZoM1V0ljhbRWiFrxrRY3m8JocaPJzSY3JKFVg9YKAk125rHpA18Z7btpz8Su4dasef7JC8M7eifuGh76Qt8j3z5smx6Grt7Qf/TDNyfuGR7a0VeZqtamG0PbewZv633mvzxZWl4Un3oz750f3N47vnN48Laep3/vSVN3LN198bsvDm7rmbhvtO+WPeeOXCJ2u3ZRWz1WNBpQq+utleb9X58c+eLA2N2DE7tGem/afeHZi2l7M2lvnHvifO9Nu8d3Do/dNTSyvffR33ioeqH08l88/9AvHTj4lfG+z+179NcPXXjn5MO/dv/wrb29P7P3wa8fqF+svvWPr4/eMTB4S8/e/+sHb/S8ooalxaXZtw++cehb9/fduPe1H75clVee+sNHBm7ce/Cro2eennIAc8xk/u21R779cN+Nex76hYPVi9bM0eXBL+wb2t575D89Wf6kiVVxbOyTR7996ODXJoZ39PX82x88/ftPGUV88uFz+z/3g8GtPUd++zGjZqX55dnXlkbv7O+7eU//jT+sXzB+2v/Rnn/zv4dv6x25vffM0eMtpX7siQ+GtvVO3DU0+sWBB78+UfygVj4hzb++9Nx3njv0C/cf+uYDPZ/f/dx3nkk6Ha1oHP7lB/pv3v+DG/5h6vmzhdPFns/9YPC2nsFbe17b/XxZnVurzMhyzQ9JfiXLNuI4Zyz2ses4LoAOsC0PG7GjR44h/tWkwXA7RO3uSBexImxGLoyJFWM9xnrsqDHSrxPHfDv1UUbthNiJ7yVhFCBPN+yGDOqy0VAtCXmQJz7PuGinbugDCBS1qcE6igwnNlS/rPslGJU1r0TbAIStSuuialQBthzmQFfxIgADpaGtNJW1QFCW+2Hbdz2qNXW54jSKxg2j/+3NxjKxWlyvhVot1KqBVg2AzKkhQpRGXtxmaWtNkVeU5qJUmKkULlSkJRtKApsJMWOkxaAZwnrgtAKkBlAhjoapGfh2IvxOwvM4zrIsz+L1NltnTgok7mg8wBmnOXfbgmYMJ8yPUp5AyViZvlScm4F6Nc/8POcQmmpDUxsOkLmjCWQxHycIcKAys8n1eigV3OYqrS9jqegaDW5JwpS4KXXNClwpe1ojnH55cfC2veNfHBzetv/VP39FROvSApi8d3T8zsGhHX2PfPswtUPHIi/+6XN9N+0Z2tLzwh8/m210wiB+8Bcn+27a0/+5vUf/54vBFXzx/fODt/WM7xoevK33md9/ElgIWt5L33tpcFvP5H0jfVv2nn1iFlupXiR6DSkFw2qC5lLj4FcnRu7sH7t7cGLncO9Nuy88MxsnVxjfOP3Iud6b9ozvHB6/a2hkx8ADPz+Zf5rMvzPb93O7x+8aHr194JFfuX/51OJTv//YyPbeyV3DY/cMLrx/7id97wxs2Xvwy6ND23pf+O4R56p0/On3h2/tG93RP3JHf7NUja9F7wy83vNvfjBw676Jr45UF6SVY/XBHb3DO/qGb+s9+revG62wsQAP/+qhsR2DQ1v2H/z5SW0BBjB99nePDNyy/8B9I4O39BwbP76+eQ3U3INfGR+/Z6j/5r2P/trhSLRnX1kYu2vwwa9PPv2dp81WOPv26tBtPZNfHh3Yuv+ZP3rcXlcX5+cn7hmZuGtw5Pb+Q998wLVTF7UDb+PjsU/6Pr97/K6hgVv3v/q9o+2NDWlBO/SL99//tfHHfvNwbabh2GTyK6Pj9wyN3TFw8GtjpcrFmrqgqBUvxOtX2tlGkm3Ecc59QWhoA2RCk2JdEK176iLPTj37X1k+MbEibAhbY44RQM21ZB8q3JJCW+FIF9i4HiF9J8Nm7GLB0wAx1WGyhmqEQ8c1kQdFHMTtOM4zJkJEbR00gSu5GbIjVfNLgFd0v6i6RRhJilupm4um2zCJavuOlyKdFDVQlWTJAnYY8TAVYRJQ4uotJFeoUiM3/NO3nlk5b6jVQCn7csnVaoHZ5LYqXDsRbh67aYBFm7W1sm4VjPpCszhTKZ6rKQWKzZiCCOkRbDKz4utlD9R9owVNBSCNUDMMURqH6yJop1Gexp0224jc3IWxB9MAZcLPhdeJ/TwiiXBF6PpAN5uVaqWwtDR3cnV5KvBJ6DOlCdWyazU5VISjRbYqoMKMRqCUva7FrrFCm2tELrl6PTQlZsncUjiQefce0VvshT99cejWfQfvHR3Ysu/Vv3jZJZFWtB/86uTonf3Dt/cf/pWHgiCaff1S/017D9w7OnTr/hf/5DmzYZx67NTT33nq2MGPClPLEFskAzPvTw/e1jOxa2RwW++zf3AEI4oRf/l7Lw9s2z9x70jf1r3njlxy7bZe8o2qazSwJSO1oT/2Hw4N7+gbv3tofNdI7817po9cjKMrUXT59OGp3pv3jO8anrh7aOi2nqd+9/HL/6dTOlcY2tE7uXN4aFvf47/9EL/mvLv79f6b9k3cNTS2a0jSV2bfPzuwZf/kzpH+rftf+Ztnjaj24C9PDu/oG985NPKl/sr51erF6gvfe/bo91+Z/dGs2lAc133uvz09uG3fgfvGBrftff3v3pKrXmvZefTbh4e39x+4d7Rvy56Pho7l+ac/+v5bfbfsPbBrdGDrvvNHLuSdz6wSOXDf2NgXByd3jgxs3b/447Ur165Ji/DsUxdPPX7+3DNzb//ju0M7eifuGR66teeZP35MC6tzpy+M3zU0ftfQ6Bf7Dn3jAb3mG7UAg2T6mbnh23omdo3037Lv6Hdf4SxN0vXQiy69PX/uxelLr186ceiT8V3Do3cPjt0+cPDnx2qN+Za5qGol17c3Lufty1mymWQbMUt8jyMbWVDHlhTARgAl5mgRNhJsxkjnVBfEjLApbCUwWtiQbV0CWs0yGtRohEAOu+tKgq5XFibIiggKPY4Ak6Fo0kjzMwR9BXlGKNwkE2me8iQMYmp7qpfYbgqAkIygbLKy6pdUt9B0VuWgqAdlwCTEYbYp7EBqaAsm0AmKmN+JklykWciYYxFT8k0pso3ohv/59SeWTutS0ZNLrlL2jAaDCrfViIKI0SxAbUfjPkywHARGYKyZlQu11TMr5RnZrHpI5bYmrBbTq4FW8oyyq1WB2TQsxYYGpqCLrG3zIMvTjXa0EbONkHQ5XJmPkpBkkdvhKE5Y2k6zPM3iOKYEyWpprTRbq1eJE1KY6BXfbIRAiZAeO5qQSq60ilqrSC57UpG21nCzQOWyZ9SZKXFLFkDhlizMJjcbXK35R37nyPAXeid2jfTfuv/oX7wSeLFVRQ9+9cDIHf3Dt/cf/qUH/VB8MPB+/5a9kzuHR+8cnLxvZOqFs/JqK3CDMOHxp6K2VDaRfPbNk0Pb+yZ2Dg9t73369x5HAPte/MpfHh3Ytm/ivtG+m/fOPD8feBtdshVUAqC4xA3f3f3OwM37Ju4Znbx7uPemPReenkmTK3F0+ezD53tu3jOxa3hi5/DAzfvf73vns2uXV04sDWzvHd85NLy97/HfPqR4ay//7VMDW3vH7hqa+PLw1NRHP37ktaHbesd3DQ9u3f/K95+ptRZH7ugfu3to7J6h4e19R//+lfLFErZdV3CaUd0wKvP1J37r4ZEv9I7vHB7ctu+1v39Trvq1JfjItw4N7+ib2DUyuG3/G99/PYuvvPnfX+/funfy3tGBrfvOPXl+48o1UHEP3Dc6emff+D3D/Vv2zLyyUD3XevhXHxr/0tDw9p6F90pnj1wc3LZ/4t6Roa09z//JEdCuL56fGbtnaOxLgyNf7H/wG/frDdesMwTTs0/NdL85cOu+l//spTRbl5e0F/7o2cl7R3pu3PPx/ccrF6pj9wyOfWlo9PbBB35+rKUst8yFprxMXGv9cta53M430/ZmwlPfDR0ATVNxrLpvVQOrEQKZQ4WhruivClfjjhroEmpVNamuaE1dLqtKGeqNAEjM1gUFUYgzCiNiJY7BMHIh0Wwhm0ENx4aX2jQGlIMwcZOcZ52E54K1vSCGQYa8DALWNHlD90q6W2raKxJa1XgVRBKOIU0hEpKBCrrVRCAIaB6zTpptxFmbcWGqtlInthYTGN3w518dufhxvbFMmmu0GzGgLKiVECvq2k0CnIW47eqRa3BmJbVZdflUsXC+3lwylAIyaqHZEmaLW01mVgOt4uh1w1RMaCAMwu7sg4/TKOzk8UY73ojD9S4nj4KYWLFrJxFtx17CfR5zkbfbsYg9n3ihY9tAadpq1ZeKrlr1jQYDkgASbxXc5iJqrjhq1ddrgVLxpbJ3Pda1hNnipsSMFjNb3KgzoMWv/vfXBm7Ze+C+0f5b9r76V68GXqIVwf3/bmLkS/3DO/of/pWHGI+PP3C8/6a9B3aOjN81PHTr/rf/6Q0v9LP1NovEhZfPv/GPr3oJOf3qiaEdvRO7hgdv633q9x+HOgpwdvSvX+u/df+Be0f7b94z89J84K/bskB6hI0Y6ZHrxM2L2sQ9IyN39E/eO9p3454LT81GYlPwzbOPTPfetOfAfaMjd/SP7xoqza3Fl/3lE/NDX+ib2Dk8uL33yd952I5aP/qn1/q37Bu/a3j8vpGLF0599NS7Q9t6x+8dGdjS88rfPVNRF8d2Do3dNTh+z/DI7QMPfmOivlSNr0Zik9VWK8/+yVNrM8WX/uKlwZv2TX55dHDbvtf/x1ty1W8u48d+7fDQjp4D94313bj3xMFTneyzN//m9f6teyfvGx3cum/qyen1y5/BGj1w79jIlwYm7h4e3tG78M7qQ798/8CWvUM7eh/91Ud4fPXi0aWh23om7x0ZvKXn+T970r2mrC3Mjt0zPP6lweEv9h36lfvluqk1sC37px49M/iFnoldw/237n/5z17wAvHcf3m692d/OHHX0OiOflM2NcmY3DU6fsfgyB0DD/y7cUUv6H6poS7bWFnfTDqb7XwjzS+nIvNpCE2g65IF6r5VC6wmAzK3VY5VgTRBDYEN7uiBLgG5obXqilzXGiVZqlpGy1WrBLQENiJkRI4W2WqiNG1dV6GnGkENsAZkMoktP0Vh7rLcTzsi30xFh/PcC2IYpI6bAhA2jKCiukWFrMl4FScqTg2Lt3Cq25ECRdP2mg6CAcpCnMdsPUlznnLqoVq5Vlpr6YoNTXTDd//voQsfFEqzennekUuuUWdmkztqTK0IGcK1k9Tv5HydkbZVD5Q1V1pCtQUgL9rNOVVdcYzadcUMKgK0mFGhWg2aMoQGxjDwnZSRvLt9qstKiMOcuTkFMdUiYsbIFK7FGBKeRQNEGPE829UlGaoGtRkxE63iNxaQXHDVatCt5erLuD5v11ccpeIbjVBrhGojVKqBWgtMSZhNrtcCrRp0EYhGk83/uDSyo2/0zoGh7T2v/uWrWedybbo1dsfg+N3DI7f3P/JLh7jItBKY2DkydFvv5M6hyZ0jw9v7Dn/zgVf+9IXD33jg4Ncn9LK6fi2/9M7swG09E7tGh3f0PfkfH3UAjcXGy3/28uC2ngP3jfVt2XPh2bkk+RSpglgRtWJqxViPfLdz8aX5oW09I7f3D9y8f+rx6Sz/LF+/dvbwuYGb9w7d3ju8o2fx/XlANLZJCmeWBrb3Tu4cHdre8/TvPSGuOa//rxcGtu4fu3to8qsjTa149vVPrgO8bu158S+e4teMo//wXO/P7h7fOTyxa3jsiwNjdw8991+ffPYPnhy5o//4Yx+gzJ758aXROwaGd/QNbe959W9f1yRWW3QO/8qh0R0D/Vv2PPqtw9oajsP1t//2rb4tew/cN9J/874Tkyc+vXYNK/7Br42Pf2mw92d/+MZfv968oA3d1nNg5/DYnYMP/MIk1qNPJk/2fX7PgS+Pju4YeOJ3Hl5ZuHDqtQ8md42M3z04etfAQ984KEuKZcIzz517f/D9kS/2T9w7Mrit56U/fd520EO/eHDk9sED940Mb+8tnSuWLhYGtu6f2Dk0fvfQ5H0jF396eu7kedWpmLCetoN8M8k24mxDiMynDBq2prUMo0bMmm82AktitsqxFl0/dZZwjADoSFeB2jK0linVNaVhyTUgl6DVYLYWQTmGqoAaMzRLUisqLBq0YPlVHJleDIMYJesi24jzzTS/nETroej4QWJTYTlchX5NJQXNKyl4TffLXtv0Mgi4ZMeSHUsoMQgzqAtDJHyb8TCKkojFPsRGuVIolYq1RlnVpBv+6qvj0x+src1IhWmttUr1emhJzFauq6suTGI3z8OO8HNbFXo9QLIQqE0UsXK2Xr2om3UGZA5VARQB5cho+EYFQ4kinWIQeE7SHfTkNBd+3rWJcT8PUIaNCJuRayeO6dsqQorjqCaU9AAS10KeJXyYenYM6kF93m4tYa3qW01uNrm0SqtzoL7kyCXXanFTYqYkjBZT66HWCPVGqFZ8pex1P5WSC+Ro6um5+7820Xfj7smvjNYuylNHpsZ3Do9s7xu5vW/ki33Tz16MRbv0UeWhf3+g/9b9/Vv39d+yt/fzu/s+/8Pn/59nzKYVdSK9pr76Vy/33rR39I7BoR19YzuHzr10bu298sGvTQxv6xm9Y6Bvy57n/vA5ddmmMKFWQkDkgri78y3wOqs/KT/524/33bT7yH96Qis4+przxH98rO/G3Ud+9/HKudLGtfWAEVWqv/WPR/tu2jd6+8Dgrb2T947Of3jhyH9+ePDm3pHb+we37b/01sxr/+Pl/hv3jd05OHjr/smvjiycOSuB1Zf++pmhbb0DW/b3b+npv3lf78/sGd3Z/9GzP3bXLScwQADPv3nxkV9/aGDr3ge+ebAya114dXnw1v1jdwy8/P++2JwDWOOctN/+/pt9W/cd2DU6vL3nhT96Fqve+SPT+z//w6Hbe1/585etuufj7KU/fanvxh/2b9nb83O7H/uNhz+eOP7wNx7q+9k9A1v3DWzZ9+QfPlKpz73wV0f6fm7P0Nbe/hv3vvTXz7838u47A+8890fP9N+8b/SO/qHbeg58eWzpg/mfDP14YMv+gZv39/7c7gNfHfvx0NvP/vGRvs/vHdy6v/+m/Q98c2Lh9EXTa+p6NQhRmrO4E8YdxlOXcAAcVZc0pWDpZQ+0GFTCrhf3X1042OTUDj3CoImBgQ3V1iSgNoBWA3rVdTSBtNhWObYZwrillYDbgmFLcdYw08IU+QnONuN8M8kvp+3NJNsQ6ToPYht6EmSq6VatsAZEq+WsIKHiRIa8qntlIJooUW2hE2Z6gWNDA9smYy7LWJiENjGbcrlUXa22SoDoN/zdrsdnP2ysXVDWpuXGElbKntlgUBFd875np76TcdoOSRvpEbWSNl/fbG+uJ5ehHJo132qyLqsPKtxqMavFQJNhhWOdY0t0QQkByrr1K6N5ytcT1uFe7tmpC5PQzUM/oiRADiXYJlAXFMWEJn47Y50syH0r0cu+WnCtJrMVYSuRUQ2UNSKtYKlAjSYDsrBkbslcbzK1ESpVv1l0W0VXLlG55KoVXy15jhI158CZIzPv9/zkkwdP1GYkbdmqnm00zsvNaal2uk5kL+Y5NujF1y5+MPbT9/b/+MQDxwtnKyJNWRT6nGo1uXaxqhal4vnV1TMr5bOVtePFwk8rlZNS45zSnNaVS6Y2a0jzJgYJ0mNsRsSMXTMmMKaG4P667ySlY43TD5059fDUqcNTZx6ZKp6oRXGycW0j7fD0SiRVKpXzS3q5aVRbSrkuF2vlmeXVC7OFi5ekYrm+tjr1/gezH56+eOrM9LETaxcW1y4uLM1MG2HZX9dKM/PHn3j/J4Nvvz/y1vTbp1cKMwu1qYa+5DAdCWjZdrWonD966f3hD4/ff/rjg6dOPHSmfFomVkxB4rRC7nfe+v6b/Vv3Tu4aGdre+5PBn156e+HDoY9OP3ymPFX3kCBG5ILYt5PFN1Y+Hjz+0cixhTdWA9yWV+HHBz9+t+9Hx5/+qNZYVYJSy1479cqHb/W+9No/P/ejoTfO/+j0pWMXLr1zaeVYsXiyWj5XWzm1tnZyzQLm6qnFYwd/+tPBH515/hNZrula49gTH765++gHD7xXnF/GzLRsxbIVLyBxykQ74JkXxoQIaCFFlZTGclNZgXYzBCpHRkRAdN0SAGIKY2pzihiGDIEQGqGp+qbqGhJWKtBqOErBUOoG9j0VqopZ5RuhnyHTbTnM8GIYZV62mWTXT13a3kzSdR7ECIeGww0rkFCkUaFYrAZEBcRlIyzZQQ2llpMY0JeApzjUkNWKjRWeUp7zsB2iEOikUVfXJK1OQ+eG73xp/+JxtbGECtNabQHJZU+vh5YsbE0QK/bstDstwt1ckNxWhFrxApikXpQn8Uaahyh1YUJBYklcr4dWiwOZYU1QPepCSLsesa4JMEDtKFiPw3Xhd4LuPKiTMS+NRCIiFnDqhThOWNZOMr/NQOoZMdGFUQ/MeuCoAhsxMmLYYnrZUwpULlCt6ptNbsnCkoUlcb3B5LInFV2pSJsF0ixQqUjVkqcWqFULkBkFOHOxcEEQOJHnRgGNfRr5nkCG52jYdfyQc0/4fhTyOAoC4RHu0yBkXrTO4s2o/WkWtRkJCCbU85jrRMRKXZyKYD2JNtfXP7u8+X+ioEOsBJuRrQpbjZAuqCaQzKgVx2Izzz7LkqtJdnXz8rV2ZzNO0qzTbl9O0s0ouyrEBvVTkH0adq7x/JoQ/yeww6ZkLBabc5A16IYVfOrqfnOlMp1cZp1rCb+KAK9ZvOJe0cLPIL+G2acouOKYpLm0dnF+bbraWtOgpmlmsyIrDVutE7nqAJW5qE3sBKkR1iKicO6vv/X3b/XfsnfyvrH+W/adf+6iiHMeZp2NT+No3ScR1jnRo8DO8uRKnn8WR5d5sE7N2KMZyzPThYAB1anLdtEIq7DTtES1Za+0YFlSa41KTZUM23Bt4Lsec4iLPQwdy49Reo2xq4S2gUUkzWpaVFWdloFlAyimpTnIBFD3fdLuxFGH87bvc4QCy7SVZr1RWqhJy4ZZd4ESOjrrTqwTS7gwDpyMwgRBgWFMnRRZMTYFNmOg8FYFllaLi3PTq6t4c9d+AAAgAElEQVQzKm5KTkkCKyBsgbCBI81LbJeDOA/al9NkM2tvpv8S7mKRBb4gXoTdBPsJ9lPTSWoGL2lhWQ8qgDWdWINCBqEMuWJRSbNqJNTDtss6Acs9zEzVrkpG2XRUj5Mbnv7nF40CVUpucx7V5p3mGtFr4b8o5nF3ds5z0hC3Be14dupIHLeYVtYbq6tIMQMrYk5KQASVSK8zs8mgzJEWIT2iZuSZkWclLky6toAu1Zy7ubi+IShx7ZTaggIaYJQmvN2Jk46IO1GWJRzHSOawyaxGYNUDokXYiJEZOWpkNZhWdJWiq5RcteJr9VCrh137pVSgrTXaXCONgttcw60CkUuuUnK1ItFKjlF1jDq06tBWMNZ9ZHqWgoCKgY6ggS3VNhWotXRd0qBlUdv3EAt97oXUDTEJEGszngrP94BpE9vFaqhXAqvFsR75TsJIHgfreXw5Dta7W7yhLIDELIlZEkMqc43IBXHoZAznkZ9HIhNx1O6k+Wba3oyzdcEzjDwVB3qU0yBFLMOAtJp6QTHLNXlBRyWL1G1PLpZn3RCmGyJMqcNVU1Qc0YK8aQsFc9NPnLDtGdhcq6zOzl8qlavVitQo6/VVs75kNdeQWvGtZthdl0OtyLXiOL169M+P9m3de+Cekb4bd5957Nz6Z9cc3fdBzNzM84TnxETnRGVE5VTlSGWOJlyQIBCGLFFNqJuaBhsyKSm0qKA1BazJWrHWWGs060pLVerAlDxDJo7pAdPRVNUCOqK6x20UGNBTbU/R7WZLrjcbtabUakmSrusQmg60KLHzjSTeiHkaeCGwqWZAudlsFJeqlfmGWgVQdpEWIoNj8/rg0vXcirSvNwJhQkHs2inSY63p1erVYn2mUD8voTXZWZWdNSAkO1L8ts1SFERO2hHty1l2OcvX02w9yS8n+eWUxQH1kR/7vBN4ieNnDmSS6hYlUmjYKyZrGEFNc8sglDS/YngN25WJsPyMhB0/TIlDddVqyFoDIiuI3Rse3zuwdHaueL5Sn9WaS7hVIErZ7UYtW4mRFmEz7oas7hQWJ5kHInnVoqqbeilqMUcWjs4dVUApslWB9AjrcXegu6tIYktQK+7WOd00oJt2UhBTUziqBxUEWoYpKR7G7Sza3EiTdR7FIgnziLSpERp1iJSQGtcVQqvF9aqvlFy55EpFKpddpexJRdpYxbUFXL6EakuksUpaa6S5hloF0loj8pqtlIBWA3rdMhomkCHSPdugQMNAc4DqWKptyEBtGaqs6ZpqO5brEs8LCKEh90QW+ALz1Is3YpEJP/Axoi5kRjMwm8xWhQsS30m514n8ThSuR8E6sSIgMb0R6vXQrIewERKtG/yTwMlEsJ4keZymnY0sv5zml5NsQ8QdN8wc1sYiJ2GbeIntJbZslurqsmoXLb+u03LNWKori46rZFeisO1SbtlcgryOYwmnupvYXgzFesjaDCCr1mg1GnqzCuoFSyoSqejKZc+oh1Dh2IivLyuFyfKPSoe++cD4PUMHvjIydufgU7/7xNxby6BCu3dl6MY+iagVOoqPlZCqHOkcm8K1Y2qHmAZBlGiWIhllBVVaqNCCa4pVUsy6rDRlWTFUABTX1rljCWLHNnQ13bCAjn0ziBw3BpiZtq/osCGpNUlu6oZhGLqiSIauAWDYtpHmItmIWNv3hI1D08JKS66XVoqrl1YbhSaUEDbYdcSwGfv/Qn8LUBY4aRdjc73e02NHF7qpGU5FAWsSXGsaBeDJKDVJCoIUs4iy2Guvx9lmO73cbq+3s06Sb6RZJwlEgD3sC8bS2AkdP3LjDrf8muGXVVoyWB0KVXfrKinKZFV3a3agUWH5beJnLvaBasiqoWmGjikKs+CGb9xy7/zx6dXzyyunVs2GazTD+oLTKtB/bdbbqsDGvyTNMA5o7toRNii3Aw4Y1YQjcygLW4mwGVMnpTAhZoyN2NFiW4lsVSBNEJV5euSChMLkevINYgoSYkaW7Koty5Ats2WaLdOWgQ/dPPn/eHqvX8uuO8+v/GIDBsae6VEziVFiKLJYkWSxWOneyoFVpBiklro1HUZqdVPdbBYpSk1SGsOAH/wwbx7YGGAM2PDYnuDppECxEqvq5pPPznuvtVeOO+8T7q2i2gP74XIGOH/BOXvttc76fb6fb7t5bzLdbJtpU1aF4UqnhQGVTGsaV6lXJKMs7JvtxeZ1hN9RXkeNV8Xoc9K5CQdLzF0Xzob0uyrs66Cvwi6J+jgapdBLUx/igAhgKVBpxGCIYIRBiJIIBm4YegFIA6aALXhWGiYoU0jmqcygyVGzVdZ3m2baKCU0z0hUQq/AQcnBl/KSptgq7ZYRU5k2OKhSr4TjLB1aNM55tN0gM9FsWtjNpt1sJu103sx/s32SaepNoyckm/F8JspNnc+kbQgzkZusJayT2D4oRoHouvHKOFxhJpps5crCje71jdFVXoz1LLUTkc9kNpV2omTOECVxRGNfhmMRDGTY09sjlu3xhsK15ZOMTsA6w33JHI1dQzzDPOMvAZkURk4lqjMxsbLQNBfASpgrWEhUKlorVhiRMS5lppnGAewlbBjJYUCGgPgh8KM4RpDSVBGQM1ArNlF8omSFEAEoyWtuG6ZbqmtMTQyJ58fDIHTDMIQwATCMojgBUZi4yrJ6nhebNp8p3TJqgB+Ne92N3uqG0xmnHhGw2H6iDGkzNjFsum1/y/jUsInhU7PdtJ40DBSIpDwHIeq7STeAfUDHtAaigbrGWcXKxk62JtN7m5v3Nud357N5O53XdVMYq4TkymYqq5m2JtebX9S2xEWDYTZMKw+XIS2TRA9i3gXSpRnIGppNhZ1qWyk/9pM0TVKgM5FP9Y6r/+v/rVNuuGABd9egjMukJ4e3kb+uklEOnW3Tc81BrbYZNjYt9Ly280pNM9LSuOZJTaKKbDtUtutHUMtATZMKh1UaFDgsSZDLaDtD+aVZSOFGoUaRluMsiWAYJggQCrRIChFnBata287bzdnWbLLZVk1eZKXhDUcNDqvUKZKBDft6++N3pduRbke5q6J/i3SuR93byFmV4w3ldVU0MOFQJyORDGgywsBNUYhgBAngJOEopkmQRn4cRXEKUeiFvuskqc90YmqSTaVttLCEaYh4mFIva8Vkq2k3J3lTGG0lLrcPkCQsZVoXclZlm3Vx14gJiUvkldAt4DiDQwsGmviZBNU2i1SY2aTZnE5nk2k9u9vMv2hn9+rJ3aKYcKoDWUb5lEzuZvlU6hpBNvbxBqkC0cSsAaNodXnjUzdaKuey3izzSsSgQ4yjpriYyXKui7nmlkCcIEYY10nAElcGfeV35HZrKQpKllQS1ZZOcjVr63tVsVUXW3V5ryruTSe/adp7mZ7narb9MxlRW1EqYgUyGuWKlkbUhuWKG6U0kwzSOEJDn/QCOgjxOKbxKHS8IExjQZOMgpKjRtJJXWxmtqVcxSA2lcymUtdY15TniIgYoiiKPdd1gsAFaRAmrheMvHAIcUhVohtqp9xMOLMwAu7Y6fd7HXfgJGOAQ6FQbehE04nZDnl+WYo2NexLDIUlVeqZaJSmGIkMe/GGE6074VqEuryCOI9YFsscVq2Z3G3bu7Ppvdlk3jSTopqUeWm0VVIpLjm3Km8LW9NiwsupTvggMT1UuaQOWRMB2UvkgOSxrGk2l2aiJlsNk8gLfd+PYgBso82E7fjn//R/gl3AEuVuxKvXVuJRBEZkvAq7N+Kgq8K+SUZfRmm2fcnbyjdLWoNaAbe1JTWOKhLVPGk4rreD9DTeDrxVaVAiv0qDgkWFiguNak1bRVqRNiLdDgeVRubW5JkuNG0UarbdjAWfVmLWmPmk2pzOZnVTWl0bOhWoTp0s6pugp/yu9LvS72qvo9yu9tblcFn0b6SDW2i8KkfrYrQugp4O+gqMFBqreEigh1CEYQIxZARwAjhKaBLCMIwBSJMIeK4TQ19YpCtUzFW5ZbOpFhXjBdU5NgWp53lzt6nmlbWKY5V62XbMj8WVwk1ltqpsM9ebArU0rrfHhlFPxz2RjiUNjaFtoTYLM22KadtO2rasJ8V0q57fq6d3q+lWnjVYFZGpYTlX1VZuWyYyENERyQM9I2pGRZ7GZBCg5WLGm7vN7It6tmVVAXmdqibNpqKYW10pgIGypqwaDCUIVDy03obYHsluG4S3Dfm5nBVqWuhpaeZ1tlnoeWHmpd3K1MzKmSKTbSGVFbXhuSRG0UzRwvDC8FwyI6RUViIGIjTyycDHAxeOQhx5IPKjJAkoiQoBG4EaxSdWznIzaydbXIgAOKJEuqGmkabR3FIqEERRGIZB4EXAdcP+wFkb+2uQuiEepipQDTETxnKU4igI3OGg54292I1JwGRabmPN29Hy/7zX/Wf4i4ICuAy4MEmSCLhuuB6igQ+7MRnQIsF5RLOYmbho1PRe09ybTu7N6rbKC1PUWV7rrLRZlXNBqExFliA1SuWIVmEoOpHawJWHGy+xAxfeSc1IVKmZiGzTmlabXEVh6PmRO44QpWZidIt3/Nuf/pr7WTxSt3/evfnza4OlDTDy+rfHd37ZGd5J3RXudUQ8tMjJaFxaPtG0FjhXuLJsqsg2aVqTuEZBhfySRRWNSxJWqV8Bt0i3X/ZuAd0CebkIC51UGjeKtDypWVLxpKZJRoCkqZDEZnxi6ETiOuOT1sxn+WarN3M8Kdik0JNcfPnSAm4e9FTQk35HeuvS25DOmvA2pN+V4xU+uAUHt4GzIccbcrjGx6vc76pkoJCjwZhBDxPAUohIygTRNBUYcgwYjFEcgzgGQeCHkSstyWqaz1S1ZctNa6ZalkTYlGuga17MimpemVziFCFfICdL/YIllUzKjE4KMyvtphFThioSVfEo83siHjLgYhwSCqSRVZm1VdlUTdVM67LOmmkxu1fP7jXlVpbPRN5i2yLTknbLVnMrG64KSEugW2InOJ8J2eKYb8gq2fyinn/RVBMzGK8O3CVuQtvSYm6KWaEqU7cTm5cplDjJknHmdaTflcl4u3y44fDLbu7tPGSlN+tsXmXbJrWt0mwZOVOslbRVpDWs2V54mmWaZVpkRuaCaya5tJJKBKkfoEFAhoDHQRoGEHhBEgcE+RmLawEaRVvNp1ZOmnaTMJ6SROXMNNI0WdYUurRCC0oxTilIUAwjJ+52Rjf7zi1Ah4lwkA15g3RLRYExTYLAc8ZO6MdJmJKEy9RKVBhcG1Rb1G5DUduOfcumik0oyhMfM8TmmzPMQQQHCXN91IfM4SVgVYJtSHVYtmp6r5l8MZvM52VRWVOUVZFNsmySm8aonKkKQ9kbJUtjtAyzISrHwPbTfAyzkUtWQ94hVSRrbGcqm9uiKTjnkY+9EfZGKVfaTKxs6Y7RX8caNZWZ46DsXPVu/tWvP/13f3P1r64NbnsbN/3BzdRZon5H4nGOXStRlulCSyOZFjRTuFJJRcMKBQVyCzDK0lGGnCwd53CYRQOzzSiHAxMPTDrKkZOzsNCwVrgVsKZRhYICRxaHEkecAiFxtV0VIFCtcN2YrdbMazWzpGVJvZ1CAk7md6W3IfyODDrbjlExXhXOmvA3pLfGx0toeBs468zvKWdduOvS78qgw5MBR57EAaUpp5gxKqQwgmuMOEWCIJ6ANAFpApMocplIs0bYCa/muty0+UyrmogSUx0Li3StbGt0LgBMEhfCsYCOFlEpk5LD0vAmt22makFyluYotF4PB30APUAizCDnVJVl3bZt3VbNrCmbLK/U7F49uzdp7lb5TGUtgWQosrBo2ORuaae6bIWd8GxCVZ4gPZITJCeJyMNmpja/mMzvTaWhKY0oD6mJ7IQXs6yYV0XToJShVCjWpl4R9HQ0MMk4Q35Fo+ZLqxpp/pM3ZVaaeWU3Sz0v7Gau57maWzkzcqbZxLDW8MqKQvNMcSOF0dIKobhgXHGqCOBhSEZeOoAy9tPAS6I4gb6ThCOGg5wnjcRNpmZtvSV1DjGRRtrCyEzbsi3Kic1rm1WaV5LWHJcE8wCMNkY3+/6tmPeg9VgJdIt1y0SOUwJ83/f9KIlQGhMBtEKZQqVJa4VqheqMtOY/7XuKNBxXFFsQIxgnddvkdS4sS0jkRYMEO7RIWAVS7VMTla2e3Wubu5O2nVX5NJOTPGuypsymhW0tMyk1SSyGveiORzcS3cdVAPJRJDpAj0gZ8QmkZSJqYmfGtCavcpRyf8idjggdoWymGoNztMP968Ckdc4mGjcyrlOHXfur63/7b371+d+t3fx5Z/2q17+Jhkss6io4kqlHJZFlkRdFZrQ2vFBpjYMCOhkaZ3FP+Rs46KZhhwYb1FvF3ipx7uDxMvHXWdSlSZ9CR4ikFGmzfQpFQZ4GKnUZcFDqAwaMxs22+kKi2tC20ZuVnm9fQwlY07iGTu6sc2dNuOvS60i/I51VOV5h3ioPeyrqCn+dOMvQW8NRV4dd424IryP8Do16BHmSRJwjKbmUUiglldacC4wpISxJ0hRhKhhhKWWprWXesnzK7ITlM6lqynJIc0At5AXiBeYGR3Ho9T23Ewa9hEaKAoNiiRPOidLCKmkZkShhiZ9Ggwj5KY0xBZRTledlM6mbSd3OqsmstAXLazG/VzdbVbVVlpuGSJ/qQORR3pDJ3cK2opjrfCbthKRyAORANaicimoq5l80s3uT2d3G5gqyCLBAldw0upgWJjOMSKlyyRrkldvYABjn24w7B8U2ISS3nTektWJSZrPCzAqzWdrNbHvViYmilSSFppkRuZGZlkYpo7SVUgnBCcNUYSjjhHsRdSLqhzgcBqMwDgIvdHph7BCWVCJtMjmrq02EWQJSLIQwlnOrxaSwm1WxmZmplTPFJ0ZMOTFh4vbdpVG0FIk+UB42kaqJnXBVUsJRnMShl8AQ00iIxBpUW9xa3GrcatJa1G7/kZFprXDDcUmRAjEqi3Jr6y4TknOVgNQPghhFrCKkSoByuQXFxEzuNdW8qctpqecKtZZPq7LN2kKVCvMY0NAngwFYgtkYZuO09ELdj2RflMjOOG1ikicix6aSpjamyJKQul3pdDSKcp1notGxiHb8j2/+H+nAqLTWuJnkW212lzgm2CBRV7gbuHMtHK+IjZupu8TiPgUOSn0oGavrsm7KPKsUKxgosJenA+utkf4dr3tn1L3jrt0YrF8frl8drn82XPm0t3F9OFr2xquB102gxynIGCgoKGGgoUsTJw0GYTj0kU90WhnSWjaRaS3S2vJpob40yGvSCtiwpE7Gmd9VzjpzN7jfleM1OlqG7moa91jcZ1GXhl0SdEk00NHQhn0d9HUy1EmfQpfhkHIsjLTW6izTxijGCcIwTWEYBAmICMdcMWlYVqliouyE6AkxE2paxnLIMsBySCwgFqYMBKHXW+kOVgdez02jFKccAYISjABBKSGEYIxBApI4BmEMQsgAFamQzOR5Wbd1PSmqSdHOy2aW25JNNsv2bj25V1ebGbcJtZGoAGGDZiqLTVNOVbVp7JRnU8ayAElHlqkq06xl8y+m07t11WYJCSGOVS5Na4ppYfJMMK1UQdMSjPN4YOKhTcYZ8jMSZzSxDGYMZhRYnuYSlRyZzJS5aRQtjGgMbwWuaJoTKHHCCOScSCMzpYyUSisjhOScEYYRBVAkCfdj5kXU96AzikYDp++MncHG2O1GaWA4bDlqjJyAiDmjEBJuslqJRtGJZhMrpppPNJtI3EraECRjHIVo5JFOyIfYxixP1YRnM20bKQ0DEMY+TDyEfMFCq5PKpLUmkwy1OWo1adX2pQOoGCwIzCTLOFVt2/7m7/9jltUMaYYzgjQXihYEZXHCHZ7DYmaqzdI2eZ41lk1pUmoyKbOpzgumqDREFQoXUR/cCWQvMf3EDGMzQta3U86qGJcRLVKhsam0nWTK6NBFft8EA0NgZspMTzKfODu+/fQ/37iGsF/gqLSkzclEwryyTaU3J9lW3Bdx30RDO1oi3jqM+gl0AA6hpqItq7qqjbWMCBYb5GbeGu3cdFaud5avrS9fW1u6trZ8bX31enfp07Xbv7yzfnNtuDZwu244BKkv0lBioNKIAS9NnDgZx9EoCEcRi4xB2zRdw5KKbQ8AYa1wq8iXkBpLajjO47721rm7hkersLccjlajsI/AmIExA2MejkU0EslQRQMd900yUGDEgUvTIKUpUUJlmc0Lk9dGZ5yJNMUJgBGAQYoTTCFXNCt1Nc3tVOiWqgk2U6rKlGWBbFJeQGKSlEZR4o26g+5Kb7wxjn2AMUMIb7f8pimKwhAmSQohBAAkACSAAKxSoZnO87KZTpppU1RZUdtmXhYTWU3l7F49v9fOvmjziYhIP6H9oXsrgZ3ZF1U5E8WUFTORTbidMl7GvIGiTVkWTTbL6b1Js1VrxaIgoJqZaVZu1abMlbBWVQzW8TiLhxY4eeqVOMxwrFFMEWBpgmEMEcAUEBwjTrkxhjGBEqpILoglqSSIpkka+VEchowRKTnnRGsuOKMUIYKSNIpwAHkIRABEGCDHg15/1O31B/2eM+r4iScwyDmujGjTRDrDOAqg1LngBcOVSGuBGo4akU4oLClSKMWQQsDCcbIRohGSoSyRncpsbrJGKStRStKIgJClgWZBIZKap6VIawNrA6rt2koe1yQpcWwxyBiymSratpnf3SyrAoQoU5uF3rS6VpWWDcEmUjUtt7JiVpjGZHluSEPDksaNEo20GWYppbCZ17QGQ7I24hsh30izEch9WgLZQlJ6tAJUpiJn+WaZN4XkJvJ4OLKxYwhUXDJVmWHU3XFp10d3/iZyugq4OQelTZuCl5rQjJlMZASo8XIa97W3jod33LgfgRGAfozihFNaZEVRVEZZjjSKTDzkg2V/9WZv6dr67c9W7ny2snp9Y/Vmf+1Gf/16Z/nqcvdOz+/FYS9NxgwEDMWUYYlTCiMIQwhDGI8j6BEWWRaXOCyhW0AnB04OnIJEFQ0LEhQCNAzUYGTDDh8tJ/3bQe+O1132xmuR3wPxiCRjClyeuAI4HAx52Gdhh4ZdEvdxMk6hC9Iw4YRkNivLvKiNrZRUhDJEKMIEIpwgkkAUEw7KWpUzZSdMT4iZEj0lpPBI6fMaIBOkIkiQ7/vesDsarg+icZhCzBgnhCilmGApSqMoAnGCkhRDjCChgEkoJNGZKdrptG6neVlqLW0hsoabljRb2exuO/9iMr1XqwLJCiLpdLu/NgbNvihsQ4qGZDMuJoRoN0w7vEF6RsuZ2vrNdHa3retKcEU5l4UuZpW2VstMi4qCEnjF9pJDfoWjHMcKJTQFKAUgiX0AYhD5oT9KYaAzxjVJQBQEfgphChFMEpzCJAmj2EtJJBRmIuUKC0URAUkaJ2kUQjdBTsw8KOOYhi5wB96g0+8Neo4ziEAgUKwxVEaVUmRF3gqmISBpQkGkUJTxtOW4kbTlOItCEIQhoBDwxEu6ERoB6lAdmpZnM2UbKbQgKcMJx4micU6TSsBKwVJvd8TCWoNKgYolNU0KlGgUqzTiCKDZdN7OJtaYJEgVa3IzldKa1popYznIpqqYZ9kkK2dllhkaCx4WMm2UzLkVwuAUB0h7pHJC03NEJ5TdNBvjMuJ1KsqU5QApgFiqSpPPq7wsOTEg0EFfx2NJkUwxkI1IhLfj2K7v/PLfrAyWcDLKRdrwOJcRYVGQuCMYhowymnCvGztdt7u86nb64dCLPR9FCYmRRCKTRa5LzTMKMugrr486t8ZL17p3rm0sX91Yu9nrLvv9ZX+44vfujPtLrt9Nk6EErkhjgQGjlFNGKMEpBDABwI+AC3BAYEhjV4RdGXVMODBBn2GfwzEMO2HUh6nHgz4d3PE7t8ZrN/trN3vd26PhqjdeD8JBGo1wNKaJQ5DHgUPDAXLWYmcj9tbCsBeAcZiGMUPYalMURVlleWmMlUoJIViawjD0CQWIJAD5UsNiKrIZ11Oqp0RPEW9DnA1ZHZIiwjaCIgIo9NzR+sqyNxwlYcwYk0oqLfMqU9ZQQqMwjrwkCSCMcBoTkjCBteZZXU/qepLllRCCccR1IhtYbarZ3Wr+xWT+xaSZZ7JB0Iwdb2nQv1W2wrYU0bHIgZ1xVcK+c6vv3+JNLCtoS9xMiqzMOJUEcWVNUdVZVllZSlrguEBhifySRCWJKpJUBBgMKIQwTWOII4DDBHpB3I9AX+WYZSkWiRcOXX8Yhm6c+CANUxJSETOZyAzILGUaMI0gTZI0gjSJUz+ETsKjVCUB9obhYBAMe+PhoO/EAQIxJVBSIrk0mPKqbmazrTgAkQ8DF0YuISBjuOS4YEj6bjQcjUMQQppEqRNCDxIXEkeWxM6kbaRQnGJJoKIw46DksNZpndE2w42FjdoGL1HF04omGQw5CFga0ygCgsnp5lxbE4cgjmCKCddcN4KVkGaJnUg7UcWsqLcqWwgYJ+EgicYJV0yURFeEm4RlMa0Dl6yN0Wqs+7gMeZ7ImqrGyEwhlHLB87YuZnVRVQTyyOWjJRiM0iRJQuCJGqeZu+OFr5/+P//VX9/8u9XRWiJpIZCKOsHGp7c71287q4Nca4qRP3ai0AWJF3nD0BnHvp/6CUuoSo0mlaaV5a0mDYkq4FivQ9ZvuKtXB6vX++ufj4ZrwO3gcED8Dgw6aTyS0CtSP0tDybFSSktNpCFMIExgCmIQxAwQBHDkp0EXumswGojUV/4QdG6v9+5sjFfdwZ1x9/Nx947TuT1cub6+cmN19eZ6505vtOoGvTgawmiEkzFKxhi6JB6h8Xo0WPEGS/3hci/oDVPPZwgZIfM8r6oyz0yeZ9Yaa7WQHIAkRYBxhGnCVGJKVMy4mW1vd0hNAc6HJBuyOiB5hG0EWBjGzkZnudNZ8VwHAqCk5IIZo8q6trbAiCY+jFwQOknsQRgRApkgqiiqoqy0yQhmKU6wCLEc6zya3M1m99rN30yn92qWAZpFWAaOcyeBfVnAmDphtFHWVM84Ng12MOQAACAASURBVLHjL8W8T7OA6IAwkLfFZDJV2ihj62ZWFm1uakkrBmsUFjisaFJTUFJYktTilCOMUpxAHKUkxjyO0mEQd7gBumFYhJhHKYmZwNpyrjCVgBuoCiQKqGvMLSQSCEMBjhED3FJmKLHEBX0n6fbDzigaOrE3GI0CP4IJwZBTIhARQiqptVQmTSmIMYgwiDAGiuOCpganPPASdxy4vg9g4oWOGzhu0A/BkOhENdS2UhnJqGLYUpiJtNzmN3I2yek0IxNN2m1DJIcljkziE+BjECMAYRxF2poUI9/3osSPUUBkQvIYZxEtoG65nelqq643K2FwFHnjTs93xkwjPaGyQrrA1by0ExGyLrDjSPZZDUWZmlZn9UTJhiGrlMmnpW6MstJ3/NXPB6vXR4EXuZE7DLojuD6ASzv2Pnbif/9f/vWn/+FXS1dvRH4UOSHzRbyOhtcc9/PQ3+gF3W7v9nJ/7XYwXg+drj8aRJ6LgoTGTKFqu4x7u8KGJk3qF8k4G62QjavO+rVR/07idFg0MNDNU0enYw3dnMUNjSocZTRVUkmdcZ1RqTEVKUYAw1RQIYSklKcR9ntJ0EHRUIYOdXre2s318WrUu+Us/WJt6bP1O5+tLV1bWb6+tHTtzurN1d6d3njFCQcgGeN4lMYjmIxRNEReNx6sjntLne7tNXd1IxkMSRAqyjJj86LI88xaa63Jc5tlmRACEyw1FRpTBWQOs5ZmM26mTM+wnkHWeKnq4nyEyxDZMFVBjLyR2+ls3Bn3OqHnUoQZoRim1piqrrWyCNAkSEMnCZwoDkCaIASJ1tZmVmmJUgxhLCziVUzMOJ/Q2RfN/N5k+kVrKkplAOQowhtYuLJEspFMJVInxVyrCcUiCJIuzgPVsLw09byZ3ZtPNmftZNI0s6poc1sLWvO0plGFg5IlNUe1IDXHOcOScMokIRwQkVATJ3QYwS4Wnp1QViQJGWIZAxQimmAOmIbCprKAskxVjXVDVUl1wSGNAYmYIbLWopRARkD4PhoPo+EwHI288ch1UkAw5BjxFHMuDMGcM0WZSiHFkGPIKZIMW4YsBhJEPAloFCKQYj+MXD9wvXGUOEhEvEh1xUyupbCSlhyV4st+vNqSapuwt3Ri2VTjlsOSAgNDCkISh2mSxJgCangEwiAaJ8SNuQuEi4qQFolpqG54sZnVd9tyWnKFo8Dvdzph5FCTypbohpYTXc2ymPWd6A5UDioDXMesRioTRjQSTyRtralMU+jGUInXljeu/WKptzYGaeBC9/b6jZXRNQev7Tix79z/9i/+9a//+ucbt6/7zijyAj42ZJxR18io6ny2evuvf77yy89Wrv66v3xztLzkrPYSL4JejGPG00qTVsCaxhWJKxRW0C/jkfU2VO9GsvRpv3crSgYWOHnqlzgoSViiIN++reZJxXGhlDGFNJXQORUGI5IgCASVeV4VZWmNFlTCUPh9GjuCABmOYuilmhpFbXdleP2Xt2/+6vaNX16/9evPl68vd5e6vTv94arj98KgH/q9wO14bsfzusF4fTxa7Y83us7qqtfZiMdDCoAR3BqdZdZaY63J8izLiywvlBZSM6EJEUBYoMs0m/J8JuyM6SkSbZTqHhAdkrlIezEfA+aG6WjsrDm9DXc0TJOUIk5SQjHLs7IsGskNATyNaRLCJAAwTEEMtVZ5kWkjCUY4hfUkL7e0bqAqkv+03c02v5gICwOwEZMOs4EsUXO3LLdyXTFbsGJuREupjBLmIBlSkeatbTbr2dZstrmVF01ZtIWtJa0FrFlS0bjkaS1pq/lE8UqJjEsljRAWUwtJliRslJA+Vr6ukJ0xaiIswwT5mEOuMc+xqIlqmG25bWkxFaYVMidMY6oQ4okqOLMYawBF4IGBC0cDrzN0+iN3FIZRCgnjilAhmKFIYshwSpMIwYQgwAjkiuaKFgxlGGQoymAkUKogEKGPwiBKUUINpjYVFikttLCa1TKtGCxobCTMLK0MbzI+MaxVtFa44WlBEgMjCmKCII6TkIiEWYp4SiSEyo+1G/EhKkJeQ15C3bBqs6y3KttoRGEUBOPhMEo8blNeIFkzWwmsIg+tE+ulxsFFgKuQ1RAxgIFBYUmTSptGl6UudIrB8q1OZ9lzR6EbeD2/f6dzcxRvFHO943/48Se/+ne/uvq3v+5v3CEsCseDcA1mcl7pqYCT7o3gxl/97c1f/OLq3/7dcHUpdUYWcZ6wxIlIzDksFWpYUpOoJnG9HS2NRtbrmeESv/1pf+XXw6grsV9y0Gj65dch0lyiSuJWkYkWlcmMbqRuhC2E1JQQxDDPTDmdzNq2LauyyGqJK5bUJCqRo6MetMzmZZnCdNgfbqys37p29eanny1dvbV+e72/0huuDcedsd/3/J43Xhv2l7qDpf5geTBc7bq9XtDvuP0Nb9yDocsxlIIZo4xRmbVZUdgiz8vCWC0VU5phllCZiAyoKt2+OTQTIicJykcx20BymMpxyAYxG8d44Efd8bjnuQ6IUpwyjBhJuSQ605XVhaCGIoUBhzEBEQYREIzazGijpeQoBYTBZm7bu9rUqJqJ+Rft7Ivp3b+fT+/VzCapdlM9TGhH2qjeMsXUKINtyXXDEA0A8m2tTCalYmWVT2fTza2tqp5kti6ziWZf8ugc1AI1irVGzKxsjSmkNsoqVQlRUVlhIN2YjbCNRAGKmcimUuYE0ghzIC2VJZMToebSzlQ+FcVMFjMlc0wkSGgEaQioH8L+2Fvx4w7krhtveElv6HRG7iCIQpCkaUpxykgqKFIwwkmUJlEKE4IhI6nUrLai1XwicEOTmoCCooKgAsUGxoQILgtFM0o0oowqYTUuWJhti6FYpCSwGheWNYa3hjWGtiy1GAgMOQQIIQhx7CeDlEYJ9lmGgPEj4cR8RKuYVkmqfFWSYm6zueQ5gjgeO/3RqJfimGeEl4jnqTApIGGQjpGJgR6j3KVVzFrI8xRCBEJBYSZtqatCFjqIovWVcX818Qaw13PHYRSi2E3GWWt2/If/69863fGwsxHH47xW1mIW8pJO5/lM49bb4Df+5vP1z7s///d/d+0Xv/C6Pb87ojGMxx4KIE0shzUH28K8Mg0K4OXhyHo9NVyTq9fCO78cDO6QaGg5rDM5re1maWeW5xpZCSuFG8UaIypbZKbWttA2V0prJayVTZVPJs3mdLI5bTfrfDPXc83a1MndNURiKbiEEDijXmdjafnO1Wuf/erz6zfWlta7a/1h3xkPXL/v+V13vD7sL3e6d9b7SxujtZ7X63mDbuQNo2CcRC7BCaNICaaVVEpaa7Mss8ZyzilNCYOEp1gkPAMiS1SFZYNVS2QDSekB2YWiH+tBJIexcCIyDEDf9Ye+68RBkiaEpIxCwVOlWaZlyYmhSDOsMORpTGGMGePGGJ0pKbmUgjCIhZ+3rJhyXaF2K5/ebTZ/M5nfa7OWixKIMvDgkg9WRQ7yRkqNmUIq5wkKuoNVP3IRSinhgtoya+fzzel0XtppYeeGb4vrvsxtSdJqPjGiMaYwWc6V5JbJirMcQe2HfIxsSPLYtNROpSooJHGUuFITXXJVczMV2VTZVtiJyGdKVpRpCIkfwmGCR36yAaVL8iREg557axitefFw4PR8P4AxQYBhKEiqOc5hzOIAgQhpmTOsUKIYqjSfSNYK3HBYc9jwtBGoxUnOsVXG6trKUmGFKaWcGhLqZKSgb3GocChxqGhiSJJxUHBYMpAToCW1UlgIIEyjCIwD2EMywCIEzEmsB40Hs5DUABgvxH2qY1Fj3iJsYyyBH409d4BwInIiaoJFFMGBH46cqOvjbqh6tElYDXAeMhuE0cgZughgaY0uC5nrKEqDER+sUn8gxj0UxtQHwIs8YfGOf/U//8so9CWFRpF2M5//ptyc5Y2uCzIp+dTiGYl1b9W5/vPPnH7n07/697d+/rccxvHYRQHQOFek1WSi8UShCYMNiZvELYJB5nZt7w5eueoMb6VgkAnYGDqp9GZT3Cvt3JKK+YVMGs0mhs6tbsqmrNqqmtR1O2mqWVvem7e/mTVbm9N7X2z9/b27f7+1+Zut+W/m7W+aYlNLa02hleIMRaHT66+srn6+dOfWxtqGM3L8IAiCMPKC2AtDx/EGA6/fH66v+YNe7IyAPwKRg1CIcUwJMIraTGSFzDJZFFlZFWVZWKs5J1RAJqGyOGtYNiH5lGabrNjkdpOISUSqMdQ9lA9xOSalT/II6zAlEQABiBOKmORKc5PJojBNplvNCsVzqwqrS8ULzbPMFlXTlE2R5cYYIzVjEuoy5Vmg62T6RXb3/23v/sfJF//f5vw3ZdamovCg6oral2VYTEjeSpVxTMHY7a117mx0Vnw/xICj0AhStvV8a3avre5W2d0mv2vp1NCZITPLZ1bNc7NZZrO6aOu6zcsyr6ytpGm4nVJaxLyFsob5hNT3bN7KlAVesCFNmk9VPjfVVlHfLau7tr5r6ru2vmtsS0QWI+5AOgC8k5phIvr96JYDV4bB7b6z7AZDmCJOlKCZEZNMzTI107xWPOPEZKrOdKNYY+WsMJuV2SzVZi5mhk0tm1u+KVCTm0kzmVabTT7LZSWZYBhy5Esw1iSsKMw5KrYpQpFWElUiLQXKrSzKouFSYA5TFkZoEKD1AG3wLIhFlzcxqSPWJHpOYOZFtI+UK6pUzTApE6xAkgZpGklLbCOKTWUblOCBB1ZCvAZtn7a+vUvsFmc2wHIIkBv6EUU8K4uqbYzJMDCxk/sDGw5zt6vjUMGUuYFjSrrjv3/vX1z9xe3unV7ioDTBBDPCUOQHw6VgcNuP+sTrBTd+de1X/89feePeYH3lztVP164urXzW6S/7XheM17CzzsZrpL+Cu0tpdyldvZEsfRbd+jS8/jfuL//N8q///erqp37/FuovIbdD47ECjvZ7vHcb9m7C4R00XMW9ZegPcBLQOKQgljDUMNA4NiS2ODEEWAINxRlFucAFRRohEXppME7Gfb+/MV5dWrv+2Y1f/d2vf/2L67dvrK6u9DdWB+sr/fXV/tqdjfXbGxt3NlZuLq3cXFpf2uiubAw6vUFvMOwPhv3BeDB0HMd1fc/xAzcOvMR3E9+NhgNnOBj3eoP+sO/44wD6IfR86Pip5yFnGG/0w5V199a6e6vj3ekH66No4ATDwWjQ6/V766PBhj/qh+4g8gcgGJJgxNw+GXeBO0yCMQlG1Bui0CVRgMMoDfwk8KDnRFEce5Ez8NZHwXqEXCoIFZQwQhgKU6/nr6wPb2z4S+NoYxz0PRAMx6PVlbUb125du3rzs2s3b91c21h21276g/U0dBgIRBqZ2FHxSLld5naY22Fej/tDEY5l6PLYpyCmUYTjJA2CyA0cH3ijcDCKh+Oo7wSDMPWDNOg5ndtLn3V6SwHwQgQilIYIxBhCjmKaQApC6DrRcOR3V/s31/o31oafbzjLK73rn69f/Xzl1zduX11eWe13fXcIvSENHRU5KvZNEujIZ75DnT51+9TpU28o/JEIh9zvc6dDvS5zu8zps9EG8YckDkmckgBCJ476g/H68mDtc2fj87C/jEbraLyOnA3qdpizQZ0OGXew001hyAI/7fXG/eF4MB6sdZfubFxd7l5f6d1YGtwYxJ1esD6Ie+PU2fDWN4Yra72lntsdJsOu3+2MhuurG71uf+Q6ju8GiRMCZzBe3xjc7Li3e/HqEPTH6XgQdP1kPHK6y0uryzd7/fXA93EYELef9lfw+ufp0tXk9qfRzV8FSzeC9RX3ztKaF/g7Tj76wcVnPzy3871Lz/zkred+9tq+9y8ffOe1Q9+7/NL3zu7+w7O7/+ni82/s/frhJ37ricd++6GnH33q6QefOvTEq2/t+u/eePZnrz734YVnP7i08y8vPv3x+ac/Ovv1vzz75EdnnvzL01/7yakn/nLhax8c3PnNg0+/sfjUD84+8+GFnR9eeu7Hrz/zyevPffL6cz+9vPPji8/+5PxzH1x49scXn/rLS09//NrzH72+9y/f2PPJW7v+2Vu7/9lbe3729u6fvf38z97e/bO3nv/ZW8//9K3dP3t798/e2v/R2y/++BuH/uTyS3968cAPzh74/ZMH3j62+8ILzxw/8PSxQ8+dP7H326f3/ZNTB3739IHfO7XvO6f2fuvk3rdO7fvm6X3fOrX3W6f2vX32wLcuvPS751/6zrmDv3P+pW9fePk7F17+nfMHv33uwHcvvPAHZ1/47ukXfvf0ge+cfuHbJ158/cTB184cfv38sW9ePPbNC8ffOH/8jQsLb51ZPHdicWHxxNGFE4cXFo6cXDx25viF80ffPnv47bMHv3X2wD85v/+PL+774cX9f/bq3h9e2nPl0p4PX939/oU9f35x/59f3vuj13b/5LXdP359z0++sf/Dyy/++aUX/+zVA3/+6gt/fualPzh56OLp4yfPLpw+e+z860e/++aRH7x55I8vH/2DV4995+LC26cXzx9beGXx+KFTC+fOLXz3/CvfPXngjYX9by68+OaR/RcP73n15O4/eHX3lVf3Xrm870ev7fvxG/s/enPPx6899/Frz31y6dmPL+386PLOj1977qev7/rp63s+ev3Ajy698N7ll/7i0ss/PPfyd88d+eb5498+s/D62YXXziy+dubYaxePffPisd85u/Dm4tFji0cOXzr2e5ePfu/SkT9+9cgfXT7yR68f/eNLR3//0vHvvLrwrXMLl88tXD6xcGzh2OHjR48sLpxcOL5w+NihV44cPHxw8cSL3zxz4HsX9195/fmP3nzuZ2/s/tk3dv/sG3t++o29n7y++5PXd33y2q5PLj/7yeWdP33t2U8u7fz40jMfXdr58eVnPr608+PLOz+5/PRPL+358NUX//zSy++8euR7549+9+zL31o48I2Tu//w/LM/uvTMx5d3fnJ55yeXn/3ktec+vrzzk8vP/vTSro8u7f7wtQMfXHrxnYsvf+/c4d87c+Sbp469tnDs6MLi0WOLhxcWjp5YPHNq8fyZhddPLVw8vfDa6YXXTx6/eHbh1TMLr55ZuHzm8DdPvvTmmZe/dfbwt84efuPc0W9cPPbWheNvnlm4fGrx4ukTF06fuHhy8cziseOLR48uvHJyYd+bZ3f/8Pz+dy4euHJ5708uP/fRhWc+PvPUT0597Scnv/aTU09+dHrnhyf3/dGpl7996uW3dyw++P7ife8v3nfl5P3vn/nKByd/68qxB3+w8NS3F3e9fviZy688/uahx1998aFLj//XB3bs2PFf7Njx3+74B1/9r57cf/+l4/f/6cIDf3b0ke8defj7Rx744ZGvvPvKP7xy6LfeffkfvnvwH7x34B+/s+vBbz/94Nmvf+XI8w9ePPDw7xx++PsLX33n5H1XTtx/5eT9V07d//7ifVcW73vv+IN/dvz+dxe+cmXxvvdOPfDB2Qd+dPaBH5196EdnH/zg3EPvn3voytkHPjj70IfnHvrR2QfeP/Pge2cff/fc1985+cwfLDz7u8d2vnno66/tfej0k1/Z/9hXnn38K7u+ft++3Y+ceOmx1w898dahx9449Pjllx47/8KjZw48fOrFR8++8OiZA4+efOmxM6987dXDT772ypOXDz/96uGdFw4/e+bQM2cOfu3iwa9dfPGJCwceO3fgsXMHHj2795HFfV87/tKzJ17ZferwnjOv7D1xeM+Jo3sXD+8/8tILew4c2HnghZ37Dzyz/8AzL+57/pXdxw7vOvvKzguHnrz08hOXjzz+naOP/9HRx/7o+MM/OP7wO8ce+dNjj/zJ8Ud+sPDIny0+/GcnHnnnxKPvnHz8T45/7Q+OPvl7i098/+jjv3fw66/tf+al/Xt3Hzpw6JV9Rw4/f/TE868v7vrm4u43j+05d2TPycP7Fw7s3b17z9df3P/8y/sWjz7/9qEnX9vz2Ol9z5x44ZnF3Y8u7H3k8uGHv3/04T9efOSHp7565dRDV84+9MHpBz84ff8Hi/e9t/Db7y3ef+XEA++ffPD9kw//xYnH31l8/I8Xv/a9E0/90dGnv3X4uctHn790eO+pQ/uOvrz/6Mv7Xj68e/HonrNH9p08uPfFA3t2Hd595viuN4/vevP4rreO73p9YdcbC8+/eWz3heN7Xj2658wre44c3PPSvj27dj//9N7ndx/Y/dLe3fuef27PnmcOvfT1Swcff3Phse+ffui9Mw+8f/ahD84++MGZB3905sEPTj3wwYkHr5x88P0TD2w/h+8v3Hdl8bevLNx3ZfG+Kwv3vbdw35XF+98//sQPjj/5+wtPf/f4c28fff7SoefO7n3ylZceeev4/X+xcN/7Cw+8v3D/+yfue//kfVdOPPD+iQfeP/nA+ye++t7i4396/Ml/cuKZ31989ruv7Lp4aPfFw3tOvrB/794XnjlwYPdL+w4e2rf4yr7FV/YdPrL39Ct7z7687+TL+xcO7T31yp7zh/acefm5Mwd3nn5515lDz588uPvYkd3nju6+8MreEwf3HT64//BLBw7u379n795n9+3a++JTp15+4huHH//OsUd/cPyxP1386nvHf/vK4a+89/I/fPfgP3r3pd969+A/+otDD73zwqNvPP/EiX2Pn9lx6qEPzjz8wemvfnD60StnH3333Fc/PP7gn77w2OmTuy+f3PfaiT3fOrH7W+d2ff/EU99+7B889ZX/8qGH/pudT9738t5Hzh58/BvHvv6Hi4//cPHRd4499idHv/rDw/e/+8o/fu/QP3734IPvHHjk93c/8sazXz2388GFvY+eP/jE20ef+P0TX/vhqSfePfXEe2cf/eDCwz8+/9Ufn/vqj04/9u6pR949/dAHpx/64NxDH55/+MPzD//4wiM/ufjIjy88+uGFRz+8+MhPzj/+wYXH37/w6Idnn3j31FN/ePapf3p+5w/O7/r+6d2/t/Ds7xx96u0XHrv8/MOndz505P9v372+ZMnKM+++/mbW90nqPlXpTUSkDe/d3hF7h0lvKjMry9tTvupUVWZknaYxjRs0woNwwg6ImUG0+AAhBLQGYVoI6IaWoDHCDANiQAwsJDEStqU1U3NRRzP/wVxpr73iJm7iYv/2+zzv+0QpYXBprBE9mxw71BIojAA1sKm+TfYtsmeQHZ1sWYWeWxw5pRGoLEC6C5gGYGs2E5oVzyq17OLAokYWOdLJgUq21ULNqNZsrumIHSjWHKkJ5cBRPcewNZVRVUbVGUVjdLVqyYYrdVyu79ALVqVlFxYhtemSe17+1M9ceJkLnD3H2TtBdhJkJl7uzCfOfPLYK+9iejMoHIXFY7OwyBRVlq0amq6rqi6JntT0xFEgjgJ14KktRwqAYlVpUmBpQ0Q2P3DpdbXQlgs1WBrb1JKU65r5DYfYDQpnYX7azF21slfNzN1m6ipMRn4q8lOzIH0VZmZhbhqQZwF1FBSOgvJBUN3D7AoShq7YthXfVn1HdaAKkNLEWstRAyBhV266Qs/lF5AwRMICEhYCaezJfVfsI7FrSTaQsSZrokALPCsKkiLoimAqDDYqTZMauIWdIH9ez1w1Mw82MnebmQdb6Qfr6btB5irMXAXpWZCa+ckIxyMvHvmJmRePUHzqxiIvPcHFQ1TZQfQa5kdI6EGhKdO2ku84mWMvPvMSMz8181OzIDUL01dh+irMXgX5C586xuUdj9kImT3ErVpiw5KgqrKKxmmqZsuBIzccJYSKj+SWK/Vcse9KbVsKbakJha7F1C02AELL4buWgIGEkdR2pJYtB6aCgBTYYl3mVZmxQWmMCrcRdeARFwFx6adnbiyy75+a90/NW1Pj/ok+f2bk9nRyhSMCnkD3eYkoSEZ+coZTl4jYc4ktPdMpxSi9pNeEkc8vB+xKyC4jbsGmWypRF1NtNbUK0nsocQESxyB5B2SOzcy+md7TU7tackdN7orJZSG1yCX71URQTrhCpmHmx5DYwvmTIH8REOdh/ryRnTYy0yB37uVPvNyJl5wGyagWm9Xis3pyVkvM6smrRuqqkb7byE5r+TsheRyQZz554lIrDjlyySW/vB7Qm151A1QGBjVUcv1qyiklLCbtqPm2QQ4tahFQixY5ssihRQ4BObLIBYPommTPpZZwcckpj5zqAqCbgKkDNrQYbJZqoDCG1IZD3obEJqDWTWqkF9t62beYmiO2Ad2ymIZctatkRZMZWa2qGquqrK7ShsI5Ug0LA8T2LbquFes2uQTJTZg/RImJF595ichPRF4i8hNTL33u5+4E5KlL7CqJFZQ/Nm7tyumxQvbEMjQlz5Q8TdIcyffFoUP3zGJTI+pY7EPZUwWNLbFa2TPZPmTGRmnI5jwt37OIJZlsacTAKa672V0/d278vyfOA3fq+aiZerCenAXJyE9GYWoWpGdhfuoTZx55EBSO/NJhUNlF9JLD9QHXAKJvKYgvi1yVBpIvELbJ+Fhtm3TD4buQ7bjcAhQ6rthTqJpK1V2p44ptSwSmpMuSKAqsKPCiwAo8LXKizAC9WtcLbbuw5FK7Qe6snpo1k3cb6bv11FU9eRWmroJU5CdmXnqKUxc4McXxKZqfOHMTNDdx4pdu7gRRt93KGmQGiB8hsQ+FusJZIonU3Bgmz3Ei8uKRl4yCxLQWj2qJWZCK/Ny5Tx375T2XXkbMqs9saTyU5IqiMpoq2VLoiB1XbEPZs0ToCm0kDhA/cMWuI7RdoevwbYupA65l8XUg1GweW6IFZR/IviVjW6r53LLLLCpVIJdqDrkX5C+9/LlH3AlyEy8+A3MT6/6J8cClNn+qxo6k1KaQHin5RSaLKzn9Pj8x85NXXjzCsRlOXlj5dZXsluNcdu4Wky17XCfg+h7fwkIjEBY8cejSI5BbtxIH4IEI/kbkPDABqTtW6shI7WmZLTm7LGeWxfQil+pxqR6XatIpJOcagNhw84d+blLPRo1c1MhP6sRFIzsJxd/iFgAAIABJREFUsxMvf+rlTvz4JJyPwlhUi83CWFSL3wOvlp4F+XOfPMSFHVTY8oq7qLTiFEd2YcEqdq1iDxZHsLRkFnsq0RJzmMsALu1IuUCjuibVB4UhKCwCahGQSw6x5BLLNrlokUNILnuFda+0iavrqLro0gOH6UK2aZe7DrWG8yde5jLITIPcBJPHoLBqFNt6FQuk1YFrNXN8sHrx5je8WeArolyRlIogllSVNTUOqi5iRpgZe9zYZlomNTTSqyBz6KevcDy6OUw4PvViU+fWuZc9R+mznjh78dXbN93nv+DO28f4ISO9pRB9kfI1LhQ5WRdlyDQ3WievesHvvPy5r8f0AHIdh+s6TF8vBVqhoxeGZnFRI/tKrqMSLSnfNomRlhrsNp7t5c7e8uIPPmfjrc79Z430VT155ceiMDGrxWcoMfXTlyF1hql9v3AUlA9r1QNYXAH0AuQbhuDaKnzO1TOf88yHHM3792961+7SkUDY26MjwLcspgnonsMuaIXmy5//hhc//FqjWnOEpsEjSwa6onNclaHLosgJfJXnaJnV9WpglptWacEujBF528+d1ZNRPXFVT141Ele15FWQmnmJCKcmKH0Hpy9QfOLMTewHJnDuEmSOIbUJyyuAXQR8C/MjLA6g0DJErJSRTLSM/BbInripCy8e+fOzIDYLYtMwNcHEESyuoeo6oldcZuyyi4aIFJVWFc5QdSR2sNR1pdAQVVM0MN8P+DWfW0VC3xHrQKwbIjI432ZDg/cNwbNEbEkAKj5UEFAcKIW+MDYZLBdtjRyh3JmXnnjEGSZOPOIcpS7B3MSOTYzEiZRak9PLfGrIp/tivsvkPIYC9/mJmZ+Y+YkIJ6bw1sS+NQHJO0Z8X46PC/fLVr6FuQ4WQrtiGiT0qksBt4y5Rbe44WQPYfwSzF3CuQmITazEqZk50LKbSmZVS+5K6RUxO5BzfTlbV3MdQGzh3J0gNWumbnTj3Ubmqp6OwvTET0/81CSIR7X5KIxNw3gUxKZBLArjs1oyCrPniNwD5AoojEyqZxcXPHYNsWOnOrCKXZNcMPMDLd/X8wM135FyNSmPlQJWi55GNc1C1y4ugOLIJseAXALkMiRXALlsE2OQX8bkTq1w6Jf2/co2rqyj6rJbXXSL65g48DOTIDkLkrMgeRVmZpg6diprdrWNpPqnP/H48eYzHjp90ac/+VmFkXm25DpaGFqyXOK5ssGpPbDe1W7DwsigelZpwad3XvbQf3x4/3eV/+fUT83CzF0vGdUyDw7p5waZif5rR499+Kn//nd/76bPPvR7j7/0Gf9R/o3bNf7EF7dUcmBybVUy5KLxqY9+5rFHP/XGl70tEAYD53ZXv43Kq1IuMEp1X9gwyUU9P7DKQ43q6IWBmR/f3Xnpk3/25Xr5/ImPf+MNz/4D41+fNNJ3G6m77ewzwljUzD44pJ/bKT3opA/8wkFQPEaFbSe/M7TPQnlNK9Z0GvtW8A//8Pdf/cpXXMP56l98+XL/6mJ39uQTfw6FukaFdrnn8SugPPjQez76nnd+gE07ntoJ7LbE6EyZkwQaWIrIVwW+Kom8xCkGjc1K3Sy3zWIXkMuI3AvTlzcXay0xq8VnQTLCyQgnpyh76mZPUeLSnZvatyZm4tTM3zapRZsZ2kLPFhqu0MfiwBHbttQ0uEAttXRirBNjk9hwsodO+shJHTnpY4849oq33eKmW11xmLHDDE0h1FVb1RhZpTVZdeTQkV1LFkSeMATNFfo+P/aEkSs2oeTbUmjIniV4Nu/pAtI4RxNcXbSB5DtS3ZEDS3ZN0RcZiS/oJrHhpadBaublzxF1iMhDmD+wY3fAramR2ZdyQz7V45JdMTsU8h026wsldJ8Xj7zE1E/O/ETkxCL4wMSPRzg28+IPuvGJn5qKWccuY1AJ6SxfuL9kZGu4MvToZVzexOQRTN0B8+dwfgJuTUDs3Moc6NkdM3lqzp/p84dmatfIL1r5VZjb95KTMD6rJ2eN1FUjc7d+4+sSV0E88hJREItutEEtPvNTE5Q5drN7LrENyBWbXNSotloM1AJSSibiBz63itklpzK0qL5FjK3cipm5rWfX5FxPJetaBZl0za607XLHLg9AcWhRA4sc/TN4q5BYh/lNl9gNyaNa4TgsHwWVXa+ygSsbXnEvyJ+FqaiWnNVTV7XErJ6YhdlJWDmWs63ffOgV19fXJ+vPfNWL3vypj3/WFVtPfuaJD7z3kRc+56HPP/5n/Yb/yY/+yW89++UfeNeHX/9b73jGwYu/+sVv/JuHXvff/+bnl6M3fPJDTz36yOe//Lm/+vAjn/u9N3ziQ//hiace/5afmn7rq9//q2/9YM1+3k/+5qe//fAjzz9+x7vf9PHHP/mV33/HR+Rcx5SxWOK//IUvf++vfrAANz/6hx97zskL/9v3f/SMgxe/+vlve+Xz3/Sbz3z121/7+886e9k3v/rt51686j9/7bsPn7/yqSe/9tf/9YdL9tUTH//ay6N3X/Zf+/Uvfu/dr//4d7/5o03z3773rZ/6dy/5yHe/9aPZ+iut1IZf2mtJR3/8/j996UNveuzRJ9baR5/62Gd++2Wveeovnnryyc83kPe5Tz3xwgf/7Ve/9Jc//OsfudXWu9/+3s984slPfuTxzz72+fe8/QN/+Mij09sPf+qjf/qW337rH/z++541e8abXvfqy9P9j/zhH0g8r0pAESyNRXa1ZVXbVqlvkUOH3MS54yA9DZJRmJgFychLRDge4dQEp89R6hzFLuHcxLo1NROnZn5LLw0stgfEjiWFtlRzxDbm+w7ft7ieTS+Yhb6UD6V8zSD6Wn7BpEaouAXLq6Ay0ktto9ICdNflR6YUGgpUVEZSqoosWLKpybQmV0Wxogm6w7cdsQ3FGhA9W/YsxTdkxxJrltgwRF/jXZ1HimAYInDEOhL6rtBXBcDTklTATvrEi8/8VITIY7e47Ra2rfy2lT6yk6daZl3IdLhUW8wsSLkBl6uxJJYZ7z48P/ViUy8e+fEIxyN3fuIlpig+9WMRnD+30wfCrQabVpzKglaoFedYcX7gxSZ+7CJMT4LM1E9NcewSzk/suUsrdWZnjq3cPkhcgFsRuD8C90d2+sTJHOPEBCemwQ1XiVk9eVVPXtUSszAWBbHIj0de/N7beuKqlp55+WOLGGlkQy16asHTyp5ahVrF1KqazSGfG/vsCmYX7VJbzTW17NDM7Nm5fYMYW4WhVema1QZgO5DpA3rBLi1YVE8jWgbZtYlFSK065IZL7LjkdkAc1cmTWuHgptz5lfVacb+ev9NIXtUTV7XkrJ6YhbEoTM7C0h0p0Xt49tLr6+uatfmh9338+vpazHd+9fQ/ffjDj+4sr19fX3/8j/7o+vr6fG/6wfd+8Pr6+rceeu3Xv/Lt05XnfuFz3+gzD//yZ7964hN/uRu87KGttz3ypk/+8f//+evr6yZ598//7Ovf/c8/BPMn19fX7/6dj732ue9/xUPv+eZT3//xj38sJFuu1CmT1c9+5jM//tHfLrjbH37fo1cHz7i+vv7jD37sH59++jMf/4uRczL2D1/zkjdfX1+fbz7/+vr65S94y5OPP/Xtb3wP5Daur6/f9pt/NB289vr6+iOPPH59ff3MjTe/722PvfD0bdfX129/9fuVuUUjtfjih956fX39by5ft9O++4rnvfH6+vrB6fM+8oFHn3rqixjg6+vrl73otV/48y9/9zvfzfwr5s+f+OLPfvrz/cHdjcb5d7/zX7/19e985Qtf+/nPf36+G73ihS//xU9/9vWvfiWw7aPtE2w0FdrXOawzTasysIp9g+qZ1NAhNxCxH2QmYXJaS8yC5MxL3hizKU5OcSxy5qfg1gQ8MNUTh3JuqJaaJt+0pbYlhZbsQ7Hp8H2bW7DZgc30zVJTLGC2YIskkvMhppcg25Jo02B8kw1ttgm5li0GumxpiqworCILmqwABegya8i8Lps0U1BYA/A1g7dMEdwgp4oqEDu22LXElinUDT4QWVViJSBiIIW2VDclLNKmRAUwfYoTU5w+dwvbTnXJKaxb+Q0rt29lDtTsEpdqsukmn+nwmTqX88QSUln3Pjd2jmITND/F81MvHuFYhGNTHJ/i+ciOH0rpvpYd6kTTp7YQsW7mR278uBF/sJW6dy79+QjOTawHLoz4mZk5hJkTJ33sxiYwNrHnJzA2wbEIx6dePMLxqR+f1m6sRWJWT1yFiRlOXaLUGU5c4njkxSdhImom79bTd4P8BFKrWikwGM9gHZ2FBuvaLDY52+ItV6j73LLPLTv0gk62ubQvZnp6btkmVwC55JZX3MqyQ49dduRwXcA2rHJToTw5j02qCwqLgBoBcgyoMaI2MLWDi5tead2vrPnl5aC4XaOO69nJzefVErNaLPISESZPzOzK7eHs7/7m754fvfITH/r0z376i5A5+NEP/vZjj37y4ei5T3zqM4vt/hOf/vSLnvmi97/rfa978Zte/aI3/pdvfP+9b//Iw2evD4uzn/z4p4//yV8W79s+67zmp//wy0fe+Njf/PAfLhZe9+XP/ZfvfftH286L//Hpf/rgux7/5le+/+Hfe/w9b33su9/+XiCuaHSTK7JPfv7xH3zvh3c27v78p7941Qtf/bWnvv6R93/0nW981y9//ov/9IHHDgfPfv1Lf/fpXz39rJOXPf2rf/ydl7z77a95319/54fR+iue/tU/vvPlH3nO5lue/tU/PfrIE7/4+S/f8fI//tlPf/mS6D98+xv/7b3v+BOY23LItRU8/dLnv/G97/zglc976xDtf+GJL73mJb/z6cc++6UvfmncHT/99K9e+7I3vPMt7/zRD364AMef/dMnfvK3PzEKDTbhfuub3/7LL33jhVcv/cnf/f2Tn3lye3T7Vb/1yr//yU8+8Z/+ZHpwZTINuVpXK029OALUJqQ2LXLFJldccs/LnYaJqJaY1eOzemwWJmbevUMSubEpjE/AA5E9d6llt6VcVywhQ/BuCp0pBbYUWmLT5Fo2twCYoVXtKdVAriCxDKWKqXGQZctVOidytCEZQMSOWAOyryqyqJR0RTZVU1cMS9ENhdFkVhL5apXiaVnloM6bluQaCtIloAqWw48gP7T5LuAWdaYpVqFQlU0BWrKvK5YuAZkBIoW1/IqdOwDkDiysgNIiINfN/Jad3bOzt9XsspjtcOmAz4RMFguUr1QCnQvus1IHMHnqxi7w3NSLTcP4rBaPwniE41M3dUfJLiq5tkbVcWEZkD2HWsGZ4zB53kpNGolpkJi6vxFZvz41fv1Snz8xk0coPsGJKYpN8fwUxaYoNvXi0Y2IDeLTcD4K56dhLApjURif+amJlztxyF2Q3UXxS29+5ienjdTdRupuLXUXE8dmuWtyAeBDS8CmAKEQOELoiJ4j+ljoefwYcUOnOjCINp+pcZlQJ/omNXCKG15xzyvtInYJCV0ktF22ZVVDpQTNcg2Uu3apD0tDVBi75JJTWLILI1gY+aUVXFl0SmO3sIbJPT935qcnYfKqHp8FsVmQm6LSjl0atq3Nob/dsbbb1oFLHf2Pf7p+6vNfhUzXkqHE8KrAtP16E/a5rP3SF7z29/7dB37/d//of/6P/3mx9qqQng7l5wSpK2fusl18Vpi52608u1m6O5KfvSQ/f8A8vKQ+f4F+Tq04GSnPDKmLlnKolppqpW5yTj2A/VbHk1p9Z70HNurqUhesm8XOwD3owW290BoY50vwsqPtj7zTvn4HZncX9MuBHo3Nq4F8t1d55qrwgjHz3DXphe38Q33mWR3mbrMy7YpTRN32ytsOselXd9aCWUPcNaiuzfba7mrN7bdrvdCpt9phwwuB4Izq46bd7bqjnr8MBB/wftvr9sORzdRazuKwsQKlOl9UPVgLUYMrWnKprpV6amHBIrcc4tghT9z8oZPbR9kTL3VZS8zqyVktec/XeYmpn4hu7n0UnzjzEzNxrOXWZaIvFrHCOJrgAjEEYs0UfUtoWVwXsouAG5vMgloNVdqXWEPmDJETaa7IcSVeKIlyWVNUQ7YViVckUZKqmiIDxQWyDxRoKLwuc7psKSwQq5ZEWzqPTMk3JE8XbI21ILNgs0PADGBlUS/2Bcrji0DloCEjQwaqaIq0KVGhmV+2yXVIbbiFDVhYBfnbZnYXpo/s7J6eX9fyQynbkLI1OR+KJJYqWGdr9+npXTN1DOcu0NwUx6Z+fBrM37NYYXyGkucwu2tSTasUWMUaJLtB6tKJn8DsJiCGTnYNpw/AA3eMuTM1vqslDpzYpRebeYkb0RjdNO78ROQnozAR1WKzIDb1E1M/HvnJiZ8/dqltuzDWyZ6ZW8HxSy8xDVOzZupuI3U3yE5BacNgG5BrQaEJxZorNJHQQnzbFZquWMdiz+PHiB06laFO9visJ+VCnVxwyE0/fxZQZ155G7EDzHdcoYWEts35gA0g0wB0C1Z6TnnolEawtAiogUF27EIPlnt2pWWVW2aha5Ejh9jwcid+MvKTkZc78wsHiBmb1bpWwUrRp5MBpg/e/65PvPmVj9jlnsYaQDUtTVYExpB0V61tjw8b+mpD2jwZP88m19X4lpnYcVInKHUB5k+d5Kmd3IfpAzu5BxPHbvIUxE6cxBnKnNmpfUwcw/yWXu7rTEPlIVsluGrRkXzAhYCvQb5p0aHBeArRtMkxZtbt0qJDbbnUNiTWYX7byR9osR0ttWWnd930AZq/dH/twrv/Et1/GcYiNHeJEndw+gxlD3DhNqK2/PKOV96EhTWP3vDYFcAONLqhMFhidVW0RJ4XxTJQHJ02VVpXaUOu6iqra5wuVHmZEaCCLAHpHACyY8qQr2pcWRVpXSpjrdjRqIFN7jq5Myd3hrKnKHuKUudePArjs1rinz3FzVTjZrISj3A8spMnWnZdyPVFsiEXa3IVKZxtihiKoS2GgO8BdgjYEWQXAT006KbKBAoLFdaReUWUKopKazqjqpypWpLI8nzZUExd0XTZMGTXlHxLhqJQqdJEtUIxJUGphBpdM7i6IdQtsaHyrlzVzWrbYoawsgQLaya5ohALMtnS6LohhLoEFd5kCyaX81ViaJLrLrWLqWOcuUDJSzd+AZPnIHsEsnt2ftUgBmq+o+SbMhkqRWyW6/dZ8TN77sJ9YOLOT9D8FMenQeKf3VdiFsZmeH6KiDVY7sslC5ALbuwc/HqEHohgakfNNs1i28qP5eRQSA2V5BZMnuHEpRef+smpn7w36/QTsyB1T1UG6YmXOffSFzh/5FJboLxoV/pmqa0RHZDZ9+JXfioKk7Na/MrPXLilDcC0AV9zxJYjthDfRdwC4vou33bEwBXr9yoeO0TlVYPsizlfJ3ousRfkpiExqRXuYHrN5TuuWENS3RXrjhA4XAsyTch07GrHKnVBcWAVejrZ1smGVW5ZdGjSgVYOtEJNL7QAsepl7niZc4fadorriFmCQg2I2BRqSqWm5Rerv9Er36pZ5b7FY0NSgWrbmmqqoi0DhbGBWMfcspFdtIlVi1yzyXWY33WJfZc4cPJ7kLgNyW2nsOORh37+COdPUP7Ey597uVOX3EXlLY/ehNwAik1bgoao2hJy5Jor112pBbmGUFDZrCnnQ1AaY3bVZca4uh4UjzC17+YO3fQdJ3eMiWNMHHvpy9p8VItF9cTsxkf5qWmQu/DII0TtutQmKm76lS2f3QyYLUSvQK4H+ZbNhZbgGpJparaisoaiANnRBd0QDEuyDEE3RENTNFPVTEUGmgFUy1R0RdIU3lJ5KLGaWAFSyVcKLZPccIgTN39D3ZmXmPqxKIxF/9vh32w/OfOTkRefufEpyO/ZhRWF7IhFLFUdmYEKZxsCAmIIhYbD9QC7CNlFlxm79JJd7Wt0TaGRyiFdBqrKKTqr6IyhGrqqiXJJEquyzMoSZ0hIF5EmAlXUGLZYqRJUIVEpslq5bdBdk+1YXMcSmrrgq1VoVJsWPXAqqy51287vmtS6Ta7YpUXA9U0x1DhPpGpSrmeSmy5x5BFnfnbixWcoNkXzkRu7RMk7bvYI5rctYtnIDzWiK+dDhQwkAt9nxy/duYk7N3FjExyPcCLy4lP/BrzkrJac1eMzPz6BuR0rP1KzgZDy1NgijB0FqSs+GVSzFK52DKqrpFbVxDZInKLEBY5PvUTkpyIvMbsHXvIedbXM1CdOvewZzh+4xK5b2IDVIaDbRrmuEE07u+2lL730hZe6xPkjp7TksD3Ih1AIXaHuCk2Xb7vsAHJNyGMguq7oY7Hn8SPMLOHKukkMDWLJItcxcRjmL4LigUevIXbBFTquWMdC2xUartBzub7D9kBlYFc6dqVjldt6qaaVfJMOLSYwWWQwSKtgrRyahR4id1ziCBK3bWLDLPRNum6KwJSQLmK53ACFTauwpRcWIN80JddWAFRcoJpQQVDBpmhBvonZdVhcMYihRawAYgOSm5DYAfltQGwCcgOSqy65iYhtl9pzyANEHPv5U0Tug8KqW13B3BjzI08YuVLbkWqOVHfFliPVHb6t0Z5YwnqpZRS6sLTiVladyiqqbOLiPsqduKkzlDlBuVOUPcWJS38+CuamYTyqJWZ+MvJTMz8z8fInOH+AqB1UWvPLu5he9+gtRC/ZbNvkmgYXGjxSRMmQVVWVZIm1RGAKtsoZqmCYvGWIpibruqIqMqfJnKVImiLIMq8IisoDhdclThVoVSp5emERUHtu/gSnz3HmwktPvfjMj09uvqd2j7q7YWp2r9Ylp3Zu3yAGRrGnMJ7C2wpva4JjCi4Q6w5/EwBadOhFh1mC9BhWBybbVFls8J6t2obO6DptqLYpOKJQURRaUVlZpiWJViVVE4DOe5pgs1y5yhKapCscVOmaWR1Y9MhmhhazYNAdvdo0mI5Jd2Fxzc2eoMSlmzkHxJ5D7eDqJuRGJtfVC30rv4OyF0E+CjOzIDnDN/nK2BTNT3E8QslLN3sM8ts2sWKQA43qCPmgkjXuM+MXcO7SvTVB81OcmOF7ynAaJKJa8uoGPC82RbEpmD/RYlsgfRvmN8RMk0vW2ASgM0QlVirebyrxDT2+b2a2YXYfxac4PvP+j8iMvHjkJydhIgpTsyB37hMnKL9nE8s2OYTVAWDbFtvQSoFGdMz8kk0sA2LFJkdOdegKXUdsA8l3pNAVm67YQHwHsjXIYINTgGi5YoiELuYXPHbFKa5axLJNrMPcLiS3nNKyRy9jdoT4BSS2kNBBQsflu4gbutwI0SsuvQQrI1BesMpNreLb1ZrDNi0uMFlfr2KtHJilrktuYPLQJQ8guaMTCzLli7SucKYhIoXxdGrRIm7r1CKg+4BvWJIJFcdRsCPVXKnpSDVLwJDtOZUVi1yyiDEgVyGx4VDbkNqyyVWbXLGJMaCWnMKaQ2241C4iDnzixCNOHGrHqa4Auge4JhIWkNRzpZYj1R2pDsQACCHgWhrt2dU2rPTNUlsvtd3yulfa8wtHmDhDqTsocwflTnHq4qY95s9HQWwaxiM/EfnJWZCeerkznD9E5G23sOaXd3F1w2M2MDMGbMdg6xrn6SKURVGROEOxVEnSRd0WfJ23ZV7TBaBLUJctXdEVmZdlTpU5SalKMqOIkirqiihLAidwvEjbarllFtYQeYyz5zhz7mUmNx4kjEU34NWTd+uJq1ryyk9GfiLyUhEgDgyqr1R8TXB1CaqiaYjA5rHDt5AwQNzIYYYOM3TpMawOAd212JbOhoCvWapmarytqq7U0TlDFgRNlVSVU2RWEMuSwCmCafCBJgBeKFdZSuA4jUMG3QHVZUivguqyXRlblaFFDy1mYFVHkNxEqQscm+FEhDMXiDzE5duIXbOZkVUcu/kjnJ6F2aswc+Ulpmh+ek8zxm7yrhHOXLrEvkPuQWrLosZKviXk8H1gbgJvXTpzE3d+cg+Pm/5HfBokokbybj0x8xOROz9FcxGcn2qJLSlTF7JuOcUxWUkvmFyaE9O+mhlLyWUztu/OT1D6DCcnOB7h+AzHZ/8HvMTMy1x6+RNM3XYKWyY1kPOeTCK14ppMYNF1o9RVyYZCeSoZqGQAyj2H6yKx40oNIGNXClyp7kohFDy9bCqMonLyTU7HkZqIX3DpZYtaNHJLMHfbppbMYtOlB4gZI36IhD7ie4hfcLmOy/ZcdugwY1gdu+WxU16E1YFVaYJqHXItwDVtrmExoVYOrVLPoVYwsYeIA0QdQGrTpIYqVZOKpkLrKmsr5YZJrZnUmlVZhGzXkmxbsaACgQKAChzZA6Jn8RjQfae0apNjm1pyyHWX2nKoDYtaNsmRRS1YhR4oLsLCEiisuuSORxz5xCkm99ziOq5uuewACDVXarpy05HqUAqA6BkCBHwTMm2XHSJ2jJkVlx47lSWvdNsvHHrkCcqeeZlLnL2Dk+d4/iYQHIVzUTgXecnIT0799IWXP0P5Q0TcdgvrXnkbV9cxs4rYkcN1Tb6u8q4hWqokyQpnKdCUbUVSgRBCoaGIli5iW65bsm/Itq4YqqRJEs2LFV4sSxIjCawkcqJACwItsrLKunq5D8gtlD/G+TMve8dLTL3ENIhFtfg/j5GSV43kVZia+cmZn53Y5I5dGppMXROBKbuabKq8YfCey/cwP3S5ocstQK4H2QGkF6xKy2KbGueZvG+oBlABVB0kdByxYclAUXhVEWSFEYSyyPEqB02+aQi+LMiSyLNMWaaBXRk55RW3vOEU12Fp1a2swcqyTS9a5SUnd+TFZygeeYnIS155uQtE7WN6AzJrbmkLE8d+ZlZP360lZzge3SS20dwNeFOciHDqEuVOUP4EkjsWMdbyA5no3OfMTdD8BN6agFtTPD/F95C71wgJE9HNIBvHJkFs5qfviOkmkwRKARi0o1ehWrZkAqDitktu27lVJ71pJ7dAbtvJHbjZEzd5hhKX93bqws0eQnIHUpuguGQXxnZl8vwOAAAH2klEQVRhoJN1hcBKEapVYNC+VW2bpZZWRmoRSnmoER6stCEXOmIIZc+RPCQGrlSDMpRpTqgwWtXSWN0QDFtyoVhz+Z5DDzWiJ2Wacq6hFLBZaSBm5HJ9zC9gbgGzQ8QOXKbvsguwOgTFgVUYWMUBrA4B3QFME/JtyHcg34Zc06rWrXIbFpcQuYvzh5g88shDTO5Dak2lakJRE6u6VAVauaMXB2a1DfmGLUNLlYFqAdWwNBkohiWbmqSbHHKqA6c0tqihXVh0CqsOtQqoJbOwYFI9u9RzyotOaQSKiw614ZEHQf7cJ84weYBLuwGzi/gBkDCUfSgFtugBIbBFz+IDmw1truHyQ8QvIm4E6QEub+DSNib3ndwBypwFqQlKn6HkOY5f4vkpjl/i5IWXuvRTl172DiaOMXmEyT23uIaKa4heQeyiw/Uh37SFmiFapgwMWVUVwVSAIZuqpOsihGLTkkJTCmypbkmhKSNVUQSxKkkVUa6yQlmUq6JUFQVWFjlBqEoCrwiGxoZGsW+TK5DacMgdlD3BmTM/eRkmpmEyqidmjeRVI3EVJmdBeoaJI6u4rFWaJtc0JM+UfE2AEmvrrO/wfcQvuFzf5RcA1wJsD1QWrGrLZloqi1UeWjKCiudKLcA7HFNWRUGRBU2RRbHKsSWBZ1TBMoWmxXdcfkXnLY6t8iXTLPbc0gYq7bqF27C4BstLsLJkVZas4pKbPUHzM3wToE3NvMwUk0eovI3oDbe86ZL7fiZqpB8MExGOT9HcxLl16d6auHMTHItwIsKpCc6e4+wZzG8bxFAhOkKufp+RPgLpUzg/AbemcH6CYhGORzg2xfNTPD9F8WmYmN2U/npiVstcWMQy8f/xTFpEQsfluoANrVIDlddwdalWXcWFgZT19dyimV8y88tGfqxnx3p2pGZ7Wr6v5FsKWdMLLZMaKWRdzvsy6cmFQCzaMq0rjGoyIWA7BotMDkkli8vrRrlmc8iWbCBDIANHwq4UIqkBJNPmXFjtWkxD50xLcGzRs0UPCKFRqbEZqxiT6KyklC3ItB2+i4UeFvqYH2J27FSHkF4A1b5Jdo1C3yB7dqkHmI7NtCDfcoQmEOsO34Jcy6w07OKCS214+SOcP8XEYUCdesV9p7xqlfpaKZRoQ+YNjccGb5uibsvQVEVLk21Vs1TRUlVT0RRFUETFYkOn2jepvl7o2tTAKSyB4qJR7BvFLigvuNWxW1m6mVt4hf0gfxnkJx5x5hZ33coq4kZAwq7U8vkx5gaAa9hczeE7Lt93ub7LDRA3dvkB4oaYXkH0Mi6so9w+JLZR7ghnTt3sCUqfuakzJ33s5g+d3CHOnvi5U0QcIGofUbfdwrpTWoHVkcP2IN+xeNcWoSEphqLbClRVwVANTVE1WdMlS5csXQKG6OoSNGUI5MBQDF4s8WJFVGhOLAtyVZJoSRBUSZVEVhJZVdQ0wTHomlnsGtSCQQwsYhXmd93sIU6fe/FpGJvV4rNafOYnZ1720qF2zGLfoAPAN4EYWgLWWEeigU5jh+8gfugKfUfoAq4J6B4oj0BlaNMdna3pPDYlZEo2FGuAB1U6zXFFVZYMGQhCmeMLkkwrsqCIiipaNt+zhAbHMGxBU8kmLGwiah8WNuzCEigtgtJYLw10amjnt1FiguM3sfWZn54h8tAtr6PqBqiu2sV1jzgPUjMvMUWxKbw1tW9Nwdzk5gclHI+8xMxLRU72zCb2VGIkEL5A+vfpyX2QuuPGL8Dc1JmfoPnpzcY3z9g0iEWN5KyeihqJqyAZWamd3L9m0r+WcLiWzy37/KLPDhyuBrmGy3dxdQSKIyPXV3NtNd+Rs00pW6cTdikh0RldJIFIAomCGtmW8yGT0appicuDUr7ClosKKxscAHxgcb4peBqDpBIwKtgWHVs2LckyJQ3egCeGruzbHNQrjlbBahXItGLwpi05lgB01lbKoJwS84lclSzrFewIHcR3MTdA3NDjlhAzsitdq9rSC6Gcr4s5Ty0ii6nbTANwTcg37jXK+DZkOrA8cAvrmDj2c3f83KmfP8PkvlPYdIpbVnGkMVgWJU3SLdmwFMVSdEtVTJWzVMVUeVPlLVVRFFEVZY3T7WrdKLTUQs2gWqA4sIsDs9g3i11YWUDVRVxddUurbmHDK+yHxGWYn/j5C0weouIGYseO2ASSj8SOx48drm1zdYsLHK53I7QcvuPwXcQveOySSy86hUWH3LSJVZDbcXIHMH3oZI+c7KGT23eI2zC34+Zuu7kdh9pyC9tuYcspLoHSCNA9wDVswdcFTRdlQ5Y0hbZUTdd0Q9U0WVYlWZNMQ4KGDDXJ1iRLFy1L8izZl2SGFQqiQvNShZcqisxJgqBKiiqqksCrkqpLts4is1o3Si2Naun5vp1bgdkdnD3FqQucuMSJSy9xidN33PweKC6b1abBObZQt8XQFJFM20IZ6FUPcm3EDxG/4PI9wDUB03eqS7A8tumexXVNvq5JhiUigzeZapZmSI4r6pJpylgUaVGsyDIjSVVZoiWJETha4Dme4/mioZIdh9pyyduAXLMKI6vUN0pdrdjXCgOTWHfjl2guwompn5j5qcglDpzSmltdBdUlu7LiFU785AzPT925CXhgCm5N4NwEzU/Q/ATFpzgRuckJyB6q+UUhX+dIl6Pgfdf/sv5l/cv6v7v+F1Bqo4RPD6ArAAAAAElFTkSuQmCC" 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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-79974799658566430512019-07-06T00:31:00.000+02:002019-07-06T00:31:19.386+02:00Quando le evidenze non si possono negare: LA PSORIASI si cura con l` Omeopatia<br />
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Quando
i vari trattamenti tradizionali, nel trattamento della psoriasi, vanno
male oppure non hanno alcun effetto benefico sull' organismo sofferente
allora tutti ricordano l' Omeopatia. In realtà il trattamento omeopatico
deve essere iniziato il più presto possibile in modo tale che l'
organismo riesca a reagire più facilmente senza perdere tempo prezioso. </div>
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E questo rimane molto importante perchè tutti i soggetti sofferenti di psoriasi <strong><em>non sono uguali.</em></strong>
L' "eticchetta" PSORIASI non è uguale nè viene affrontata nello stesso
modo o con lo stesso rimedio omeopatico in tutti i soggetti sofferenti.
La PSORIASI è dovuta a fattori genetici ed epigenetici (questi ultimi la
maggior parte della volte non viene presa in considerazione nella
terapia del soggetto in merito). Un altra componente è la risposta
immunitaria del soggetto affetto. Ecco perchè il "<a href="https://sistemamediomeopatiacomin.blogspot.com/2017/08/modello-dei-livelli-di-salute-la.html" rel="nofollow noopener" target="_blank"><em><u>livello di salute</u></em></a>" dell' individuo malato gioca un ruolo molto importante nel trattamento omeopatico.</div>
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Riporto
qui un articolo pubblicato di recente sulla rivista "Clinical Case
Reports" di una serie di pazienti con psoriasi ma con fenotipi (cioè con
diverse espressioni cliniche) differenti curati con l' Omeopatia.</div>
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Clicca <a href="https://drive.google.com/open?id=1kHFIIqNnIpUdG_BBPCixyKx0cgP7Wihd" rel="nofollow noopener" target="_blank"><strong><em>qui</em></strong></a> per vedere il link </div>
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<a href="https://1.bp.blogspot.com/-hQQBSh4ZRW0/XR_PMQC5XSI/AAAAAAAACqw/aykGSTcL4dkP-7UOl4QvJghwfZC5dX9kQCLcBGAs/s1600/psoriasi%2Bdel%2Bgomito.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="602" data-original-width="721" height="267" src="https://1.bp.blogspot.com/-hQQBSh4ZRW0/XR_PMQC5XSI/AAAAAAAACqw/aykGSTcL4dkP-7UOl4QvJghwfZC5dX9kQCLcBGAs/s320/psoriasi%2Bdel%2Bgomito.png" width="320" /></a></div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-49085943356186214592019-02-13T10:54:00.002+01:002023-02-26T14:27:26.595+01:00Intervista sull` Omeopatia Unicista<div dir="ltr" style="text-align: left;" trbidi="on">
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Ieri è stato un incontro bellissimo ! La D.ssa Giuliana Comin autrice
del libro "<a href="https://www.tipografiafaentina.com/prodotto/quello-non-sai-ancora-dellomeopatia/"><u><b>Quello che non sai ancora dell` Omeopatia"</b></u></a> ci ha spiegato in
maniera esaustiva su come agisce l` <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/omeopatia?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">Omeopatia</span></span></a> e cosa possono aspettare i pazienti che si rivolgono ad essa per la soluzione dei loro problemi di salute.<br />
<a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/omeopatiacomin?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">omeopatiacomin</span></span></a>, <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/mediomeopatiacomin?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">mediomeopatiacomin</span></span></a>, <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/mediomeopatia?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">mediomeopatia</span></span></a>, <a class="profileLink" data-hovercard-prefer-more-content-show="1" data-hovercard="/ajax/hovercard/user.php?id=100006776059092&extragetparams=%7B%22__tn__%22%3A%22%2CdK-R-R-R%22%2C%22eid%22%3A%22ARDPK8WvzHEomvKuJzB3WB8JWPPnoaisCjUf1DzXSxEWAaEXVcU3dv9kGvpWb1Pei8UXTwLkcD4GruHq%22%2C%22fref%22%3A%22mentions%22%7D" href="https://www.facebook.com/OmeopatiaComin?__tn__=%2CdK-R-R-R&eid=ARDPK8WvzHEomvKuJzB3WB8JWPPnoaisCjUf1DzXSxEWAaEXVcU3dv9kGvpWb1Pei8UXTwLkcD4GruHq&fref=mentions">Giuliana Comin</a>,<a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/kimeyaforli?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">kimeyaforli</span></span></a>, <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/kimeyacesena?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">kimeyacesena</span></span></a>,</div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-62888314176810871982019-01-08T10:25:00.002+01:002019-01-08T10:34:43.584+01:00DEPRESSIONE E STATI ANSIOSI. IL CONTRIBUTO TERAPEUTICO EFFICACE DELL` OMEOPATIA <div dir="ltr" style="text-align: left;" trbidi="on">
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Ritorno su questo argomento dopo la pubblicazione di un nuovo studio che dimostra l` efficacia del trattamento terapeutico omeopatico. <br />
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Come è noto nelle nostre societa’ industrializzate gli stati depressivi
costituiscono un problema molto serio sia per i suoi aspetti
patofisiologici che per i suoi risvolti sociali e lavorativi (mancanza
di concentrazione, diminuzione del rendimento nell' ambito lavorativo,
perdita di ore lavorative ecc).<br />
Di solito all'origine della
<a href="https://mediomeopatia.blogspot.com/2016/12/depressione-e-omeopatia-novita.html"><u><b>depressione </b></u></a>si riscontrano <b>fattori genetici predisponenti</b> e specifiche
alterazioni nei circuiti cerebrali che controllano il <b>tono dell'umore,
l'affettività ed alcune funzioni biologiche fondamentali (appetito,
sonno, sessualità ecc.).</b> Queste alterazioni sono legate principalmente a
modificazioni dei livelli di alcuni neurotrasmettitori che appartengono
alla classe delle "amine biogene": in particolare, serotonina,
noradrenalina e dopamina. Altri meccanismi difettosi nei pazienti con
depressione unipolare sono stati osservati a carico della via che
controlla la risposta allo stress (il cosiddetto "asse
ipotalamo-ipofisi-surrene"). Nei soggetti di sesso femminile,
modificazioni significative dei livelli ormonali, in particolare degli
estrogeni, possono favorire l'insorgenza di depressione.</div>
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In un recente studio pubblicato è stato dimostrato che l' uso dei rimedi omeopatici mirati, dopo attenta valutazione del medico omeopata, riduce l' uso dei farmmaci psicotropi già usati dal paziente, e si ottiene un miglioramento della sua condizione clinica in generale. </div>
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Per approfondire per chi vuole <a href="https://drive.google.com/open?id=1_aZSw_jHhiL5tBhmeHyL4WQzG2CZb7bM"><u><b>potete consultare l' articolo.</b></u></a> </div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-65194040279271881022018-09-05T17:57:00.001+02:002023-02-26T15:08:20.074+01:00LA TEORIA DELLE ALTE DILUIZIONI E OMEOPATIA<!--[if gte mso 9]><xml>
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<span lang="IT" style="mso-ansi-language: IT;">Le radiadiazioni elettromagnetiche sono le forme per la comunicazione base
presenti nella natura. I segnali elettromagnetici costituiscono e costituiranno
la lingua di comunicazione tra gli atomi e le molecolee sono i mezzi attraverso
i quali gli organismi viventi ricevono informazioni dall- ambiente esterno (per
es. La luce solare, le onde cosmiche ed altro ancora). Non ci sono dubbi che
esiste una comunicazione intercellulare tra i vari tessuti , organi,
dispositivi e sistemi mediante segnali elettromagnetici i quali contribuiscono
al mantenimento dei processi omeostatici. </span></div>
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<span lang="IT" style="mso-ansi-language: IT;">D' altro canto, considerando i problemi di salute come quelli di neoplasie,
delle malattie degenerative, malattie autoimmunitarie, endocrino/metaboliche, e
neuropsichiatriche non possono essere spiegate soltanto dalle modificazioni
specifiche dei geni/molecole. Spesso, sottili e meno importanti alterazioni
della predisposizione genica per una malattia la quale a sua volta reagisce con
una molteplicità di fattori esterni ambientali, rimane in quello che determina
il rischio finale per lo sviluppo di una malattia e della sua sintomatologia.
Di conseguenza il riconoscimento dell’ organizzazione dei vari sistemi i quali
regolano queste inter-reazioni è necessario per poter trattare queste malattie
correttamente, e definire la natura dei processi patologici ai loro livelli più
alti di organizzazione, il quale si rende progressivamente difficile usando il
convenzionale paradigma molecolare.</span></div>
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<span lang="IT" style="mso-ansi-language: IT;">PER SCOPRIRE DI PIU clicca sul <b><a href="https://hpathy.com/homeopathy-papers/the-theory-of-high-dilutions-one-of-the-scientific-bases-of-homeopathy/">link</a> </b></span></div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-4809198824088865202018-06-08T11:17:00.000+02:002018-12-17T17:06:02.799+01:00CLINIMETRIA OMEOPATICA. IL PILASTRO DELL` APPROCCIO OMEOPATICO<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://1.bp.blogspot.com/-A5Zj1zaa34c/VwKsOKjxTvI/AAAAAAAAAec/8Cd5IcDi58cHxSjJrpupZkQpPJPZjMTvw/s1600/clinimetria%2Bomeopatica1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="148" src="https://1.bp.blogspot.com/-A5Zj1zaa34c/VwKsOKjxTvI/AAAAAAAAAec/8Cd5IcDi58cHxSjJrpupZkQpPJPZjMTvw/s320/clinimetria%2Bomeopatica1.jpg" width="320" /></a></div>
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Tantissimi amici mi chiedono di spiegare in che cosa consiste ed a che cosa si differenzia dalla medicina tradizionale l' anamnesi omeopatica. Fermo restando che una scienza resta difficile spiegare in tutti i suoi particolari sul web vi farò una piccola introduzione riguardo l' innovazione recente incorporata nell' anamnesi omeopatica. Questa riguarda la <a href="http://sistemamediomeopatiacomin.blogspot.com/2017/09/un-altro-elemento-chiave-del-mio.html" target="_blank">CLINIMETRIA</a>. Ecco, la clinimetria omeopatica costituisce il pilastro della cosidetta <b>semeiotica omeopatica</b> e di conseguenza dell' anamnesi omeopatica. Questa differenzia l' Omeopatia dalla medicina tradizionale perchè mentre in quest' ultima la raccolta dei sintomi si avvale per etichettare o denominare (mettere una diagnosi) una malattia e di conseguenza impostare una terapia contro questa, mentre <b>in omeopatia</b> tutti i sintomi del paziente vengono raccolti e categorizzati quantificandoli tramite la clinimetria per curare un intero organismo. I sintomi clinimetrati (termine non del tutto appropriato ma usato in questo contesto per semplificare il concetto per il pubblico) non sempre hanno lo stesso peso specifico per la prescrizione di un rimedio omeopatico e vanno valutati (misurati, quantificati) per ogni organismo anche se il rimedio potrebbe essere lo stesso. I sintomi valuati in questo modo provengono dal livello psichico-emotivo, somatico, e mentale.<br />
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condividi via <a href="https://www.facebook.com/" target="_blank">facebook</a> e <a href="https://twitter.com/" target="_blank">twitter</a><br />
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Cerchi la soluzione migliore con l` Omeopatia? <a href="http://www.omeopatiacomin-faenza.it/" target="_blank">clicca qui </a></div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-75670752771974291422018-04-19T11:27:00.000+02:002018-11-03T17:16:34.189+01:00L' OMEOPATIA FUNZIONA?<div dir="ltr" style="text-align: left;" trbidi="on">
Ritorniamo alla solita domanda dei media : L' OMEOPATIA FUNZIONA?<br />
Ebbene, io non vorrei di nuovo partire con dimostrazioni e molto altro. Intanto per chiarire le idee a quelli che sono diffidenti ( perchè non sono veramente informati...) ho pubblicato <a href="https://www.tipografiafaentina.com/prodotto/quello-non-sai-ancora-dellomeopatia/" target="_blank">il mio libro</a> in cui troveranno tutte le risposte in merito.<br />
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Oggi però stavo leggendo questo articolo molto interessante e lo volevo condividere con voi. <a href="http://www.informasalus.it/it/articoli/omeopatia-funziona-studi-scientifici.php" target="_blank">Clicca qui per leggerlo</a><br />
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Cerchi la soluzione migliore con l` Omeopatia? <a href="http://www.omeopatiacomin-faenza.it/" target="_blank">clicca qui </a><br />
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condividi su <a href="https://www.facebook.com/" target="_blank">facebook</a> e <a href="https://twitter.com/" target="_blank">twitter</a><br />
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-4069060529904490032018-03-29T12:28:00.001+02:002018-05-18T22:33:33.118+02:00SINTOMO "FEBBRE": BENE O MALE?<div dir="ltr" style="text-align: left;" trbidi="on">
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Oggi volevo condividere con voi alcuni pensieri riguardo il sintomo "febbre". Ho letto ieri un articolo molto interessante pubblicato sul <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4145646/pdf/WJCP-1-29.pdf" target="_blank">World Journal of Clinical Peadiatrics</a> che tratta l' argomento su come trattare il sintomo febbre da parte dei pediatri. La maggior parte dei genitori sono veramente allarmati al riscontro casuale di febbre o in associazione con altre patologie nei loro figli. In realtà però è cosi?</div>
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L' articolo descrive con molta accuratezza che attualmente ci sono evidenti contraddizioni tra la pratica clinica quotidiana e le evidenze scientifiche.</div>
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Insomma le evidenze scientifiche hanno da tempo dimostrato che il sintomo febbre può essere una risposta favorevole dell' organismo di fronte un agente patogeno. Essa aumenta la risposta immunitaria incrementando la produzione di sostanze come l' interleukina-1, le cellule T-helper, la sintesi delle immunoglobuline e molte altre che aiutano l' organismo malato a combattere i fattori patogeni. Inoltre uno studio giapponese ha dimostrato che continuando a somministrare antipiretici per abbassare la febbre, si induce al peggiorameno della patologia sottostante. </div>
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D' altro canto, in uno studio effettuato da me c/o l' Academia Internazionale dell' Omeopatia Classica abbiamo dimostrato l' influenza sfavorevole del tempo trascorso senza alcun episodio di febbre sul livello di salute dei bambini inclusi nello studio.<a href="https://drive.google.com/open?id=0B73U0b3DegH2aDB3aGVaQy0zbHc" target="_blank">Clicca qui per leggere lo studio</a>.</div>
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Nella nostra popolazione di studio è stato riscontrato che per ogni mese che passa senza episodio febbrile il peggioramento del livello di salute del bambino aumenta di 4 volte. Per cui qs nostra osservazione è in accordo con le osservazioni descritte nell' articolo pubblicato. In ogni caso, la presenza nell' anamnesi clinica omeopatica di episodi di febbre vanno valutati con precisione perchè forniscono informazioni importanti del livello di salute di una persona. Di questo e altri argomenti interessanti potete scoprire nel <a href="https://www.lafeltrinelli.it/libri/giuliana-comin/quello-che-non-sai-ancora/9788896944950" target="_blank">mio libro già pubblicato</a>.</div>
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In conclusione io consiglierei nessun allarmismo di fronte il sintomo febbre di per sè. Sarà il vostro medico che valuterà la condizione clinica del soggetto in esame.</div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-4492596159574352772017-11-12T23:00:00.000+01:002018-06-25T19:02:03.817+02:00IL MIO LIBRO è GIA STATO PUBBLICATO IN VERSIONE DIGITALE E CARTACEA <div dir="ltr" style="text-align: left;" trbidi="on">
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Carissimi amici vi informo che il mio libro in versione digitale e cartacea è stato pubblicato!</div>
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Questo libro integra tutte le ultime innovazioni dalla bibliografia internazionale ed insieme alla mia lunga pratica clinica omeopatica risponde alle domande dei pazienti riguardo l' azione della terapia omeopatica e la prognosi omeopatica delle loro patologie. In questo libro inoltre, troverete i dettagli del mio sistema omeopatico MediOmeopatiaComin. E un libro utile sia per i pazienti che seguono già un percorso terapeutico omeopatico che per quelli che vorrebbero scoprire la medicina omeopatica e magari seguire lo stesso percorso.</div>
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Se vuoi acquistare il libro in versione digitale ed APPROFITTARNE dello sconto vai nel link <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" data-lynx-uri="https://l.facebook.com/l.php?u=https%3A%2F%2Fsellky.com%2Fa%2FQL&h=ATMgmwJbaBF59exrCZDwEDFflBOpGQEROgjR0cySdGHH4RJd-xg9IU4VCvyQrSRAwhq2O8V_DsUkNEpg4zCApYVGy3gV6fIEqB5cL75QprzsSsC8ja7FozN9TlhEG1i2-6ZbRzYyEQ" href="https://sellky.com/a/QL" rel="nofollow" style="color: #365899; font-family: inherit; text-decoration-line: none;" target="_blank">https://sellky.com/a/QL</a><br />
Lo stesso puoi fare anche attraverso <a href="http://www.ebookservice.net/scheda_ebook.php?ebook=quello-che-non-sai-ancora-dell%60-omeopatia-di-mediomeopatia-comin&ideb=3427" target="_blank">ebook service </a><br />
Se invece preferisci ordinarlo tramite AMAZON <a href="https://www.amazon.it/Quello-che-ancora-dell-OMEOPATIA-ebook/dp/B07B9HD194" target="_blank">clicca qui</a><br />
La parte cartacea è stata pubblicata dalla <a href="https://www.tipografiafaentina.com/prodotto/quello-non-sai-ancora-dellomeopatia/" target="_blank">Tipografia Faentina Edizioni</a> oppure lo potresti ordinare alla <a href="https://www.lafeltrinelli.it/libri/giuliana-comin/quello-che-non-sai-ancora/9788896944950" target="_blank">Feltrinelli.</a><br />
Lo puoi anche trovare alla c/o <a href="https://www.libreriauniversitaria.it/quello-non-sai-ancora-omeopatia/libro/9788896944950" target="_blank">libreria universitaria</a><br />
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<b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><br /></span></b><b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">condividi questo con un </span></span></b><span style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><a href="https://twitter.com/" target="_blank"><span style="color: #222222;"><span style="font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;">twitter</span></span></a></span></span><b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> o </span><a href="https://www.facebook.com/" style="color: #888888; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">facebook</a><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> oppure usando il links sotto l` articolo</span></span></b><br />
<b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">visita anche il mio sito : <a href="http://omeopatiacomin-faenza.it/" target="_blank">omeopatiacomin-faenza.it </a></span></span></b><br />
<b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"><br /></span></span></b></div>
Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com048018 Faenza, Province of Ravenna, Ιταλία44.2898527 11.87740910000002344.198942699999996 11.716047600000023 44.3807627 12.038770600000023tag:blogger.com,1999:blog-5719616746104408302.post-21925992530483965572017-11-07T10:58:00.000+01:002018-02-07T22:00:44.553+01:00DEPRESSIONE DOPO IL PARTO <div dir="ltr" style="text-align: left;" trbidi="on">
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Molti studi hanno identificato tre condizioni psychiatriche dopo il parto e queste sono: la postpartum blues (instabilita di umore dopo il parto), la <a href="https://drive.google.com/open?id=1uq559JeXYIVuML5ulF8pySYImV253s6H" target="_blank">depressione postpartum</a>, e la psicosi postpartum. La prima condizione di solito si rispolve spontaneamente nelle prime settimane dopo il parto senza alcun trattamento particolare. Si riscontra nel 39-85% delle puerpere donne. La depressione post partum invece include disturbi di sonno , cambiamenti dell` umore, modificazione dell` appetito, paura di far male al bambino, estrema preoccupazione per il bambino, tristezza profonda, pianto eccessivo, difficolta di concentrazione, disconnessioni della memoria, perdita della volontà per le attività giornaliere, pensieri di morte ricorrenti i quali talvolta includono ideazioni di suicidio. Questa situazione si riscontra in un 10-15% delle nuove madri. La psicosi postpartum invece e una rara ma severa condizione ed e la manifestazione bipolare e compare circa dal 2o giorno fino 1 mese dopo il parto. e coincide con l` alterazione dei livelli ormonali dopo il parto.<br />
Vorrei inoltre segnalare che il<a href="https://sistemamediomeopatiacomin.blogspot.it/2017/08/modello-dei-livelli-di-salute-la.html" target="_blank"> <b>livello di salute</b></a> della donna costituisce uno dei fattori importanti per lo sviluppo di tali patologie.</div>
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Vi allego un <a href="https://drive.google.com/open?id=1uq559JeXYIVuML5ulF8pySYImV253s6H" target="_blank">articolo recente</a> in cui il trattamento omeopatico può essere risolutivo in patologie simili.</div>
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Vi rammento inoltre che per <b>tutte le alterazioni che riguardano il <a href="https://mediomeopatia.blogspot.it/2016/05/i-sistemi-complessi-l-epigenetica-la.html" target="_blank">sistema PNEI</a></b><a href="https://mediomeopatia.blogspot.it/2016/05/i-sistemi-complessi-l-epigenetica-la.html" target="_blank">, </a>di cui abbiamo parlato ripetutamente sia durante i miei eventi che su miei articoli pubblicati, il trattamento omeopatico è un approccio efficace e risolutivo. </div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-56171913115697982002017-10-16T17:50:00.002+02:002023-02-26T14:33:57.242+01:00RICERCA IN OMEOPATIA E LE DISCUSSIONI DISINFORMATIVE NEI MEDIA<div dir="ltr" style="text-align: left;" trbidi="on">
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Oggi scrivo alcune brevi riflessioni riguardo l' efficacia del trattamento omeopatico. Preso spunto da alcune trasmissioni televisive ed alcuni scritti ovviamente non corretti. Vorrei ribadire ancora un altra volta che io come medico omeopata clinico formato e con pratica clinica più che ventennale, che IL TRATTAMENTO OMEOPATICO non è placebo come sostengono alcuni colleghi della medicina tradizionale (soprattutto perchè non la conoscono! e non l' hanno mai esercitata!). Dall' altro canto, per mio conto dal punto di vista clinico il modo di fare ricerca clinica in omeopatia con i concetti e la metodologia della medicina tradizionale è completamente erroneo (<a href="https://www.scribd.com/document/101504183/Clinical-Trials-of-Homeopathy-Appropriate-Research-Designs-2003" target="_blank">leggi qs articolo è molto importante</a>). </div>
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In ogni caso, poichè si sentono tante voci, senza mai un confronto diretto tra gli scienziati o professori che si occupano di ricerca da ambedue le parti cioè la medicina tradizionale e la medicina omeopatica sarebbe oppurtuno prima di pronunciarsi essere almeno cauti. </div>
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Un altra mia osservazione: si confonde, non so perchè, l' omeopatia con l' omotossicologia che sono approcci terapeutici differenti (forse per creare ancora ulteriore confusione!).</div>
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In ogni caso, poichè l' argomento è molto lungo, per approfondirlo qui vorrei inserire solo alcuni pensieri da medico clinico omeopata.<br />
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<a href="https://3.bp.blogspot.com/-6eEDodBV9tw/WeKhCrcUnqI/AAAAAAAABdY/02rBjL5T9AYr6gZlwD_h6HKP-3g0VSxpgCEwYBhgL/s1600/differenze%2Bomeopatia%2Be%2Ballopatia.PNG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="482" data-original-width="643" height="298" src="https://3.bp.blogspot.com/-6eEDodBV9tw/WeKhCrcUnqI/AAAAAAAABdY/02rBjL5T9AYr6gZlwD_h6HKP-3g0VSxpgCEwYBhgL/s400/differenze%2Bomeopatia%2Be%2Ballopatia.PNG" width="400" /></a></div>
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1. in merito della ricerca clinica in omeopatia e il suo confronto con la medicina tradizionale bisogna specificare che gli approcci sono del tutto differenti (uno è nosologico e l' altro farmacologico) anche se tutti i due hanno come obiettivo finale la terapia del paziente. Per cui non possono essere confrontati come metodologia perchè il punto di partenza per la cura del paziente è totalmente diverso. Inoltre vorrei specificare che dal punto di vista clinico la medicina tradizionale ha come obiettivo di curare il pz con una determinata malattia (etichetta nosologica) e non l' individuo nella sua integrità come organismo inscindibile (che comprende eventualmente anche quella determinata malattia, trattamento olistico, globale) come fa l' omeopatia. Per cui sia chiaro che curare la malattia di Paolo, Giovanni , Maria ecc è diverso dal curare Paolo (come essere differente nella sua integrità) o Giovanni, o la Maria che hanno quella stessa malattia. Cioè l' omeopatia tratta l' individuo sofferente nella sua integrità psico-fisica e mentale e non solo la malattia come etichetta nosologica.</div>
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2. Un altro punto che vorrei presentare è che tutti gli studi negativi presentati, testando l' efficacia dell' omeopatia, erano eseguiti da professionisti (talvolta non medici) che cmq non erano omeopati!!! Allora uno si domanda come un professionista che non ha la specializzazione in un determinato settore può eseguire degli studi ben progettati se non ha la conoscenza? Uno di questi studi è lo studio australiano (<a href="https://www.libriomeopatia.it/articoli/omeopatia_studio_australiano.php" target="_blank">leggi qui il commento dei medici omeopati</a>). E come dire che il pneumologo facesse uno studio gastroenterologico ! Inoltre, come si fanno a raggruppare nello stesso studio di ricerca soggetti con una certa patologia mentre quelli stessi individui sono organismi differenti nella loro integrità psico-fisica e mentale e quindi la reazione alla stessa patologia (come etichetta nosologica) o al farmaco somministrato sono differenti?<br />
3. un altra riflessione da fare in merito, è che non possono essere selezionati degli studi di ricerca definiti come omeopatici negativi o neutrali per coinvolgerli in una metanalisi (analisi di un gruppo di lavori e a posteriori) come quella australiana, e non gli studi positivi e soprattuto in egual misura. Questo già in partenza è un bias metodologico che conduce a risultati erronei.</div>
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4. Poichè la discussione in merito alla domanda L' OMEOPATIA FUNZIONA (<a href="http://www.lastampa.it/2014/04/18/blogs/appuntamento-con-l-omeopatia/un-medicina-omeopatico-agisce-sullespressione-genica-nelle-cellule-neuronali-oIis3ZQeuts8VSbjvzDNVK/pagina.html" target="_blank">leggi anche questo articolo</a>) continuerà per tanto tempo e sarà perpetuata dai media con le loro interviste a persone o professionisti di salute che non sono omeopati clinici formati e quindi non hanno nè cognizione nè causa, i pazienti invece che vogliono essere curati con una cura efficace ma senza effeti collaterali come l' OMEOPATIA non possono rimanere in attesa del loro verbale finale.<br />
Nè sono altresi certa che un informazione sicura in merito non l' avranno mai dai media perchè non creano informazione bensi disinformazione.<br />
5. per quello che concerne il farmaco omeopatico e se è acqua fresca oppure un principio attivo è un altro discorso lunghissimo da fare ma <a href="https://www.hri-research.org/it/homeopathy-faqs/the-best-studies-have-shown-homeopathy-is-just-placebo/" target="_blank">di sicuro non è un mezzo terapeutico falso</a>. E soprattuto perchè io (trattando i miei pazienti) i risultati li ho sempre o quasi sempre avuti. Il fatto che talvolta non si è ottenuto il risultato migliore è dovuto al fatto che la risposta da organismo a organismo è differente e deve essere ricercato nella accuratezza della raccolta dell' anamnesi e la valutazione corretta clinimetrica dei sintomi. Ma mica nella medicina tradizionale non avviene lo stesso? Vi propongo di leggere per approfondire il mio sistema (<a href="http://sistemamediomeopatiacomin.blogspot.com/" target="_blank"> sistemamediomeopatiacomin</a> ).<br />
5. Lasciare gli omeopati formati (non i vari personaggi che si spacciano per omeopati !) fare il loro lavoro con responsabilità e tranquillità e curare quelli che vogliono seguire il percorso di cura omeopatico. In fondo c' è la libera scelta per la cura !</div>
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6. UN FATTORE PERO `E IMPORTANTE: LAVORARE ASSIEME PER IL BENE INDIVIDUALE E COLLETTIVO CHE `E LA SALUTE E SOPRATTUTTO NON ERIGERE BARRIERE FITTIZIE.<br />
PER RAGGIUNGERE UN LIVELLO DI SALUTE OTTIMALE SERVE COLLABORAZIONE TRA I PROFESSIONISTI DEL SETTORE E NON DIVISIONI.<br />
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Per quelli che vorrebbero approfondire consultare anche : <a href="http://www.paolobellavite.it/files/191_2004_omeodinamica_emyq26r5.pdf" target="_blank">Omeodinamica</a>, <a href="http://www.paolobellavite.it/files/196_2004_omeopatologia_8x9r1ea5.pdf" target="_blank">Omeopatologia</a>, <a href="http://www.paolobellavite.it/files/197_2004_omeoterapia.pdf" target="_blank">Omeoterapia</a>. <a href="http://www.paolobellavite.it/files/156_1999_annistsupsanita.pdf" target="_blank">Omeopatia nella prospettiva della ricerca scientifica per conto dell` Istituto Superiore della Sanità</a> ,<br />
per capire le contestazioni da parte spt di farmacologi i quali non conoscono la farmacologia omeopatica <a href="http://www.eurosalus.com/angoscia-e-ansia/omeopatia-no-placebo-gelsemium-sempervirens" target="_blank">potete leggere anche questo</a><br />
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Mentre scrivo queste riflessioni l' Istituto per la ricerca in Omeopatia Internazionale ha inserito nel suo portale delle risposte ad alcune domande frequenti riguardo l' Omeopatia anche in italiano. Per cui se volete avere delle risposte autorevoli alle vs domande potete <a href="https://www.hri-research.org/it/homeopathy-faqs/" target="_blank">cliccare qui</a><br />
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-71561075166171090622017-10-11T20:29:00.000+02:002017-10-11T20:29:10.235+02:00Epigenetica e Medicina Omeopatica.<div style="text-align: justify;">
Completando la presentazione del mio sistema di trattamento omeopatico volevo soffermarmi sull' importanza dello studio dei fattori epigenetici attraverso l' Omeopatia. Ieri stavo leggendo sul giornale un inserto di medicina dedicando almeno due pagine su questi fattori che sono di fondamentale importanza per la nostra vita. Naturalmente prima dell' avvento dell' epigenetica come scienza questi elementi si conoscevano poco. La medicina omeopatica, attraverso lo studio per la selezione del rimedio appropriato per ogni singolo paziente, approfondisce le relazioni e l' influenza che importano questi elementi per lo sviluppo delle varie patologie. Ecco per approfondire in merito visita anche tu il blog <a href="https://sistemamediomeopatiacomin.blogspot.it/2017/10/epigenetica-un-elemento-importante-che.html" target="_blank">SISTEMAMEDIOMEOPATIACOMIN</a> e scopri la differenza nella pratica Omeopatica. </div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-23988004278919051432017-09-04T05:33:00.001+02:002023-02-26T14:28:53.401+01:00COLITE O SINDROME DEL COLON IRRITABILE<div dir="ltr" style="text-align: left;" trbidi="on">
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<span face=""arial" , "helvetica" , sans-serif"><span style="font-size: small;"><span lang="IT">L’impatto della <b>sindrome del
colon irritabile</b> sul sistema sanitario è notevole, ad esempio, negli adulti,
circa il 2 % delle visite di assistenza primaria e circa il 50 % delle visite
specialistiche gastroenterologiche riguarda la valutazione di sintomi legati a
questa patologia. Il problema di questa patologia intestinale consiste nella difficoltà
di porre la diagnosi; sino ad oggi per la medicina tradizionale non vi sono
cure specifiche, le strategie di trattamento sono “su misura”, improntate al
controllo dei sintomi ed al miglioramento della qualità della vita nello
specifico paziente, ricorrendo sia a misure dietetiche come anche alla farmacoterapia
(psicofarmaci inclusi).</span></span><span style="font-size: small;"><span lang="IT" style="line-height: 150%;"> Come ho descritto durante diversi incontri in passato, alla base di
questa patologia sta una disfunzione del <b>sistema PNEI</b>
(psico-neuro-endocrino-immunitario). L’ obiettivo del <b>trattamento omeopatico</b> è di riportare in equilibrio suddetto
sistema in modo del tutto naturale.</span><span lang="IT" style="line-height: 115%;"> Inoltre, la variabilita della sintomatologia da soggetto a soggetto
con la stessa patologia costituisce inoltre un altro ostacolo alla terapia
tradizionale. Questo avviene sia per le differenze personali degli elementi
fondamentali per l` analici omeopatica dei soggetti sofferenti che non vengono presi in considerazione dalla medicina classica, ma anche perchè la maggior parte delle volte il <b>livello di
salute</b> di ogni singolo paziente è differente. Quindi il rimedio omeopatico
da somministrare varia anche se si tratta della stessa patologia. Per cui il
<b>corretto inquadramento clinico-omeopatico attraverso la clinimetria e la
valutazione del livello di salute </b>porta alla corretta diagnosi e la posologia
del rimedio omeopatico da somministrare.</span></span></span><br />
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<span face=""arial" , "helvetica" , sans-serif"><span style="font-size: small;"><span lang="IT" style="line-height: 115%;"><a href="https://drive.google.com/open?id=0B73U0b3DegH2UklZSjRqZEhaeWM" target="_blank">continua a leggere</a> </span></span></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-Uwfd83EhLA0/WWe5D8IUt6I/AAAAAAAABVU/jec9J6sDVM0i57Yr8fnUtbscjXIngfv5ACLcBGAs/s1600/PNEI%2Be%2Bcolon%2Birritabile.PNG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="343" data-original-width="492" height="223" src="https://1.bp.blogspot.com/-Uwfd83EhLA0/WWe5D8IUt6I/AAAAAAAABVU/jec9J6sDVM0i57Yr8fnUtbscjXIngfv5ACLcBGAs/s320/PNEI%2Be%2Bcolon%2Birritabile.PNG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Foto : le interdipendenze del sistema PNEI (psico-neuro-endocrino-immunitario nel contesto della sindrome del colon irritabile<br />
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<b style="background-color: white; font-size: medium; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><br /></span></b><span style="background-color: white; font-size: small; text-align: justify; text-indent: -24px;"></span><b style="background-color: white; font-size: medium; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">condividi questo con un </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial,tahoma,helvetica,freesans,sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">tweet</a><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> o </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial,tahoma,helvetica,freesans,sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">facebook</a><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> oppure usando il links sotto l` articolo</span></span></b><br />
<b style="background-color: white; font-size: medium; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"><br /></span></span></b>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-74317386031952600742017-06-24T22:51:00.001+02:002023-02-26T14:29:23.728+01:00QUANDO USARE UN SOFTWARE OMEOPATICO COME SUPPORTO ALLA DIAGNOSI.<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://3.bp.blogspot.com/-0XA45-6Be_U/WUmD-2GdWkI/AAAAAAAABU4/plxLrcg4xF8K5ggRMyrxEL1a4FRFgiklwCLcBGAs/s1600/radar%2Bfoto.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="653" data-original-width="1352" height="153" src="https://3.bp.blogspot.com/-0XA45-6Be_U/WUmD-2GdWkI/AAAAAAAABU4/plxLrcg4xF8K5ggRMyrxEL1a4FRFgiklwCLcBGAs/s320/radar%2Bfoto.png" width="320" /></a></div>
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L` Omeopatia è un trattamento olistico e naturale. La selezione del rimedio omeopatico, adatto per ogni singolo individuo, è il prodotto di un <b>processo di diagnostica omeopatica</b> molto dettagliata che richiede esperienza, competenza, capacità e corretta applicazione della clinimetria omeopatica. <br />
Ieri ho dovuto affrontare una paziente con molteplici comorbidità in cui la clinimetria diventava molto complessa, data la vastità dei sintomi riportati da valutare e le interdipendenze dei sintomi con le varie patologie presenti nella stessa paziente. <br />
Ecco in queste circostanze, dove la dettagliata analisi omeopatica dei sintomi diventa molto complessa, il supporto di un software omeopatico per la discriminazione e l' assegnazione dei sintomi entro determinate categorie da valutare diventa quasi necessario. <br />
Come potete vedere nell' immagine, attraverso l' <b>analisi mediante il software </b>vengono registrati una molteplicità di sintomi che una mente umana fa molta difficoltà non solo a registrarli ma anche analizzarli. Ecco perchè non mi stancherò mai di ripeterlo che il rimedio omeopatico non è una scelta dalla "bancarella dei ...rimedi naturali" bensi un processo impegnativo di diagnostica omeopatica molto dettagliato e del tutto <b>personalizzato</b>.<br />
A titolo di esempio, due pazienti giungono alla visita omeopatica con crisi di emicrania: uno giovane con poche co-patologie e l' altro più anziano con molte co-patologie aggiunte durante la sua vita. Il rimedio non può essere lo stesso anche se tutte due soffrono di emicranie. E facilmente intuibile che, per poter raggiungere una diagnosi e somministrare il rimedio omeopatico corretto nella seconda paziente, essa richiede maggiore impegno e maggiore attenzione perchè moltissimi sintomi dalle varie co-patologie sono interdipendenti ed inficiano la presentazione generale di questa paziente. Naturalmente, non si possono somministrare rimedi per le varie co-patologie o ciascuno dei sintomi che la paziente riferisce, bensi il miglior rimedio che rappresenta meglio la patologia e sintomi presentati dalla paziente. In caso contrario non si raggiungerà mai alla terapia completa della paziente. Il medico omeopata valuta il paziente nel suo insieme come un unità inscindibile e non come la medicina tradizionale per specializzazioni differenti. </div>
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L' uso del software omeopatico però va usato da medici omeopati esperti che hanno già formato un ipotesi diagnostica e che comunque le informazioni estrapolate dal software vanno interpretate in modo adeguato e pertinente per ogni singolo paziente. Ovviamente <b>persone non formate</b> adeguatamente per l' uso di software, non possono azzardarsi a fare una diagnosi "per via informatica" senza la conoscenza profonda della materia medica omeopatica, la clinimetria e il livello di salute del paziente.</div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-73714218454390948632017-06-12T22:00:00.001+02:002023-02-26T14:29:51.764+01:00FIBROMIALGIA E OMEOPATIA<div dir="ltr" style="text-align: left;" trbidi="on">
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<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">Cinque gg fa mi ha chiamato una signora e mi ha chiesto se l' Omeopatia può fare qualcosa per la fibromialgia. Sorpresa dalla domanda, a dir il vero fatta con tono abbastanza diffidente, ho risposto ovviamente SI anche perchè credo che sia l' unica terapia valida e duratura.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">Cosi prendendo spunto da qs telefonata ho deciso di fare una presentazione della sindrome fibromialgica e come interviene la terapia omeopatica.</span></span></div>
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">La<b> sindrome fibromialgica</b> è una
forma comune di dolore muscoloscheletrico diffuso e di affaticamento (astenia)
che colpisce approssimativamente 1.5 – 2 milioni di Italiani.</span></span></div>
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">Il termine fibromialgia significa dolore nei muscoli, legamenti e i
tendini. Questa condizione viene definita “sindrome” poiché esistono segni e
sintomi clinici che sono contemporaneamente presenti.</span></span></div>
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">La fibromialgia interessa principalmente i muscoli e le loro inserzioni
sulle ossa. Tante volte si ha l` impressione di avere a che fare con una
patologia articolare, però non si tratta di artrite e non causa deformità delle
strutture articolari. La fibromialgia è in effetti una forma di sindrome reumatica
extra-articolare o dei tessuti molli.</span></span></div>
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;"><span lang="IT">Il <b>dolore è il sintomo predominante</b> della
fibromialgia. Generalmente, si manifesta in tutto il corpo, sebbene possa
iniziare in una sede localizzata, come il rachide cervicale e le spalle, e
successivamente diffondersi in altre sedi col passar del tempo.</span></span></span></div>
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<a href="https://drive.google.com/open?id=0B73U0b3DegH2QTNoTlhNbzlkaEk" target="_blank">continua a leggere.</a><br />
<br />
<b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><br /></span></b><span style="background-color: white; text-align: justify; text-indent: -24px;"></span><b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">condividi questo con un </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial,tahoma,helvetica,freesans,sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">tweet</a><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> o </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial,tahoma,helvetica,freesans,sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">facebook</a><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> oppure usando il links sotto l` articolo</span></span></b><br />
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-74213094082368125762017-04-08T17:34:00.001+02:002023-02-26T14:30:13.236+01:00EVENTO: L` Omeopatia incontra lo sportivo. <div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
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<span style="font-size: large;">MediOmeopatiaComin</span></div>
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<br /></div>
<div style="text-align: center;">
Vi invita di partecipare</div>
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<a href="https://drive.google.com/open?id=0B73U0b3DegH2VWFWZ19LMENPT1U" target="_blank">SCARICA LA LOCANDINA</a></div>
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L` evento si terrà c/o la Farmacia Le Cicogne , in via Galilei 4, Faenza (RA) (Centro Commerciale Le Cicogne) Sabato 06/05/2017 dalle 10:30- 12:00. <br />
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OBIETTIVI: <br />
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1. conοscere il <b>sistema PNEI</b> e la sua importanza nella preparazione atletica <br />
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2. scoprire perchè <b>il supporto omeopatico</b> viene inserito nel percorso moderno della preparazione atletica dello sportivo <br />
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3. conoscere i <b>principali rimedi omeopatici</b> utili per affrontare la traumatologia dello sportivo <br />
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La partecipazione è gratuita.<br />
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`E gradita la vostra prenotazione per ragioni organizzative al tel della farmacia 0546/622315 oppure via mail <a href="mailto:giuliana.comin@gmail.com">giuliana.comin@gmail.com</a><br />
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Visitare anche Facebook: @mediomeopatiacomin<br />
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-39605214061548749492017-04-05T13:55:00.003+02:002023-02-26T14:16:41.583+01:00ECCO IL MIO REGALO !<div dir="ltr" style="text-align: left;" trbidi="on">
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Ritornando dalla presentazione del mio evento mi sentivo tanto felice e ho deciso di farti un regalo ! Beh se non hai avuto modo di seguire il mio evento<br />
clicca qui sotto e scopri il REGALO per te !<br />
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<div style="text-align: center;">
<a href="http://shoutout.wix.com/so/eLhYM5as#/main" target="_blank">REGALO !!!</a></div>
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<b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><br /></span></b><span style="background-color: white; text-align: justify; text-indent: -24px;"></span><b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">condividi questo con un </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial,tahoma,helvetica,freesans,sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">tweet</a><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> o </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial,tahoma,helvetica,freesans,sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">facebook</a><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> oppure usando il links sotto l` articolo</span></span></b></div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-8449038193169788072017-02-24T08:00:00.001+01:002023-02-26T14:33:23.427+01:00EVENTO: ALLERGIE E OMEOPATIA<div dir="ltr" style="text-align: left;" trbidi="on">
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Le manifestazione delle malattie allergiche sono le patologie più
frequenti in primavera. Esse costituiscono il risultato di una
interazione tra substrato costituzionale e l' ambiente. L’esposizione
inoltre ad agenti allergici (che molte volte un individuo non conosce)
induce ad un incremento dello stato infiammatorio e potenzia quindi
l’espressione clinica delle malattie allergiche. L' <b>Omeopatia</b>,
attraverso l' analisi clinica del paziente, potenzia il <a href="http://mediomeopatia.blogspot.it/search/label/reazioni%20atopiche" target="_blank">sistema immunitario</a> e<span class="text_exposed_show"> cura interamente il <a href="http://mediomeopatia.blogspot.it/2016/05/evento-omeopatia-nell-eta-pediatrica.html" target="_blank">substrato allergico</a> e di conseguenza la manifestazione allergica.</span> </div>
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INVITO</div>
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<span class="4n-j"><span lang="IT" style="mso-ansi-language: IT;">L` evento si terrà c/o la </span></span><span class="4n-j"><b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-size: 12pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-font-size: 11.0pt;">Farmacia Le
Cicogne in via Galilei 4 Faenza</span></b></span><span class="4n-j"><span lang="IT" style="font-size: 12pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-font-size: 11.0pt;"> </span></span><span class="4n-j"><span lang="IT" style="mso-ansi-language: IT;">(Centro Commerciale Le Cicogne) <b style="mso-bidi-font-weight: normal;">Sabato 18/03/2017 dalle 10.30 alle 12.00.</b></span></span><b style="mso-bidi-font-weight: normal;"><span lang="IT" style="mso-ansi-language: IT;"><br style="mso-special-character: line-break;" />
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<span class="4n-j"><b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-size: 12pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-font-size: 11.0pt;">Obiettivi: </span></b></span></div>
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<li><span lang="IT" style="mso-ansi-language: IT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><span class="4n-j"><span lang="IT" style="mso-ansi-language: IT;">conoscere l' efficacia dell' omeopatia clinica come cura dei fattori
causali e non sintomatici delle allergie</span></span><span lang="IT" style="mso-ansi-language: IT;"></span></li>
</ul>
<ul>
<li><span class="4n-j"><span lang="IT" style="mso-ansi-language: IT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span></span><span class="4n-j"><span lang="IT" style="mso-ansi-language: IT;">scoprire il ruolo del
sistema immunitario nello sviluppo delle allergie </span></span></li>
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<ul>
<li><span class="4n-j"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span></span><span class="4n-j"><span lang="IT" style="mso-ansi-language: IT;">comprendere l' importanza delle predisposizioni
per la manifestazione delle allergie.</span></span></li>
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<br />
<span class="4n-j">La partecipazione è gratuita.</span><br />
<span class="4n-j">`E gradita la vostra prenotazione per ragioni organizzative al
tel della farmacia 0546/622315</span></span><br />
<span lang="IT" style="mso-ansi-language: IT;"><span class="4n-j"> </span></span><br />
<span lang="IT" style="mso-ansi-language: IT;"><span class="4n-j"> </span></span><br />
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<br />
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com148018 Faenza, Province of Ravenna, Italy44.2898527 11.87740910000002344.198942699999996 11.716047600000023 44.3807627 12.038770600000023tag:blogger.com,1999:blog-5719616746104408302.post-69412369238302801122017-02-01T17:59:00.001+01:002023-02-26T14:30:34.137+01:00 INFLUENZA: ANCHE QUEST' ANNO NUMERO UNO EMERGENZA SANITARIA <div dir="ltr" style="text-align: left;" trbidi="on">
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Ecco anche quest` anno l` influenza è arrivata puntuale. Come tutti voi avete potuto constatare dai telegiornali e gli altri mezzi d' informazione i pronti soccorsi degli ospedali e gli ambulatori dei medici di base sono pieni di pazienti con la suddetta patologia. Si tratta praticamente di uno stato di emergenza. I sintomi principali sono respiratori (tosse, mal di gola e naso chiuso), spesso accompagnati da<b> senso di prostrazione, malessere generale e febbre</b>. Questa malattia è dovuta all’infezione da parte di determinati virus i quali subiscono ogni anno delle mutazioni e di conseguenza diventa difficile affrontarli. Sovente, a causa di un eccessivo abbassamento delle difese immunitarie, all’infezione virale subentra una sovra-infezione batterica che aggrava il quadro sintomatico. Classica evidenza di un’infezione batterica in atto è una secrezione nasale densa e di colore giallastro e una tosse che diventa “grassa”, cioè con abbondante catarro. I virus influenzali e parainfluenzali generalmente attecchiscono verso la fine dell’autunno e la metà dell’inverno, un po’ come il raffreddore, quando il freddo fa abbassare le difese immunitarie e fa aumentare le occasioni di contagio per una maggiore permanenza in luoghi chiusi ed affollati, ambienti ideali per la propagazione dei virus. Il contagio avviene attraverso via aerea e il contatto con superfici contaminate, da notare che con la riapertura degli asili nido e delle scuole materne, specie dopo Natale, i bambini riprendono ad ammalarsi e si calcola che tali infezioni siano responsabili del 50-60% del tempo scolastico perso. Non molto differente la situazione per gli adulti. Secondo l’Inail nella stagione 2009 – 2010 sono state 32.275.000 le giornate di assenza totale dal lavoro causate dall’influenza. Per quest' anno ancora non ci sono statistiche anche perchè l' infezione è in corso. La medicina tradizionale interviene di solito con analgesici, antipiretici generici e antinfiammatori. L’applicazione però di alcune comuni norme igieniche di base può ridurre il rischio di contrarre l’infezione: coprirsi la bocca quando si starnutisce, lavarsi regolarmente le mani ed evitare i luoghi affollati durante i periodi di epidemia. Un’alimentazione ricca di frutta e verdura, ad alto contenuto di vitamine e micronutrienti, fornisce un’ulteriore aiuto. <br />
I rimedi indicati possono essere <i><b>utili per prevenire e contrastare
l’insorgere della influenza</b></i>, ma anche per aiutare l’organismo ad
attenuarne la sintomatologia. In ogni caso, è comunque fondamentale
ricordare che, come per ogni terapia omeopatica, è doveroso rivolgersi
al proprio medico omeopata di fiducia il quale, essendo a conoscenza
della storia clinica del paziente, è in grado di individuare con più
agevolezza il <a href="http://sistemamediomeopatiacomin.blogspot.com/2017/08/modello-dei-livelli-di-salute-la.html"><b>livello di salute dell- individuo</b></a> e, di conseguenza, individuare i rimedi omeopatici
maggiormente efficaci. <br />
<br />
NON RITARDARE PERO INIZIA UN TRATTAMENTO OMEOPATICO PREVENTIVO, POTENZIA IL TUO SISTEMA IMMUNITARIO, ed ELEVA IL TUO LIVELLO DI SALUTE.<br />
Visita anche <i><b><a href="http://www.omeopatiacomin-faenza.it/dove_siamo_e_contatti.html">MediOmeopatiaComin</a></b></i> e scopri quello che non sai ancora dell` Omeopatia.... <br />
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<b style="background-color: white; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><br /></span></b><span style="background-color: white; text-indent: -24px;"></span><b style="background-color: white; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">condividi questo con un </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial,tahoma,helvetica,freesans,sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">tweet</a><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> o </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial,tahoma,helvetica,freesans,sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">facebook</a><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #222222; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> oppure usando il links sotto l` articolo</span></span></b></div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-26183750056299544382017-01-27T18:53:00.004+01:002023-02-26T14:34:22.687+01:00L` OMEOPATIA AIUTA NELL` INFERTILITA O STERILITA MASCHILE.<div dir="ltr" style="text-align: left;" trbidi="on">
Ieri ho rivisto in ambulatorio una giovane coppia che per motivi di sterilità dell' uomo non poteva procreare. Prendendo spunto da qs incontro oggi vi voglio presentare alcuni aspetti medici e non del problema.<br />
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Possibili cause di infertilità maschile, o impotentia generandi (in latino "incapacità di generare"), sono:<br />
<b><br />Cause pre-testicolari</b><br />
Problemi endocrini, es. diabete mellito, sindrome di Cushing, disordini della tiroide<br />
Disordini ipotalamici, es. Sindrome di Kallmann<br />
Iperprolattinemia<br />
Ipopituitarismo<br />
Ipogonadismo a vario titolo<span class="text_exposed_show"><br />Criptorchidismo<br /><b><br />Cause psicologiche</b><br />Intossicazioni da droghe, alcool, sostanze chimiche, uso di alcuni farmaci (antidepressivi SSRI, neurolettici...)<br />Avitaminosi (in particolare la carenza di acido folico)<br />Irradiazione con raggi x o gamma<br />Fonti di calore che elevino la temperatura testicolare in modo costante e continuativo</span></div>
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<a href="https://1.bp.blogspot.com/-J75omRr2twk/WIuIebifySI/AAAAAAAABCw/6j21VxBMoQoOgY8mMtObvs3KalozdIanwCLcB/s1600/sterilita%2Bmaschile.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="https://1.bp.blogspot.com/-J75omRr2twk/WIuIebifySI/AAAAAAAABCw/6j21VxBMoQoOgY8mMtObvs3KalozdIanwCLcB/s320/sterilita%2Bmaschile.png" width="320" /></a></div>
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<span class="text_exposed_show"><b>Cause testicolari</b><br />Cause genetiche (Sindrome di Klinefelter, Traslocazione robertsoniana)<br />Neoplasie, (seminoma)<br />Insuccesso idiopatico<br />Varicocele<br />Trauma fisico<br />Idrocele<br />Esiti di Parotite epidemica<br />Cause post-testicolari e peniene<br />Ostruzione del Dotto deferente<br />Infezione, es. prostatite<br />Eiaculazione retrograda<br />Ipospadia<br />Impotentia coeundi<br />Disfunzioni o malformazioni del pene<br /><br />L'esame
principale da eseguire in caso di sospetta sterilità maschile è lo
spermiogramma. Questa analisi include il conteggio degli spermatozoi e
la misura della loro motilità al microscopio:<br />La produzione di pochi spermatozoi è detta oligospermia, l'assenza di spermatozoi azoospermia.<br />Una produzione quantitativamente sufficiente ma con scarsa motilità è detta astenozoospermia.<br />L'impotentia
generandi è l'impossibilità di procreare. Va distinta dall'impotentia
coeundi che definisce l'impossibilità di portare a compimento il coito.
In sostanza, l'impotentia generandi è la situazione in cui si trovano
gli uomini che, pur in grado di avere un normale rapporto sessuale, sono
sterili. Al contrario, un uomo affetto da impotentia coeundi può non
essere affetto da impotentia generandi, e potrebbe essere in grado di
generare attraverso tecniche di fecondazione assistita.<br />Come potete
constatare le cause sono moltissime ed ovviamente vanno ricercate. La
medicina classica può offrire delle soluzioni attraverso tecniche più o
meno invasive.<b> La psicologia della coppia di fronte a questa evenienza
si altera creando ulteriore aggavamento della situazione</b>. La
fecondazione artificiale con impianto omologo o eterologo degli
spermatozoi nell' utero può risultare una soluzione non molto
confortevole per la coppia. <b>Ed è questa di solito la causa per cui una
coppia si rivolge al medico omeopata.</b></span><br />
<span class="text_exposed_show"><b>L` OMEOPATIA CLINICA </b>in questi casi, ha come obiettivo primario di riportare in equilibrio in sistema PNEI che la maggior parte delle volte sta alla base di tale patologia. E ben noto che l’apparato immunitario, collegato a quello nervoso
ed endocrino, subisce l’influenza di molteplici emozioni come la paura, la preoccupazione,
la collera, il risentimento, la depressione, l’ansia e non solo. Quando non ci sono alterazioni anatomo morfologiche dell` apparato genitale maschile l` omeopatia attraverso la selezione del corretto rimedio omeopatico, riporta l` equilibrio al sistema psico-neuro-endocrino-emotivo-immunitario con ripristino della fecondazione naturale. </span><br />
<span class="text_exposed_show">RIPETO che L` <a href="http://www.sciencedirect.com/science/article/pii/S147549160290024X" target="_blank">OMEOPATIA E MOLTO UTILE</a> NEI CASI IN CUI NON CI SONO ALTERAZIONI STRUTTURALI del sistema riproduttivo maschile. Per documentearsi ulteriormente allego anche questo <a href="https://www.sciencedirect.com/science/article/pii/S147549160290024X" target="_blank">articolo.</a> </span><br />
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-30999003126269685102017-01-02T21:51:00.002+01:002018-06-08T11:28:12.335+02:00 SUPERA LO STRESS CON L` OMEOPATIA.<div dir="ltr" style="text-align: left;" trbidi="on">
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Molte
persone nella nostra società super-industrializzata sono sottoposte a
degli stress intensi e duraturi che influenzano tutto il loro modo di
pensare, di agire e di comportarsi, col risultato di dare priorita’
assoluta agli obiettivi da raggiungere trascurando LA LORO SALUTE. Molte
volte il loro organismo non dà segni evidenti di malattia vera e
propria. Ed ecco allora che lo stress, una patologia multifattoriale, si
fa presente di volta in volta con sintomi differenti senza causa
apparente....! Per questo motivo molti si rivolgono alla psicoterapia,
pensando che questa possa risolvergli il problema insegnandogli a
gestire il senso di impotenza che spesso li attanaglia nello svolgersi
della loro vita , in quanto attribuiscono a questo senso di impotenza il
pericolo del loro benessere psichico, poiche’ tale sensazione
condiziona, di per sè, la loro vita a causa della perdita del
self-control sugli eventi, sia quelli che loro stessi producono, sia
quelli che entrano nella loro vita senza essere invitati. Credono
inoltre che in questo modo possano diventare capaci di esercitare un
buon controllo su se’ stessi, in modo da affrontare le difficoltà che la
vita, inevitabilmente, ci presenta.</div>
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In questa immagine si presentano le influenze dei stimoli stressanti sul complesso psico-neuro-endocrino-immunitario (PNEI). </div>
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Non capiscono purtroppo che:</div>
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lo
STRESS è la punta dell' iceberg ma è alla sua base che si nasconde
realmente il problema essenziale. L' approccio ideale è curare l' intero
organismo malato e non solo la punta che si mette in evidenza, in
quanto lo stress si manifesta in moltissimi casi avendo come linea di
partenza patologie che non possono essere ignorate ma, essendo il <b>
livello di salute</b> del paziente che sviluppa una PATOLOGIA stressante <b>
basso</b>, deve essere curato nella sua totalità. L' OMEOPATIA è L' UNICA
terapia efficace e valida , perchè cura il paziente in maniera totalizzante e cioè
<b> a livello somatico, psichico, endocrinologico, mentale e immunitario (PNEI).</b> La somministrazione del corretto
rimedio omeopatico porta l' organismo sofferente ad un equilibrio che
interessa i suddetti livelli ed i risultati sono validi e duraturi. Il
conseguente riequilibrio del SISTEMA IMMUNITARIO ottenuto, permette inoltre
all` organismo di far fronte a qualsiasi stimolo (sollecitazione)
patologico esterno od interno che diversamente finirebbe per portare ad
una condizione stressante patologica.</div>
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<b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><br /></span></b><b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">condividi questo con un<a href="https://twitter.com/"> </a></span><a href="https://twitter.com/" style="color: #888888; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">tweet</a><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> o </span><a href="https://www.facebook.com/" style="color: #888888; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">facebook</a><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> oppure usando il links sotto l` articolo</span></span></b></div>
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<b style="background-color: white; text-align: justify; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">Cerchi la migliore soluzione con l` Omeopatia? <a href="http://www.omeopatiacomin-faenza.it/">clicca qui </a></span></span></b></div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-62821794117923648522016-12-17T13:24:00.001+01:002017-12-02T14:52:26.900+01:00DEPRESSIONE E OMEOPATIA. NOVITA<div dir="ltr" style="text-align: left;" trbidi="on">
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Alcune novità riguardo la Depressione e l' Omeopatia dalla Conferenza Internazionale di Ricerca in Omeopatia che si tenuta a Roma 2 anni fa.</div>
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<span style="font-size: small;"><b>Cenni introduttivi:</b></span> Nelle nostre societa’ industrializzate gli stati depressivi
costituiscono un problema molto serio sia per i suoi aspetti
patofisiologici che per i suoi risvolti sociali e lavorativi (mancanza
di concentrazione, diminuzione del rendimento nell' ambito lavorativo,
perdita di ore lavorative ecc).<br />
Di solito all'origine della
depressione si riscontrano fattori genetici predisponenti e specifiche
alterazioni nei circuiti cerebrali che controllano il tono dell'umore,
l'affettività ed alcune funzioni biologiche fondamentali (appetito,
sonno, sessualità ecc.). Queste alterazioni sono legate principalmente a
modificazioni dei livelli di alcuni neurotrasmettitori che appartengono
alla classe delle "amine biogene": in particolare, serotonina,
noradrenalina e dopamina. Altri meccanismi difettosi nei pazienti con
depressione unipolare sono stati osservati a carico della via che
controlla la risposta allo stress (il cosiddetto "asse
ipotalamo-ipofisi-surrene"). Nei soggetti di sesso femminile,
modificazioni significative dei livelli ormonali, in particolare degli
estrogeni, possono favorire l'insorgenza di depressione.<br />
Tra i principali sintomi che caratterizzano l'episodio depressivo maggiormente vanno ricordati:</div>
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<li> <b>Umore depresso</b> per gran parte della giornata, non motivato da ragioni specifiche gravi.</li>
</ul>
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<li>
<b>Significativo calo di interesse nelle attività abitual</b>i e incapacità di
trarre piacere da circostanze o situazioni di norma stimolanti e
gradevoli.</li>
</ul>
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<li> <b>Diminuzione o aumento significativi dell'appetito</b>, spesso
associati a notevole perdita o aumento di peso (oltre 5 kg), non
giustificati da diete o patologie specifiche.</li>
</ul>
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<li> <b>Difficoltà ad
addormentarsi</b> o vari disturbi della qualita’ e/o della quantita’ del
sonno (insomnia,risvegli frequenti, sonnolenza anche durante il
giorno,etc.) Sensazione di agitazione e ansia o, al contrario,
rallentamento dei movimenti e dei riflessi.</li>
</ul>
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<li> <b>Facile affaticabilità</b> e/o mancanza di energia non giustificata.</li>
</ul>
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<li> <b>Calo dell'autostima</b> e della fiducia nelle proprie capacità; senso di colpa persistente e immotivato.</li>
</ul>
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<li>
<b>Diminuzione delle capacità di concentrazion</b>e e dell'efficienza
intellettiva (nello studio, nel lavoro etc.); difficoltà a prendere
decisioni che di norma non comportano problemi.</li>
</ul>
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<li> <b>Calo del desiderio sessuale</b>.</li>
</ul>
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<li> <b>Irritabilità o frustrazione</b>.</li>
</ul>
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<li> <b>Pensieri di morte ricorrenti</b>, ideazione suicidaria o tentativi di suicidio.</li>
</ul>
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<li> <b>Pianto immotivato</b>, una o più volte al giorno.</li>
</ul>
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<li>
<b>Problemi fisici privi di cause riconoscibili</b> e che, spesso, non
rispondono alle terapie di norma utilizzate per contrastarli (dolori
articolari e/o muscolari, cefalalgie, crampi addominali, disturbi
digestivi e dell’alvo intestinale, vertigini ecc.).</li>
</ul>
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Per i motivi
suddetti molti di questi pazienti vengono indirizzati per la cura dallo
psichiatra o da uno psicoterapeuta. I risultati molte volte sono scarsi
sia perche’ il livello della patologia è grave sia perchè la complance
dei pazienti all’analisi e/o ai farmaci somministrati non è adeguata. D'
altro canto i farmaci antidepressivi hanno molti effetti collaterali
per cui i pazienti spesso interrompono la terapia di iniziativa propria.
La psicoterapia ricorre soprattutto alle terapie
cognitivo-comportamentali le quali prevedono sedute periodiche,
individuali o di gruppo, nel corso delle quali il paziente analizza ed
esterna le proprie sensazioni e le proprie difficoltà psicologiche,
pratiche e relazionali, con l'aiuto del medico e degli altri eventuali
partecipanti alle sedute. Sfortunatamente però le suddette terapie poche
volte arrivano a buon esito per i motivi sovracitati. </div>
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L' OMEOPATIA E`
INVECE UN’ ALTERNATIVA VALIDA E DURATURA. QUESTO E’DOVUTO AL FATTO che:<br />
1o. L' OMEOPATIA è una medicina naturale e i FARMACI usati non hanno nessun effetto collaterale.<br />
2o. La valutazione OMEOPATICA comprende l' intero organismo sofferente e
non solo la diagnostica nosografica, per cui riporta l’ equilibrio in
tutti gli apparati che vengono coinvolti in questa tipologia di
pazienti.<br />
3o. L' equilibrio suddetto riguarda il sistema psico-neuro-immuno-ormonale cosa che le altre terapie usate difficilmente possono ottenere.<br />
4o. L' OMEOPATIA considera ogni paziente come organismo a sè stante e
quindi la terapia e’ totalizzante e personalizzata , riferendosi al
paziente nella sua integrità psico-neuro-immuno-ormonale e non al nome della malattia. Le manifestazioni di uno stato
patologico cambiano da organismo a organismo,e questo principalmente è
dovuto al livello di salute.</div>
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Da uno studio recente multicentrico, effettuato all' Academia Internazione di Omeopatia Classica (IACH) attraverso il programma VC, potete vedere come la depressione aumenta in maniera esponenziale con l' età e i sintomi riportati più frequentemente nelle foto allegate. Come potete distinguere questa patologia è più frequente nelle donne già dalla giovane età e i sintomi assomigliano moltissimo come frequenza ed incidenza a quelli sopredescritti in grassetto. </div>
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Il suddetto studio scientifico è stato presentato a Roma 2 anni fa durante l' International Research Conference on Homeopathy.<br />
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<b style="background-color: white; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><br /></span></b><span style="background-color: white; text-indent: -24px;"></span><b style="background-color: white; text-indent: -18pt;"><span lang="IT" style="color: #333333; font-family: "comic sans ms";"><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;">condividi questo con un </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">tweet</a><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> o </span><a href="https://twitter.com/login?redirect_after_login=%2Flogout" style="color: #888888; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;" target="_blank">facebook</a><span style="color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px; font-weight: 400; text-align: center; text-indent: 0px;"> oppure usando il links sotto l` articolo</span></span></b><br />
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com1tag:blogger.com,1999:blog-5719616746104408302.post-31145828529293348632016-12-02T11:40:00.000+01:002018-11-03T17:08:08.015+01:00SUPPORTO OMEOPATICO NELLO SPORT<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><i><b>Lo sapevate che l` Omeopatia potrebbe supportare lo sportivo per ottenere risultati ottimizzati e migliorare il suo livello di salute?</b></i></span><br />
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Riporto qui sotto alcune testimonianze:<br />
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Oggi stavo leggendo un <a href="https://homeopathyresource.wordpress.com/2014/07/28/homeopathy-key-to-success-for-football-winners/" target="_blank">intervista del medico della squdra di calcio francese</a> che vorrei condividere con voi. <br />
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La squadra di calcio francese usa l` <b>Omeopatia</b>! Bene come dice
Jean-Marcel Ferret il medico del team dal 1993 fino 2004 usa il
supporto omeopatico per i giocatori della squadra. Lui confessa in questa intervista che l` unica medicina che può otenere risultati e quella
che usa molte metodiche. Solo noi medici dice, sappiamo benissimo come
le tecniche mediche vanno usate. Come un medico della medicina dello
sport, ho capito quasi subito che solo con gli antiinfiammatori e i
miorilassanti offrivo ben poco ai giocatori. Per cui sono andato
avanti ricercando qualcosa di piu. Ho iniziato a usare l` omeopatia all`
inizio saltuariamente ma poi sempre di piu.</div>
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Al inizio i giocatori erano sorpresi perchè qualcosa dentro di loro
cambiava...! Cosi ho spiegato a loro come e perchè l` omeopatia agisce.
Qual' è il più grande valore dell' Omeopatia nello sport? La rapidita della sua azione. L` ho
usata direttamente nel campo da gioco, in pochi minuti da un trauma,
e ho constatato i suoi risultati quasi immediati. Per portare un
esempio usando arnica nei traumatismi si osservava la riduzione dell`
edema senza avere effetti collaterali sullo stomaco o al livello
epatico. Ho usato anche l` omeopatia per risolvere problemi al livello
del sistemo otorinolaringoiatrico e per i problemi dermatologici.</div>
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I giocatori erano molto allenati e molto tirati con una attivita
fisica estrema. Di conseguenza era una popolazione ad alto rischio
con un sistema immunitario molto stimolato per cui presentava difetti
di reazione. Dovevamo proteggere la loro salute, accompagnando i loro
rendimenti e limitando i rischi al massimo.</div>
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Per poter ottenere ciò abbiamo dato emfasi sulla prevenzione
tenendo in considerazione la personalita e le predisposizioni per
ogni giocatore al livello individuale. Ho cercato di conoscere loro
quanto piu possibile analizzando tutti i livelli della loro personalità. Ora ho capito che questo e
il principio dell` omeopatia. Comunque all` estero sanno tutti ed
anch` io ho ribadito, che in Francia la medicina dello sport e molto
avanti. <i><b>Ovviamente in questo ha contribuito moltissimo l` Omeopatia.</b></i></div>
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Comunque, è ben noto che la squadra di calcio francese come anche quella tedesca vincitrice della coppa del mondo usano l' Omeopatia sia al livello preventivo che di cura per i loro giocatori.</div>
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<i><b><a href="https://homeopathyresource.wordpress.com/2014/07/28/homeopathy-key-to-success-for-football-winners/" target="_blank">clicca qui per leggerla anche tu</a></b></i></div>
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Inoltre molti altri sportivi dell' atletica leggera e non solo usano l' Omeopatia e ottengono risultati sempre più strepitosi. Vi riporto qui alcuni esempi come Usain Bolt (lo spriter olimpico), Ronaldo, Michael Owen, Steven Gerrard and Boris Becker e molti altri ancora (<a href="https://homeopathyresource.wordpress.com/2016/08/19/sprinter-usain-bolt-bounces-back-from-injury-with-the-aid-of-homeopathy-to-win-gold/" target="_blank">leggi qui</a>).<br />
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Segnalo anche l' intervista di Francesco Avaldi, medico farmacologo, che sostiene<br />
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In conclusione, l' approccio omeopatico è molto utile per ogni sportivo. <b>In base alla mia esperienza clinica</b> l'<span style="font-size: small;"><b> inserimento dell'omeopatia nella preparazione atletica degli sportivi attraverso schemi e percorsi del tutto personalizzati per ogni singolo atleta ed analizzando i dettagli particolari della sua personalità a livello fisico, psichico, mentale insieme all` equilibrio del sitema PNEI lo aiutano a reagire in modo corretto di fronte alle richieste di rendimento massimale. Per capire il mio approccio consultate anche il <a href="https://www.amazon.it/Quello-che-non-ancora-dellomeopatia/dp/8896944953https://www.amazon.it/Quello-che-non-ancora-dellomeopatia/dp/8896944953">mio libro</a> oppure se preferite in cartaceo lo potete ordinare <u><a href="https://www.tipografiafaentina.com/prodotto/quello-non-sai-ancora-dellomeopatia/">cliccando qui</a></u></b></span></div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-19019467218687658302016-10-04T16:27:00.001+02:002023-02-26T14:35:02.191+01:00EVENTO: ALLERGIE E PARASSITOSI INTESTINALI. LA RISPOSTA OMEOPATICA. <div dir="ltr" style="text-align: left;" trbidi="on">
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MediOmeopatiaComin: L`altro modo per aiutare le persone che hanno bisogno...</div>
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<span face=""roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif" style="background-color: #fefefe; color: #212121; font-size: 14px; white-space: pre-wrap;">EVENTO: Sabato 22/10/2016 dalle 10.30 - 12.00 si terrà c/o la FARMACIA DELL' OSPEDALE, FAENZA in Via S. Giuliano 1 (Ambulatorio di lato alla Farmacia, piano terra, porta destra), l' incontro <b><i>ALLERGIE E PARASSITOSI INTESTINALI. C</i></b></span><span face=""arial" , sans-serif" style="background-color: white; color: #500050;"><b><i>ome prevenire e curare i disturbi correlati a queste patologie.La risposta omeopatica"</i></b></span><br />
<div style="background-color: white; color: #500050; font-family: arial,sans-serif; font-size: 12.8px; text-align: start;">
<span face=""roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif" style="background-color: #fefefe; color: #212121; font-size: 14px; text-align: justify; white-space: pre-wrap;"><br /></span></div>
<div style="background-color: white; color: #500050; font-family: arial,sans-serif; font-size: 12.8px; text-align: start;">
<span face=""roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif" style="background-color: #fefefe; color: #212121; font-size: 14px; text-align: justify; white-space: pre-wrap;">Relatrice : Dott.ssa Giuliana Comin, Medico Omeopata. </span><a class="ot-hashtag aaTEdf" href="https://plus.google.com/u/0/s/%23mediomeopatiacomin" rel="nofollow" style="background-color: #fefefe; color: #2962ff; font-family: roboto,robotodraft,helvetica,arial,sans-serif; font-size: 14px; text-align: justify; text-decoration: none; white-space: pre-wrap;">#mediomeopatiacomin</a><span style="background-color: transparent; text-align: justify;">, </span></div>
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<span style="background-color: transparent; text-align: justify;"><br /></span></div>
<span face=""roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif" style="background-color: #fefefe; color: #212121; font-size: 14px; white-space: pre-wrap;">La partecipazione è gratuita.</span><br />
<span face=""roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif" style="background-color: #fefefe; color: #212121; font-size: 14px; white-space: pre-wrap;">E gradita la vostra prenotazione per ragioni organizzative al tel della farmacia 0546/21059 oppure 3391526923.</span><br />
<span face=""roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif" style="background-color: #fefefe; color: #212121; font-size: 14px; white-space: pre-wrap;"><br /></span>
<span face=""roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif" style="background-color: #fefefe; color: #212121; font-size: 14px; white-space: pre-wrap;">PS. Non dimenticare che la tua VITA è un viaggio e per ottenere risultati POSITIVI talvolta bisogna cambiare modo di vedere o ricevere l' aiuto di cui hai bisogno.</span></div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0tag:blogger.com,1999:blog-5719616746104408302.post-55067658266555029962016-10-04T08:56:00.001+02:002016-10-04T23:09:07.755+02:00PREVENIRE CON L` OMEOPATIA<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://plus.google.com/111344367421777925536/posts/aoUSioYuJ9w" target="_blank">EVENTO : PREVENZIONE INVERNALE OMEOPATICA</a></div>
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Scoprite anche voi l` altro modo per aiutare le persone che hanno bisogno </div>
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Giuliana Comin Omeopatia Clinicahttp://www.blogger.com/profile/13315321746504448638noreply@blogger.com0