Les dispositions prévues par la Loi de finances pour 2018 instaurant la flat tax (prélèvement fiscal unique PFU), réduisant le taux de l’IS et celles prévues par la Loi de financement de sécurité sociale décidant la hausse de la CSG avec la baisse corrélative de certaines cotisations sociales conduisent à reconsidérer les stratégies d’optimisation des dirigeants de sociétés.
L’optimisation de la rémunération du dirigeant d’entreprise résulte principalement de deux arbitrages, le premier celui du régime social, entre le régime Assimilé Salarié (AS) applicable aux dirigeants de SA, SAS et aux gérants minoritaires de SARL et le régime Travailleurs Non Salariés (TNS) applicables aux gérants majoritaires de SARL et le second celui entre rémunération du travail et dividendes.
Avant 2018 dans la quasi-totalité des cas, la meilleure optimisation résultait d’une rémunération exclusivement en TNS, bien qu’une distribution de dividendes pouvait s’évérer marginalement optimisante, ainsi le dirigeant devait se rémunérer à travers une SARL dont il était gérant majoritaire, exclusivement en rémunération de gérance, sauf peut-être le versement de dividendes correspondant au résultat imposé à l’IS à 15%, soit un montant de dividende d’environ 32 K€. C’est pourquoi, nous avons toujours déconseillé la transformation en SAS de SARL (La transformation en SAS fausse bonne idée) à la suite de l’assujettissement des dividendes aux charges sociales, dès lors que cet assujettissement était sans impact sur la rémunération optimum, sous réserve toutefois que la rémunération et les dividendes excèdent 200 K€.
Depuis 2018, la fat tax conjuguée à la baisse de l’IS favorise dans certains cas l’arbitrage dividende et ce qui concerne l’arbitrage entre les régimes sociaux, le régime TNS conserve son avantage, favorisé par les baisses de charges sociales compensant la hausse de la CSG.
Modifications apportées en 2018 aux éléments constituant la rémunération nette du dirigeant.
Ces modifications, qui ont une influence sur la rémunération nette après charges sociales et impôt du dirigeant, sont la flat tax, la baisse de l’IS, la hausse de la CSG compensée par la baisse de cotisations sociales.
La flat tax.
La flat tax ou le PFU consiste à imposer à un taux unique de 30% (12,8% au titre de l’IR et 17,2% au titre des prélèvements sociaux) les revenus de capitaux mobiliers (principalement intérêts et dividendes) et des plus-values de cession de droits sociaux. Les dividendes seront donc imposés au taux de 30% sur le montant brut. Auparavant, ils étaient imposables au barème progressif de l’IR après application d’un abattement de 40% et soumis sur leur montant brut sans abattement aux prélèvements sociaux de 15,5% portés à 17,2% en 2018. Il est à noter qu’à ce taux de 30% s’ajoute la Contribution Exceptionnelle sur les Hauts Revenus (CEHR), qui majore le taux d’imposition à 33% ou 34% en fonction du montant du revenu fiscal de référence.
Il est toutefois possible d’opter pour l'imposition selon le barème progressif de l’IR, cette option étant globale et concernent l'ensemble des revenus et plus-values de l'année. Mais cette option, en ce qui concerne les dividendes n’est intéressante que pour les contribuables dont le taux marginal ne dépasse pas 14%, en effet avec un taux d’imposition de 30%, compte tenu de l’abattement de 40%, des prélèvements sociaux de 17,2% et de la déductibilité partielle de la CSG de 6,8%, le taux d’imposition ressort à 33%. Un autre élément est à prendre à compte si le dirigeant veut acquérir des droits complémentaires à retraite, afin que compenser la perte de cotisations dans les régimes obligatoires car le montant déductible des versements dans les nouveaux PER (plan d’épargne retraite) dépend du montant du revenu professionnel comme c’était le cas avec dans les anciens régimes PERP ou Madelin.
Baisse de l’IS
La Loi de finances pour 2018 a prévu une baisse progressive de l’IS jusqu’à 25% pour les exercices ouverts en 2022. Pour les exercices depuis en 21, le taux d’imposition est de 226,58% pour les sociétés réalisant un chiffre d’affaires inférieur de moins de 250 millions d'euros.
Hausse de la CSG et baisse de certaines cotisations sociales.
La CSG a augmenté de 1,7 point, ce qui la porte à 9,2% contre 7,5%, cette hausse est entièrement déductible, la fraction déductible est donc de 6,8 points. Les revenus imposés à la flat tax ne sont pas concernés par la déductibilité de la CSG.
En contrepartie de cette hausse, les cotisations sociales des salariés et des non-salariés sont allégées.
En ce qui concerne le régime salarié, l’allégement des cotisations sociales d’un montant de 3,15 points se traduit par la suppression de la cotisation salariale maladie de 0,75% et la cotisation salariale de chômage de 2,4 points. Les dirigeants relevant du régime salarié ne cotisant pas, dans la généralité des cas, au régime chômage ne voient baisser, en définitive, leurs cotisations que de 0,75% pour une hausse de 1,7% de la CSG.
En revanche, les dirigeants relevant du régime TNS ont bénéficié d’une baisse de 2,15 points au titre de la cotisation d’allocation familiale. La baisse des cotisations maladie ne concerne que les travailleurs indépendants réalisant un revenu d'activité inférieur à 70 % du plafond de la sécurité sociale.
Flat tax, machine à optimisation fiscale ?
Dans une tribune publiée par Le Monde, l’économiste Gabriel Zucman estime que la flat tax sur les dividendes conjugué à la baisse du taux de l’IS permettra de baisser de 15 point le taux des prélèvements obligatoires (charges sociales, IR, CGS et IS) pour un dirigeant de société possédant 100% du capital, qui choisit de se verser uniquement des dividendes par rapport à une rémunération, dont un coût pour les finances publiques résultant du basculement de la rémunération de dirigeants en dividendes.
Son calcul est le suivant pour un dirigeant relevant du régime assimilé salarié (AS).
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)
En fait, ce calcul comporte un biais, outre que taux peut varier de quelques pourcents en fonction du taux d’accident de travail et des taxes assises sur les salaires (formation, construction et transport) car les cotisations sociales sont calculées sur la somme totale à affecter à la rémunération du dirigeant, alors qu’elles doivent être calculées sur un montant plus faible qui doit conduire à ce que ce montant majoré des cotisations sociales donne 100. Le taux réel des charges sociales et CSG ressort à 24,9% et le taux de prélèvement à 61,7%, au lieu des 65 ;9% mentionnés sur le tableau. Il n’en demeure pas moins, que la flat tax permet pour les rémunérations importantes, comme nous le démontrons dans notre dernier exemple, de réaliser un gain fiscal significatif.
En revanche, pour des revenus plus modestes imposables à la tranche d’IR de 30%, soit tout de même jusqu’à un revenu imposable de 147 K€ pour un couple, la différence n’est plus que quelques points, même si le taux de cotisations sociales augmente mais ce qui permet d’obtenir des droits à retraite supplémentaires.
Pour autant, la rémunération exclusivement en dividendes, outre le fait qu’elle ne permettrait pas de bénéficier de l’assurance maladie de la sécurité sociale et d’acquérir des droits à retraite, ne permet pas de bénéficier de tranches inférieures du barème de l’IR et de la déduction forfaire de 10% sur la rémunération.
Principes d’optimisation
Jusqu’en 2018, il y avait lieu de privilégier le statut TNS, au statut AS avec en règle générale exclusivement le versement d’une rémunération. En ce qui concerne les dirigeants relevant du régime AS, le versement de dividendes, au moins pour la part du résultat imposé au taux d’IS de 15%, s’avérait avantageux, s’il était décidé de compenser la baisse du montant des cotisations aux régimes de retraite complémentaire par des versements à des régimes facultatifs de retraite.
L’instauration de la flat tax et la baisse du taux de l’IS ont conduit à reconsidérer les stratégies d’optimisation de la rémunération du dirigeant.
En ce qui concerne le régime AS, le versement de la rémunération du dirigeant sous forme de dividendes pour au moins une partie significative peut sembler être la formule adéquate. Mais, il y a lieu de prendre en considération l’absence d’acquisition de droits à retraite liée aux dividendes. Si l’on veut procéder à une véritable comparaison, il est nécessaire de compenser par des versements facultatifs à un PER ou tout autre produit d’épargne, la perte des droits à retraite des régimes de retraite complémentaire résultant du versement de dividendes. Les cotisations à un PER sont déductibles du revenu global dans une limite de 10% des revenus professionnels de l’année précédente et de huit fois le plafond de la sécurité sociale avec possibilité de prendre en compte les droits non utilisés au cours des 3 années précédente et ceux du conjoint, soit une déduction maximale de 33 K€ pour 2021.
Il y a lieu également de compenser les moindres cotisations de retraite complémentaire dans le régime TNS, afin de procéder à une véritable comparaison avec le régime AS, par des versements facultatifs en PER déductible du revenu de gérance à hauteur de 10 % du revenu professionnel limité à 8 fois le plafond de la sécurité sociale augmenté de 15 % du revenu compris entre 1 et 8 fois le plafond de la sécurité sociale, soit une déduction maximale de 76 K€ pour 2021.
Comme les exemples mentionnés ci-après le démontrent, s’il est fait abstraction de la perte des droits à retraite, une rémunération quasi exclusivement sous forme de dividendes est à privilégier dans le régime AS, avec ou sans bénéfice de la flat tax. En revanche, s’il est décidé de procéder à des versements à un régime facultatif de retraite, le versement de dividendes ne devient intéressant qu’à partir d’un budget de rémunération de 200 K€ (tel que défini ci-dessous). Le fait que la flat tax favorise le versement de dividendes devrait rendre le régime TNS moins intéressant dans la mesure où les dividendes sont soumis à charges sociales. Or il s’avère que le régime TNS reste plus intéressant que le régime AS, car d’une part, les dividendes considérés comme une rémunération du travail ne sont pas soumis aux prélèvements sociaux de 17,2%, la flat tax est donc limité à 12,8% et d’autre part les cotisations, qui sont de 28,6% au-delà du plafond de la sécurité sociale et de 19,9% au-delà de 5 fois le plafond sont déductibles, sauf 2,9% de CSG et CRDS, des cotisations sociales et de l’IR dues par le dirigeant sur la rémunération de gérance. Par ailleurs, les dividendes assujettis à charges sociales imposés au barème seraient susceptibles de bénéficier de l’abattement de 40% pour leur intégration dans l’assiette des charges sociales. En effet, par un jugement du Tribunal Judiciaire de Melun du 12 mai 2020 a considéré que l’abattement de 40% était applicables aux dividendes imposés au barème. Toutefois, le texte (art 131-6 du Code de la Sécurité Sociale) ayant été modifié, il n’est pas certain que l’abattement soit applicable aux dividendes mis en distribution en 2021. Dans les simulations ci-dessous nous considérons que l’abattement est applicable malgré la réécriture du texte.
Il apparait que depuis 2018, la stratégie d’optimisation de la rémunération du dirigeant consiste à conserver le régime TNS avec un mix de dividendes, même assujettis aux cotisations sociales, pour les budgets de rémunération excédant 200 K€, la difficulté étant de déterminer la part rémunération de gérance et la part dividendes.
Exemples d’optimisation de rémunération
Afin de corroborer nos affirmations énoncées ci-dessus, nous proposons des exemples avec trois montant de budgets de rémunération du dirigeant (100 K€, 200 K€ et 500 K€), qui correspondant dans nos exemples au résultat de la société avant rémunération du dirigeant et IS, c’est-à-dire que la totalité de ce résultat est affecté à la rémunération du dirigeant sous forme de rémunération du travail et/ou de dividendes.
Il est retenu les taux de cotisations sociales 2021, pour le régime AS, le taux des cotisations sociales et taxes assises sur les salaires sont ceux applicables aux sociétés de moins de 10 salariés avec un taux d’accident du travail de 1%,un montant annuel de mutuelle santé de 3 K€ et le barème de l’IR de 2020, un taux d’IS de 26,5% et de 15% en deçà de 38 120 € de bénéfice.
Pour chaque niveau de rémunération, il est procédé à trois simulations par régime social, (AS et TNS), la première intitulée « Uniquement rémunération » consiste à absorber la totalité du budget sous forme uniquement de rémunération, la deuxième intitulée « Rem + divid au barème » consiste à déterminer le mix optimum, pour obtenir un net disponible dirigeant le plus élevé possible, entre rémunération et dividendes imposés au barème de l’IR et la troisième intitulé « Rem + divid au PFU » consiste à déterminer le mix optimum entre rémunération et dividendes imposés au PFU.
Il est procédé à ces simulations, dans un premier temps, sans prendre en compte la perte des droits à retraite liée à la distribution de dividendes et résultant du régime TNS, puis dans un second temps en retenant un niveau identique de cotisations retraites dans les régimes de retraite complémentaires et facultatifs à celui qui serait versé dans le régime AS sans dividendes. Il n’est pas raisonné en termes de droits à retraite future en raison de la difficulté de comparer les droits des régimes par répartition et ceux des régimes par capitalisation en raison de nombre de facteurs futurs inconnus. Les versements à un régime de retraite facultatif sont effectués dans le cadre du nouveau régime PER.
Il est considéré que le foyer fiscal, composé d’un couple avec 2 enfants, ne dispose pas d’autres revenus et que le capital de la société est 1 000 €.
Dans le cadre du régime TNS, l’assiette des cotisations sociales correspond aux revenus de l’année n et non n-1, comme cela est applicable en pratique. Les cotisations sociales sur dividendes sont imputées sur la rémunération de gérance, ce qui diminue d’autant l’assiette des cotisations sociales et le revenu imposable, ce qui conduit à déduire les cotisations sociales sur dividendes de l’assiette des cotisations et du montant de la rémunération imposable du gérant, en pratique, cette déduction est opérée l’année suivante. Cette façon de faire est différente de celles souvent présentées sur internet où il n’est pas tenu compte de cette déductibilité, ce qui conduit à conclure que l’assujettissement des dividendes aux charges sociales doit conduire à privilégier le régime AS. De même, dans l’option imposition des dividendes au barème, la CSG déductible est déduite du revenu global de l’année n, alors qu’en pratique elle est déduite de l’année n +1.
BUDGET DE 100 K€
Un budget de 100 K€ correspond dans le régime AS à une rémunération brute de 72 K€ et à une rémunération nette de 55 K€, dans le régime TNS à une rémunération nette de cotisations obligatoires de 69 K€.
Absence de maintien de droits à retraite
La perte des droits à retraite liée d’une part au régime TNS et d’autre part liée aux dividendes n’est pas pris en compte.
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)
Il apparait qu’en régime AS, le versement de dividendes permet d’augmenter le net disponible de 8 K€. Il est à noter que la baisse de rémunération corrélative au versement de dividendes a été limiter au seuil minimum pour valider 4 trimestres dans le régime de retraite de base. Ce gain est toutefois compensé par une baisse d’à peu près du même montant des cotisations au régime Agirc-Arcco. A ce niveau de rémunération, la flat tax n’est pas intéressante.
Dans le régime TNS, il a lieu de privilégier l’option tout rémunération, les gains liés à une distribution de dividendes optimum, d’un très faible montant en l’occurrence, n’étant pas significatif.
Le régime TNS s’avère plus compétitif que le régime AS avec une rémunération quasi-exclusive en dividendes. A ce niveau de rémunération, l’assujettissement aux charges sociales est préjudiciable et leur imposition au PFU plutôt qu’au barème ne présente pas d’intérêt.
Maintien du montant des cotisations ouvrant droits à retraite
Les moindres cotisations de retraite complémentaire liées d’une part à la substitution d’une partie de la rémunération du travail par des dividendes et d’autre part au régime TNS avec ou sans dividendes est compensée par des versements facultatifs à un PER déductible du revenu global en régime AS et du revenu de gérance en TNS.
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)
Ce tableau fait apparaitre quel que soit les régimes sociaux, le maintien de versement de cotisations de retraite à un niveau identique à celui du régime AS sans dividende rend la distribution de dividendes non pertinente. Pour le démontrer, nous avons considéré qu’il était distribué 10 K€, ce qui conduit à une légère diminution du net disponible du dirigeant du fait des versements dans les PER.
Le régime TNS, même en compensant la perte de cotisations de retraite complémentaire, s’avère nettement plus favorable que le régime AS, le taux de prélèvement passant de 47% à 41%, soit un gain de 6%, ou encore augmentation du net disponible de près de 12%.
BUDGET DE 200 K€
Un budget de 200 K€ correspond dans le régime AS à une rémunération brute de 146 K€ et à une rémunération nette de 114 K€, dans le régime TNS à une rémunération nette de cotisations obligatoires de 143 K€.
Absence de maintien de droits à retraite
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)
Le versement de dividendes n’est véritablement avantageux que dans le régime AS, cet avantage ne résultant pas du PFU. En effet, dans le régime AS, le versement optimum de dividendes permet de réduire le taux de prélèvement de 51,5% à 46,1% et même 43,4% avec une imposition des dividendes au barème de l’IR. Toutefois, le gain réalisé d’environ 16 K€ est réalisé au préjudice de la retraite future du dirigeant, dès lors que le versement dans les régimes de retraite complémentaire baisse de 13 K€ avec application de la flat tax et de 26 K€ avec une imposition des dividendes au barème. Cet aspect est à prendre en compte pour une éventuelle option pour le barème.
Dans le régime TNS, une rémunération partiellement sous forme de dividendes ne présente pas d’intérêt significatif. Le gain lié à la distribution de dividendes est limité en raison de leur assujettissement aux charges sociales, en effet, c’est en deçà de ce niveau de rémunération que cet assujettissement peut ne plus générer de surcoût. La flat tax est légèrement avantageuse car le taux de prélèvement passe de 41,3% dans l’option tout rémunération à 40,3%, alors que sans flat tax ce taux remonte à 40,9%.
Maintien du montant des cotisations ouvrant droits à retraite
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)
Il apparait que de l’hypothèse d’un maintien du montant des cotisations retraite, le gain lié aux dividendes est peu significatif, que ce soit dans le régime AS ou la régime TNS, le PFU présentant de son côté un avantage également peu significatif.
Le régime TNS est encore la solution la plus favorable avec au sans maintien des droits à retraite, ce qui permet de réduire au minimum de 4,5 points le taux de prélèvement par rapport à la meilleure solution du régime AS.
BUDGET DE 500 K€
Un budget de 500 K€ correspond dans le régime AS à une rémunération brute de 372 K€ et à une rémunération nette de 299 K€, dans le régime TNS à une rémunération nette de cotisations obligatoires de 388 K€.
Absence de maintien de droits à retraite
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)
Dans le régime AS, le versement de dividendes s’avère significativement avantageux avec ou sans bénéfice de la flat tax. Il permet de réduire respectivement de près 10 points, le taux de prélèvement permettant ainsi une augmentation du net disponible de 54 K€ avec le PFU, mais ce gain est réalisé au prix de baisse de cotisations retraite complémentaire de 53 K€ des cotisations retraite.
Dans le régime TNS, le gain lié à une distribution de dividendes n’est véritablement significatif qu’avec le bénéficie du PFU, qui permet de réduire de près de 5 points le taux de prélèvements obligatoires. Avec une imposition au barème des dividendes, le gain n’est que d’un point. Mais ces gains démontrent par ailleurs qu’à ce niveau de revenu l’assujettissement des dividendes aux charges sociales TNS n’est pas préjudiciable.
Maintien du montant des cotisations ouvrant droits à retraite
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yAn376CW5vb6FarcLl5SW022148OABfPfdd7C+vi7Kw3QqsPBiMBhTxbT38bJtG1zXnVp+40CXPcl02vsqbS61Wg1c152Lftep3+LAG6imBBZeDIb+mKZYwUjZuNGiaYGF1/whTS4YKRsnEpQmdOq3OLDwSgksvBgM/aGLWAHQh4tOA7hOXOKwTFxZeKUEFl4Mhv7QRawA6MNFpwFcJy5xWCauLLxSAgsvBkN/6CJWAPThotMArhOXOCwTVxZeKYGFF4OhP3QRKwD6cNFpANeJSxyWiSsLr5TAwovB0B+6iBUAfbjoNIDrxCUOy8SVhVdKYOHFYOiPKLHieR6Uy+WplYP5pSmM7lN4yVY5d4FOA3hSLp7nQaVSmeoTttPMLwnmqd/ibHDuChZeKYGFF4OhP6LEytXVlXKH9kkxSX6+78P29nbirSmmJbzo7vBJgZZK00BaA7i8OSpuYokej/T8xsYGZLNZMAxD7Kpfq9Ugk8mMtV1IUi7zcr89ffp04q0p0uo3ust9UuD9uOjCS94cFe/Zy8vL0Hk03zYMA548eQK//fYbHB0dwcrKCnz55ZeJN2SVwcKLwWBMFfM4PUetfsbBNLigifS4A900kWbkZDgcQqlUgn6/L7iiswDa2aCFDDX4RqhsikZhnqJAUaDc74I0uKJBdNyu+bPGLCNew+EQXr16BZeXl6I93r9/D/1+X9gSDYdD+Mtf/gK9Xi/gDQkASpuiccDCi8FgTBUoVlzXhd3dXdjc3BQWLdQuCM2vDcMQf9EaCHerX11dhbOzM/A8D6rVKpimGbB8wfxoWZVKBTKZTKAstKgpl8tQLBbB933I5/Mi+tLpdAL545fqKOGF0RpqtfP27dtAvRFYv2w2C6ZphupI608tjvB9bKtMJhOyDpLTqjDuAD4ONyq88FrbtsUgNhgMoNFowO3trdLAelrCq91uw4sXL0L3G9oFofk1bUO0BqLcTk9PwfM8eP36NaytrYFpmsLqB/NzXVeUVS6XRVthWWiZQ++37e1tyGQy8OTJE+h0OoH8oyJi4/Qb7bPT01Nhs4PcHj58KEycsa1wc+LLy8vQ9ZSjzF/VlmgHhOVi2qTi7q7CCyNR2WwWPnz4ICJbb9++hVarBQ8fPoQPHz6IHwIovPBaes9eX18H7lkWXgwGY66RyWQCHn+DwQDq9Tp4niem3FAsFAoFcF0XCoWCMBLGNACf1jl1u13I5XJCEJXLZSiVSiI/y7KEbx4d0NEkFwCg2WxCuVwG27Yhl8uBZVniPXm6q1KpiCm+JBEv2RD79vY2kAemQaNnms51XWg2m4G2AgBwHEfwq1QqYJpmoK2oITNNGxVVmzRyIhsrI7co4SVHvKjvY5rCC8vFNpTbpN/vw/r6OhQKBWi1WrC/vy/aUObW6XSEl+Ll5SVUKhUolUpCIFuWJcqigzG21e3tLfz9738X91s+n4dvvvlGvEfvN8x/WoJZrgedUsRy8DwaVsvTju12O3BPXl9fg+M4gv/BwQGsra3B3t5eoC3RhJqmHSfKO62Il8wfzbTpGrVRES+cbtzb24ObmxsWXgwGY/5BI14ooPb398W6iUKhIN6ng3qU8PI8T7wHAFCv12FjYyOQH72GDvgYFcKF+IPBAKrVKhSLRSGMPM+Dr7/+OpB/EuEllxMnvPA9z/PgxYsXwvRbvhbbC8129/b2Itvq9vY2lHYawiuOmyy8MHooi6wkES9qrpwEoyJeWEdVm8giMkp4YYSVCtvHjx8H+LVaLXENNXDGqA8uxB8MBvD69WsoFouizfB++/777wPCeRyuUX0m12OU8MLz5+fnUKlUhDilBtiY5uXLl4H2xHuCtiUKLzlt0vrfVXjRtVuUf5TwwgikLLKSRLzQIHtSsPBiMBhThUp4/fjjj6GoRpSYoCJrf38fTNOEdrsdEEYHBweB/GhZlmWB7/uBiJcsvCzLCgjA3d3dsYXX4eFhoBxVvVFQ0EGsVqvB6uoq9Pt9ZbQMIBwFGiW8kkSMxhVeKIZkbihqKDd5qhGhWuc0HA5hd3dXiBCVEItDEuGlikhECS8VN7zfUBgdHBwE8qNlyW2lEl70fsNpvmkLL1U9zs/PA4JobW0NLi8vA/XHqWHLsqDf7yujnHJ7qtoSy5k0GnRX4VWtVgP1j+L/8ePH0FQjAu9Z2ubD4RBevHghpk1VQmxcsPBiMBhTBYoVOkDTCEqhUAhMRe7s7IhoAl2/hedarRYUCoXAezgVhPnh+/1+H2zbFr9kceoJy9/a2gLDMOCHH36AXC4n0uzs7ATyx0EyyRovzKPX64XqjcA1ZvjrWq4jlo8DFm2vnZ0dMZUqt5XcttOKeCXhhoMQno+qv7yIG43PDcMYuS4tClFc8H67vLwMRH/29vZC9xtyi7rf9vf3YW1tTaxtovfb3t4eFAoFIWJoWz158gSur69F+VtbW5DJZOBvf/sb5PN5scYL+xvzn0a/jaoHcqORoJWVlUC0R75+Z2dHcKT5/PnPfw7cj7QtVW0/q4gXrvGS+dMnFeXpRNM0xZOJNO2bN28C9T4/P4cvvvhC3LO4VmxSsPBiMBhTxTw+1TgpdOGyCE8CJoVOXOKwTFyXdh8vPvjggw8++OCDDz7SPTjixWAwpoZMJgO//vor9Hq9hT904aILj16vt1RRoJWVFTC+McCwPh03t/ryXtqIV9pg4cVg6A+dBnlduOjCo9dj4aUrWHilBBZeDIb+0GmQ14WLLjx6veUVXjqLLgAWXqmBhReDoT90GuR14aILj15v+YTXsnBl4ZUSWHgFgXsLMRg6QadBXhcuuvDo9Vh46QoWXikhaRmu64JhfNpj4/j4GDqdTqLr0H8tajNB3/ehWCxO5DA/Kt+kKJfL4Hme8KEbx+0+SR2mVU8VovpkVF/5vg+bm5uRmwNimmKxCBcXF/CnP/0JNjc3U+GIbZ8Uw+FQ2NRgWbZtg2EYYqNO5J7L5UQ/4maMw+FQeLQtG3Qa5HXhoguPXu9+hRfueB7lr4h7YeHeZXGv4zDvXFdWVuDNmzeC26jXcbhP4UW54r5eFLhHGO7vFfc6DnMnvDzPg+fPn8NwOATf94Vh7jjwfR8sywqdR5+2cYXXNOB5HmxsbAR2555HqNouqk/i+srzPMjn85H9R8XJuH0T1ccq0LYfB7R+NDqJIk7+OxwOoVqtBkQYts8yQadBXhcuuvDo9e4/4hW1Uz/uVo/2PI7jQLlcjnydZOPYeeD66tWrEFe0GUIrHuQW9RqtekbhviNeUbvZy1zr9frI10m4zp3wihIlGG3IZrMh81iMSmD0pNlsBvbLwGvkgRGhygttRDBiUywWwbIsKJVKYBiG+Ou6rhAdWA4FRk5oPX788UfwPC90jW3byvwBQJRhGAbk83nhX5fNZsVr5H91dRXYlbvb7UK1Wg3wQ8h1xygOFUtRfRInIE9OTsB13UhBRW1eUOQ8f/48sp2xvrSPsd+StP3x8XEordyG8vVUGGIdsN5yxEvVHvS6ZYFOg7wuXHTh0evNr/Cq1WoBc+aVlZXQTvEqD8VRmAeuKuGVBtd5FV5HR0fCqaHdbsODBw/gp59+inyN3pCjMHfCC33WouC6LjSbzcA0kG3b4sjlclCv1wNrp9BTSiW85Ckl9KxCS4ThcAi2bcPGxgZks1lhyFsoFET0CgdcKiQQWC+A4HSXfA0KIFX+mI9hGEJw+b4v8sDXyN+yLDHY43XIT55yk+vRbDZD686i+mRUX/m+L/z5oqYGqVAZDodgmubIdkY+tI/HaftSqRRKK7chBRVetK60PgjVuVHndYZOg7wuXHTh0evNr/Cinoue58FXX30Fp6enka/RC3IU5oGrSng5jiMiO+fn54Jb1Gv0SxyFeRVeMtff//73wjJI9dpxnMUTXlFrcWjEh5pzAnxepI7CqtvtQrlcDl0zKuIl5yVHY6rVKjSbTaVRbaFQENG1QqEQyYcO3qprooxwsQ4HBwewubkpRJQsGrGexWIx8AWwtbWlNABW1UO14D+qT0atm8JoEB6qqA+9HvkdHBxEtjPtC+zjcdp+Y2MjlFa1lgsRF/Gi6fC+wvrI99MyQadBXhcuuvDo9eZXeHHEiyNeCxvxktfF4CCH0RVZnAB8jmzIg7J8TRLhhXmNI7wwsqMCjbrQdUyqa+KEF4oDHMwxD1l4WpYVEHO7u7uRwkuuh0ooRPVJ1HkAgG63GzgviyK5LpMKr3Ha3jCMUFq5DSni1njJPOiDAvgQB0e8FvvQhYsuPHq9+RVevMaL13gt7BovgGC0BAdsHDhxTQ1dx4ViBq+r1+si0hV1DRUCtDzMq1AoBNZ70fd3dnbEa9M0xXotVdSFRt2i1mwVCgUReVHlL9cB8+l2u6EooGEYYiqW1pfWk9ZRrkfUAw2qPlGdp+uqkCtGgeS1XlSoyfzi2gH7GNd4JWl7el9gWrkNKeR6y9EsmQO9hgo+XuO1uIcuXHTh0evdv/Da39+HTCYDT548gevra+V7+NRi3Os43DfXly9fRnLF9/CpxbjXcbhv4UW5/vbbb8r38KnFuNdxmEvhlQSqNT1JIQ+Gd8mLMTmGwyE8f/58bp/wvCsm3b5k0aHTIK8LF1149Hr3L7xmiWXiet/Ca5ZYSOE1al3OfebFGB+6ihPex0uPQV4XLrrw6PVYeOmKpRVefPDBBx988MEHH3ykeyxcxIvBYMwvMplMojUdiwBduOgUOdGJSxyWievSRrzSBgsvBkN/6CJWAPThotMArhOXOCwTVxZeKYGFF4OhP3QRKwD6cNFpANeJSxyWiSsLr5TAwovB0B+6iBUAfbjoNIDrxCUOy8SVhVdK0F14jdql/L53MJ92+ffNhzG/0EWsAOjDRacBXCcucVgmriy8InDXrRfiypA3vDQMtdVMEsxqmwLqRXh1dRVZ3qj3ZoFplz9JfqN8G5OgXC7D8fFxKI+75ntX0E1j6Sa0uVwOjo6OtN2nLAp3ESuu60ImkwHTNKHf74Nt22LDSYTqnHwey6/VaoFz8uu0uMg8xq1LXNpxedxlAG+32wEuqrKj6pMk7Sy5jMP18vJyLK5JuM0b15WVFcEV67+ysiI2PZVfy1xHpR11rQppCi/K9ePHjwDwyQoI63dzcxN6TRGXdtS1Kowd8brL/kRJyvB9HyzLAoBPX17ybudJgfY8FxcXIr9RZU0baeZ9n2WNi2nVzfM82NjYSF3EJKmvKg0V+rhB76zqPG+4i/A6OTkR/2NUFS1W0MxcPpc0rWzZkqRfJuVCeajqN6ou82Y9I/cJrdvZ2ZnyXNK082aj8/PPP4v+HoerKv1999s4XAHibYCoFc6iWQbFcR1l+zMXlkGzFl5o7YJRhGw2K75Us9ks5PN5ODk5ETY3rutCNpuFbrcr/BUNwxC+fYZhiDzQfobuWk/z9TwvEM1AIYdROdu2A/58tH40b7nuFHKdCoVC4H+M/NFrPc+DarUKpmmCaZpQr9dDPNCjcXNzU1gFYR62bUOpVALDMMRf13UDdkHYjo7jBMryfT/Eh5ZVqVQi2xjb6urqKtCm2Fe0DHq/YdpsNgvHx8dQLBah2WwG+NE+wDbL5/Mh3pO0pYqvKg0Kr7v8YNABk4oV3/dhbW0NcrkcDAYDpTF5lFl5krSZTAZarVYgTVw9J+Ei8wD4bCqcpC5xaSfhMekALnORzZFpO8uGyEnSIpd5MI72fR/W19chl8vB9fX1WFwBFsskW+aapP5pc01LePm+D48ePQpwjTO+pkbXc2GSPQvhpfLeQyNi/KLB12hOTL+Ey+WyGMzr9XpoLRL6GjabzdB7cr70yxsHbjr9iZE1nFLCetC85bqrgHWiA3in0xECgRp90+necrkMBwcHAR7U93E4HAbKR2/DQqEghC01cqZ1ROFHy8K0mJ9lWYGyRrUxtpVlWaE2lcug7Uv7FcXW5uamKBPzbTabgbSlUknZ7uO0par/VPeNPLWtEmfLgkmFF05fo3Cl07R431FjdXrfqs7L5x4/fhyIxiQxLz6rhYQAACAASURBVJ+EC+WRz+dhMBgkqguW4zjOyLSjro3CpAO4zKVWqyXqk9vb2xCPpH1yX2IEubbbbcFVrlsUV4Bwv3311Vdwenoa+XqeuF5fX4PjOCJac35+LuqLrx3HCXAdlXbUtVFIS3hRrtvb23fm+vvf/x4+fPgQ+dpxnMUUXpZlhQYyGv2hZszUPFklvLrdrhgkqajDqSB5AFUNxvTDZBhGKCJTrVYDhs4oZjBvue4yX9mkGct0HCcQxcH35QEHw7oUKgGF5aPwwDRRwqtcLoPjOKHBTZUfXjOqjbGtisVioE23traUAyhtC3yPRjKxTMyXGlnLJtt07dW4bSnzVd03UWsKl9Uk+64L0uv1Ouzu7i5kxIsCB+Nx6jJPES+Zy+7ubihCpUvES+b64sWLxFwBFiviJXM9OzvTNuIVxZUjXgTyVCN+sf7444+BMvE1DoJ0AMXpumKxGBBeKOhQdKgGUDlf27aFWMIoBh1IcdB3HCdQP5q3XHcKuU547dbWFnQ6ncj3xxFecvmjhJfcjjRqg6JIlR+mGdXG2FaWZQXadHd3N1J40YiXbduwubkJBwcHSuHVbDYDfSPXc9K2lPOJE140/2U0YL+rWBkOh1AqleD4+Hhh13hRHv1+f6HXeFEu7XY7VLZOa7xkrjqv8aJc8R7VdY0Xcn316hVcXl6GuM79Gi8aURh3Dcs4TzXati2iT7i2h05BdrvdQPRCfiIS1y7V63WxbgmnteT1WnRglPMdtcYLoz20HDm6Qtd4qSJecp2wTVEkqN4vFApgmqZYu4VrmSgPTEPXZBmGATs7O2JqkEaEVGnpe1iWHDkqFAqBska1MbZVs9kMtOnOzk6oDNU9QfuV1hnzrVarkM1mQ2u8sJ6TtqXMl/YtQPipxk6nAxsbG4E6LhMmFSt0DR4OSvv7+2AYRuAJRtU5+TyWL59TpZk2F3xyjfLAutAn2uTXMpdRaUddq8KkA7iKi6rsqPokSTsrLuNwxSnBcbgm4TavXLEuL1++hEwmI55ElF9TxKUdda0KaQkvfOIwm82KKUG5/jc3N6HXUVxVaUddqwLv48XQBrguD+CTGHIc555rtJzQZe8rAH246LQflE5c4rBMXHkfr5TAwouRJmhES/UEKWM20EWsAOjDRacBXCcucVgmriy8UgILLwZDf+giVgD04aLTAK4TlzgsE1cWXimBhReDoT90ESsA+nDRaQDXiUsclokrC6+UwMKLwdAfuogVAH246DSA68QlDsvElYVXSmDhxWDoD13ECoA+XHQawHXiEodl4srCKyWw8GIw9IcuYgVAHy46DeA6cYnDMnFl4ZUSWHgFodqIc1Ewqu6LzItxd+giVgD04aLTAK4TlzgsE1cWXhGQNzgdF3Fl0I0oVdsC+L4P+Xw+tCGl6rzs+ZcEk1xzF6CHVBqIsrC5a57YzqPqniYvxvxjnsUKbhyZ5gaqnufB6uqqcqNWuXy6oz0FWgOZpgn9fj9w7TfffBPYgBiNuEdh0gF8OByKTYVxd3OZWxRfNNhWtQPuHH52dhbZVtPmMg8Y9/6bNVfcCHRvb0+UW6vVYGVlJbAR6vn5OTx8+FCM0+/fvxebw+K1aB1kmiZcXl7Glj1r4UW5Xl9fw/b2NpimCR8/fgykQ5NtwzDEBqloFfTll1+K9LhRa5JNVMcSXmidEiWA4pBU3FHB4HkebGxsjCWIZnXNPAONo2clgKjVE2O5Ma/CK8puaBTuYpLt+z6USiUhjGq1WsCzDoVJoVAIlXFychJ4Ta+lBsvU13EU7jKAU1sZFbcovu/evRPjxfb2thCQlLfv+8pr0+JynxhlNxSFWXJtt9vCf/Hly5fQarWE44t8f/7yyy+ir7rdLrx+/Vr4GeK1JycnY312Zim8VFwHg4GwFKJ49+4d9Pt98H0fnj59CpeXl/Dzzz8HuB0dHYFt24n7auKpxkmiQ5MIL4DPfnf43s7OjoiEFQoF2NjYgOfPn8PV1ZX4JUhthjCt53lQrVbBNE1h5UKjbFHXZLNZyOfzAb7oB4l1oPY4eB59CDc3N+H4+DiQD0YP48pxXRcqlUqgztRaRS6H7tyOvohRG4rKZY6yR6LtL/PEehqGIerKG5guL+ZVeMnm02mbZHueB51OBwCC0R+MHh0eHgb8KBGYFqNZ8rXUL/Hw8FAImlGYlvBScRt1DkGFhor3qGtlLKrwUpmGz4NJNgINpG9vb+H8/Bxev34duO+iolaNRgOOjo6U1+ZyObi+vk5U/iyFl8zVcZxI4UVxcHAA7XYb1tfXIZfLwW+//SYiYplMJhABG4WJhZfjOFP3agRQCy9qWI2CANN0Oh3Y3d2FXC4HlmWJKdByuQylUkkIE8uyIJfLCfGCwpGaMMvX2LYtTJupHY1cz06nI36FyuVh1EnOh6aNKgeFEBVcdIrXdV3heyhHt1B44Tlq3IyQy0Q/RYDPu8DTa7D9j46OAnUHAGg2m1Aul0O8GMuHeRVe1ICdmqOPwqRc6LTL7e1t4PNXq9Vga2sLWq2WcqoRI0iu60I+n4cffvghcC1+TjOZDLRarUT1mabwkrlFnaNoNBowGAxEO9DoT9y10+Ryn3AcJ3T/zZPwolHV8/NzePbsmYhiydFahO/78O7du0Bk7Pz8HA4PD2EwGEC73YZ8Pp9IfM1SeNEI1TjCq9FowMXFBQyHQ2i327C9vQ1/+9vfhKBOGvmaSHipBvEkuGvEi4oJFE6O48DV1RVUq1UoFovixq7X68KoGM2L6ZctfgnTyJ3qGln8UNA6oOEyvZaKDzkfOW1UOTQPrC9da4d9IYscbCsatZL7TC6TtoXneWAYRqAumCc110ZDa6ybzIuxfJhX4TXriBcVLPQ70/M8yGQygbWsUaLDcRyoVquBa4+OjsBxnNAU3ihMO+KV9BzA52kdXC+m4h117bS53CfmPeLl+z6sr6+LGZLDw0MhvFCcyPXtdrvihzu9lhpv0+jSKMxSeNF1W2ieHSe86PQkotFoQLVaDbXT1IWX67oTD6h3XeNFhZfnebC1tQWdTicwrYYCBCM2VDiohBeNIqmuwXVtqif1aB1oWgQVRHI+ctqocmgeWFfLssD3ffFlPkp4HRwcBNJSyGXati36FqcO6TWYJ37py22h4sVYPsyr8JrVGi+KRqMhvq+wbFmEqRbXA3wWMnRaznVdKJVKYtBO+iN42sILuclrsuRz7XYb9vf3Q/xoxGtUfiosqvCa9zVeCN/34fDwEM7OzqBSqYjF5LLoAAj3GV6L6YbDYWwUCXEfTzVifW9ubkbWFe9j2heYvt1ux7aTjLGEFzUhVkVQ4nDXpxplMUAFiGEYUK/XRXRHfl0oFKBQKIBpmuB5HpimKRZ3jrqm2+1GRoxoHQCCT33S8nzfD+Ujp40qB7nhuqvhcBjoh1wuBzs7O8pImWEYsLW1FboeIZc5ao0XRvBUbUS54xovjngtL+ZVeAF8mhIb5wm6Sbjg1JlhGIGpQHyijUa3VMIL02WzWTE402sHg4GIHNGnHkfhLgM48sHvGsqNThXSc7TO+P1D30MRUigUlNemxeW+gW01j081Yn/R9Vz4RCN9yhGB04w4FUmfYMTXcvRrFGY91Yj1xTVZ+JTjkydP4Lfffgulxfv4j3/8o/h8fvjwQUwxYjsl4cD7eM05eK0UY9Ewz8JrXOjCZZHFigyduMRhmbjyPl4pgYXXeBi1vozBmFfoIlYA9OGi0wCuE5c4LBNXFl4pgYUXg6E/dBErAPpw0WkA14lLHJaJKwuvlMDCi8HQH7qIFQB9uOg0gOvEJQ7LxJWFV0pg4cVg6A9dxAqAPlx0GsB14hKHZeLKwislsPBiMPSHLmIFQB8uOg3gOnGJwzJxZeGVElh4MRj6QxexAqAPF50GcJ24xGGZuLLwSgksvBgM/aGLWAHQh4tOA7hOXOKwTFxZeEUATZXRNHlcjCO8fN+Hzc1NbY2W09yfK87AnG6UOs060HwrlQrk8/mxt8FQWUYxFgvzLFZwk8g0N1CdFcbhMs8D+Lh9Ms9c4rBsXFdWVuDNmzdzt4HqtIEbqL558yZRf40lvNC8ddLBcRzh5Xke5PP5kcLA932wLGusOswDUKCMI3qScqUWS6PSJDEIHhfTyBeNuFl4LS7mVazch2VQWhjXfmZeB/BFsdGZBpaJ6/n5ubDROTg4mDuvxmliEq4TTTV6nif8CcfBOGWcnJyA67piEEZLGtu2wXVdyGazUK1WhS3O7u4ubG5ugu/7Ii3aDWGkLp/PB75sXdcV16GNEF5TKBQC/1MLHZpvtVoNWA7R+iUpO5vNgmmaUK/XxWtVPmjXg2nk/FR2S3IeAEFbIzQeV9kE4TXUnojWhba3Kl8U591uV9T35OQkkAbgsw0V5k39OBmLiXkVK7M2yU4T43KZ1wF83o2jpwnmqqfwOjo6EnZX7XYbarXa9E2yC4XCxD58ScvwfV+YLdPpKjo9Vy6X4eDgAIrFIuRyuUCUBA2wMT2+Rhd1gM9CBa+Tr6FRvU6nI6I5mMayrMCu8uVyGarVaqB+9BpaNnLBslFU0ddyPs1mE8rlcmR+1Ow7qi60bCp88Asc86BG3Z7nwe7uboi3Kiol55vL5eDo6EjUt1KpRPp7otkvC6/Fx7yKFfzsACSPzs4rF8dxQlwWUXiNywNgfrnEYdm4YuTn/PwcHMfRVng1Go0Q16kLL4BPoqVYLI69fidpGdQYmppGy4LEcRwol8uh9VIoDlEgRlnv0Ovka7AMz/PAcRwYDoehNPTLu16vK8VOkrIxKoavVcILxVBUflRcRdVFVTZ9jwouNMV2HAd2dnYCvKPWp9HzKKCurq5EfUulUuieoZEyFl56YF7FCke85m8A5ygQc0UsqvCaScQLgWJkHCQto9vtirxd1xVCiAodGnmThQBGy+TXVFhg3nidfA2Wt7W1JaZV5TSy8HIcJ1A/0zTh22+/jS3btm3Y2toKCDE5n+PjYyiXy5FcaMQLp++oqKRCTS4b2zdKDMq8xxFejuOI+lIRjbAsC3zf54iXRphXscJrvOZvAF+mdU/LxJXXeE1xjReN+ERNGY1CXBl0vRHmj2XS9UdYh3q9Ll5TYUGjKIVCAbrdbiCqQvngdfI1CBQGqnzxelwfls/nA/VzXTeybBrVo3nJdcHr8Bwtg+YnX0PbhqaV21he40UFDwquKN5UjMn5Ir9KpSKupXXCNqZryHK5HDSbzYnvL8Z8YF7FCgDA/v4+GIahxVON+/v7WjzVOA4PgPnmEodl4vry5UvIZDJL8VQj5Tr1pxrvCt7Ha3GA6+wYjHExz2JlXOjCZZEHcBk6cYnDMnFdZOE1LgLCiw8++OCDDz744IOPdA+OeDEYjKlBlygRgD5cdIqcrKyswP/93/9Br9fT/lgmrg8ePID//d//vfd6zIorCy8GgzE16CJWAPThwsJrMY9l4srCKyWw8GIw9IcuYgVAHy4svBbzWCauLLxSAgsvBkN/6CJWAPThwsJrMY9l4srCKyWw8GIw9IcuYgVAHy4svBbzWCauLLxSwl3LkDcNvSumnR+DwdBHrADow4WF12Iey8SVhVcMJhUscWXIm4AaRnAjzaurq6nuaD5JfrJ/ZBJE7fTOYOiIScWK53mwuroKhvFpg1P62jAMaLVa4Ps+rK2tiTQUrutCJpMB0zSh3+8rr7dte6wNLNMWXrVaLVSf4XAoNkru9/tKbqrrRmFS4SW3t9xHt7e3or6G8WkT5MFgoLyW1hPr/8033whLMeSahMuyiJFl4srCK+aDaJpmaibZvu+DZVkAEDSSvk/QOo0L3NF9HOF1l/IYjPvGpGIFfwj5vg+lUglOTk7EZx+N6qmbwvb2dmCwPjk5CeRHrcc6nY7wdp0Xy6BarRbpYTccDqFUKgl+lNssrWfevXsXaO+zs7NAHw0Gg4DhM/Xok69FLjJvmWsSLssiRpaJKwuvEbAsS/gGjotJhBcKPBR82WwWPM8D27ahVCqBYRjiL7XWsW0bXNeFbDYLjuNAtVoF0zRDtjyYn+u6sLu7C5ubm1CpVMAwjMB7hvHJ+9D3fSgWi8L8GX/ldbvdUBkIzDubzYJpmlCv18VrzBfrSstDux08z2AsAu4qVjzPE/6oCJU3LBVPGF2hERf5esuy5sYkm0aDVNEeKkZkbpOYfU9jqpGKPNpHVAgeHh4qBRReq+LNwiv6WCauLLwigB58aU01AoT9EBH1el2IEhQkaJBdKBQCxtJ0ag+9HlEMlctlkRbzsywLcrlcKLqGfJvNpuBr2zbkcrnAlzj6Dcpl0HwwbxRV9DXWFa/D8mgdeaqSsSi4i1hBL8VCoSDyiLKvomIMo2X4WaPiC6/HzxNA0Ig+LS6jgN8tAOrIFxUjlFs+n4ejo6MQj1kIr0ajAYPBQPgN7u3tiXLb7TZkMhlotVrKuuC1yBujY7Ztw2AwYOEVcSwTVxZeClATZDzGnW4cJ+KFkSX8YqUG3Si48LBtO1J4lctlcBxHvIdfvqr88Boq/mShORwOoVqtQrFYDHz5bW1thcpA0Lw9z4NsNiteq4QXlifXkcFYBNxVrMgREJxmpKDCRYb8+cPrMbKM199nxIvWXyWeoqJAjuPA7u4utFotkc8sIl7tdlsIJrl+w+EQGo0G9Pv90PSvfC39H3mz8Io+lokrC68YpB3xolONKEpwbQdilPCi/6N4wXzwS1mVH6ZB4aeK8KHwsixLiCGcSkwivGzbhq2trYAQo3U1TVNM5cp1ZDAWAdMQKzSaJU8zYpQ7ydooej1+judhjReti0pEqnjgOfx+mMUaL4BPwml/fz/UDjSKheJPFmjytXRaEtPyVGP0sUxcWXjFYBZPNdq2LaJs2WwWjo+PxXs7OztianBnZ0dEheT1WzQ6Z5omeJ4npijlKU0UPb7vi6lDnBK8uLgIrBszDAOazWZgjdfOzk6oDAReoypLritdp4ZTqhzxYiwSJhUrOM2ITyAChKcZ8alEOR2ez2azASEiX49lzMNTjfhkH52yo/XMZDJiWYPMDd9P+6lGrKPK5BenFelTjXS9mnwtppd5U66q9XkqLssiRpaJKwuvlMAbqDIY+kOXva8A9OHC+3gt5rFMXFl4pQQWXgyG/tBFrADow4WF12Iey8SVhVdKYOHFYOgPXcQKgD5cWHgt5rFMXFl4pQQWXgyG/tBFrADow4WF12Iey8SVhVdKYOHFYOgPXcQKgD5cWHgt5rFMXFl4pQQWXgyG/tBFrADow4WF12Iey8SVhVdKYOHFYOgPXcQKgD5cWHgt5rFMXFl4jQDuSSX7ESbBJGUcHx+LnaeTWHzcB3zfh3w+H2oPeff9aZSTJL9Z1Qeh6i/ciyyXy4UsTtCj0rIsqFarofrI+f3444+hfdlw40XZTYH6WkbVgZEupiVWPM+D1dXVwD5Q9Nzbt28D6V3XhUwmE9hLSj6nSjMLLjKoZ6FqLy6VLQ/dfBTg8z5ZSfbymqbwQnsg1Z5dcl1Uaem5drsd6M+ke5ItixhZJq4svEbg5ORkgo/qJyQpw/M8eP78OQyHQzFwopfiovkVoq/jtITOXfO76/XUVQCh6i/btsVms57nwcbGBnieB77vw+bmphBAqvpE5Sc7GuB1spik5anqwEgf0xIr3W5X9Cv++ELfQt/3oVQqBTbcVH03yefG/f5KS3ihK4Xv+yGbHbqT/f7+vthUeW1tTezYr/J3HIVpCi+5DakglHfS//nnn0N1pOdG9WcUlkmMLBNXFl4RoBGESQbvJGXIdjsIz/OgWq2CaZpiV3c5woHWPTi40yhJPp8H0zRFeoy85PP5UHn0vW63G9ihngoC3GEfB3/LsgJ1Qnsh3Pk+rmz5PO6gL+cnl6PijlElmmbc+iBPTIeRKCqAo/qLiiMECrJJ+l8WXriTvyqKhxYmqjow0kcaYkW2DfI8DzqdjniNwoTufi6fU6W5Dy4yZPsix3FCJtiWZQmroH6/L6JlSSN30xJeqjas1WoBL0YUhEn6BCH3ZxyXZREjy8SVhVcE8NfJpANakjLQJ1GG53mwubkJvu8LM2mAz78OcdoJ6yWbT5dKJSEebNsWAzxGYijoe5VKRfz6ROFAzXbxPG0PWqdqtSqmueLKjjov56cqh3Kn9aG/nietD6ZrNpshq6io/sL6UaGGZuRYFxS0dNo6Kj/Z4omel4UXtbRSiUVGupi2WImy/aF+jfJ302AwCJ27uLgIpZk1FxUajUbg/qXRLM/z4NmzZ2KaFb+P8HOUNPI1LeFF2zSfz8NgMFAKxdvbW2Va1TnVtGocl2URI8vElYVXAkRFJkYhSRlUVFHQNV71ej3g3YhfQlRsAXw2yJY9HQuFghj4VWvV6Hu7u7uBL5VyuRwSB3Ikia5BqlaricuWz1OxQfOTy5G5D4dDKBaLIuolC6+k9cH2w3Qqj86o/qJAoWrbdkA0YT1pmVH5YcRLFlqjIl6qOjDSx7TFCk4zUowyVlZ9N8nnkn5/pS28VAbZdP1X1IEelVTojEIai+tRcOFnS454qdJGnRvHKHuZxMgycWXhFQPVgJkE467xAvg8iMrC609/+hP4vh/44qIDrvyFhmsq5NcqMUHfoxEWzF8exFHQHBwcBOqE5x3HSVS2fB6FhpyfXI7MfTgcQjabDaWZtD60b+S2iuovVd1wSpPWR76PovKTpxqR66g1XlHtw0gX0xYr8jTjqPOqAVw+N84gn6bwwinzqPx934fDw8PQ4vqzszOxpkol3FSYtvCibThqjZecdtS5RqPBa7ykY5m4svCKgLzmaFyM+1QjFT2FQgFM0wyt3aJrrzANigiM+NA1Xphnt9sNRY0Q9L1mszlyjRdOnxmGAVtbW4E6NZtNMAwD6vV6orLl89jecn5yOTJ32n40DZ5PWh+ZJ13sHtdfnU4HNjY2QlOJcr/QCFhUfvKaOtXTjKqnGqPqwEgX0xQrUdOMNOoD8Om7KZPJQDabFQM/PmmH51RpZsmFAuum4oLvyeu3qMDBNONMz01DeMltisDpQvpkoiqtfA6vwzbgqcbgsUxcWXilhFmUgaDrlYbDITiOM7OyGYxlhi57XwHow4X38VrMY5m4svBKCbMUXjRaNGmEjsFgjA9dxAqAPlxYeC3msUxcWXilhFkKLwaDcT/QRawA6MOFhddiHsvElYVXSmDhxWDoD13ECoA+XFh4LeaxTFxZeKUEFl4Mhv7QRawA6MOFhddiHsvElYVXSmDhxWDoD13ECoA+XFh4LeaxTFxZeKUEFl4Mhv7QRawA6MOFhddiHsvElYVXSmDhxWDoD13ECoA+XFh4LeaxTFxZeMUAt2oYdyfwcTdQNU0Tjo+PhWUI7lw/b/B9H/L5fGiDTpWdTdr1mGV584yoPkm7zGm3f1Se98EvKSYVK8PhUGx03O/3A9Y5b9++BYBP+/Otrq4qNx7F98vlsvA5xLS4sSdu4Ek3+kyDSxxUdUNgO+Dmx4PBQFlvuqFqHKYlvFR1Q0S1La2n3KeDwSDQ50mwTGJkmbiy8BoBtMyZBONaBuGO5ZZlQS6XWzjLF9k8W7fyACBg5TPq3DIgjfa/jz69K+4iVtBGqt/vC8sq3/dhe3sb+v0+dLtd0RayhyMO6mjDg4bMvu9DqVSCbrcrRFmlUrlXr0a5blTAUP/FWq0G1Wo1UO+zs7MQ1zhMS3jJdUOPxiizbrme7969C/XpOBZOyGVZxMgycWXhFQFq3TKJBUuSMqLMaz3Pg2q1CqZpgmmaUKlUQpujuq4Lu7u7sLm5GbIWwl9VmB6ta/L5fKg8+l632x1pGYQ+gsViESzLCtRJNrWOKxvzpZxs24ZSqQSGYYi/6M9WqVREe/i+L8q7uroSdd7Y2IBsNivyVG0sS62AXNeFbDYL1WpVtCX2s6p+GJ2koli2LMpms6Id0bCcei0maRuVXRVN6zhO4Drsk263K86fnJyE6h9VHj2P18W1T1R/Jy2H9o98D8n3FvJrNpuhez7JPZ4mpiW8KFRCSfZqtCwLjo+PhUhBeJ4HnU4n4LGKllxx9Ux7qhHrJp/DCNHh4SFUKpVQvaO4RmGawovWTY5MypGrw8PDyHqiiGThFX0sE1cWXhGghqyTRL6SlIHG0DI8zxODXLlcDgz8aCCNAzv6EmL9yuUylEolYZxs27YQeNRaCEHfo196yFk2yZajErKp9dHRUaKy8Tw1hjZNU/hBFgoF8DwPjo6OIJfLCcGFdaKDNK3z7u6uMLf2PA92d3cD5WCd8f9CoRAQmlH1AwBoNpsh42z5HLYHigXqvSfnOapfaF5yP1Wr1cB12CfY9jQNrX9cX+D5JO0T1d/jlCPzxDzle8u2bdjc3ITNzU1Rj3HbMi2kIbxkkSV7OGK70KlGgM/ejoVCIfCjLunShTSFF/oUqvwWXdeFTCYDrVYrVO9nz55Bq9W6l6lGAIB2uy3qdnt7C+12Wxn5wvNR9URTbBZe0ccycWXhFQE66E2y5ipJGVRUUdDy6vU6HB8fh4yd6UAHEBwgd3Z2AsbLKNRUkTv6HooUrEO5XA6JQznSgXXC80nLxvpS82hsc+SG7UC5Yr2wvGKxGKozijfHcUL1kduuXC5DtVoNCWtV/TB/ua/K5XIgMhjXR3Fto8qLpr24uAhcJ0f/TNMUa1No/aPKk88naZ+o/h6nHJln3L3VbDZDgjDJPZ4mpi286PcOgk4z0nVHlD/WAQd2VeToviNeKtExHA6h0WiI6Ti53tRc2zCMREbZ01zj1Wg0oN/vi6lC7B9cV1ev18Xarah6UrHGwiv6WCauLLwiQAdZ1ZdhHMZd44XlUMEB8El4/elPfxIDompQl+uH60Xk1yrhQN9TiRM54oWD4MHBQaBOeN5xnERly3WkPEYJL1XES64zTjvZtq0sh7YvDuCysIi6Lkp4oUCVoxFUXCftFzkvOW02mw1cJ7c9TRPV16q+wPNJ2ieqv8cpR+YZEP4hcwAAIABJREFUd29R4TXOPZ4mpim8MNIr5ydHwBByxIumn6c1XhSNRiPAhYpC13WVa7wA7mdxfbvdHhnRooIKIdez3W7D/v5+SBiz8Aofy8SVhdcI4BoUHNjHwbhPNdJyCoUCmKYZWrtFp3wwDR1o5TVemGe32w1FUBD0vWazOXKNF0aSDMOAra2tQJ2azSYYhgH1ej1R2XK+dPqURlFM04R6vR7ij/VQ1RkAAouVaTly2bScqKiTfB0VIaq8cFoM6xbVllFtQ9em4bU0La53o2vg5PNyP8h9TcuTzydpHyzzLuXIPPEeirq3aD2StmXauItYwanBXC4n1rXhgU8wytOMFFR4YV70Wjx330814jQjrRuCRvBwzRSmn6enGul6LnyiURV9o/XEdLRfkJv8lOQoLssiRpaJKwuvlDCLMhB0XctwOATHcWZW9iwgT9nFYdRgxWBME7rsfQWgDxfex2sxj2XiysIrJcxSeKme3tMF467doZFABiNt6CJWAPThwsJrMY9l4srCKyXMUngxGIz7gS5iBUAfLiy8FvNYJq4svFICCy8GQ3/oIlYA9OHCwmsxj2XiysIrJbDwYjD0hy5iBUAfLiy8FvNYJq4svFICCy8GQ3/oIlYA9OHCwmsxj2XiysIrJbDwYjD0hy5iBUAfLiy8FvNYJq4svFICCy/9MOvNORnzD13ECoA+XFh4LeaxTFxZeEVA3pQ0jZ3r7wrcxNI0TTg+Pg4Z0MrwfR/y+XzirRbGTZ8W7rMe6Lk4HA7h6upKuYP4tMubhKvv+8I8+j7yXlZMW6zYti02DwX4bJsjGzIDhHeuxw076cajqnOz4pIE1HQa66jydRyHx7SFl2o3erlPPM+D1dXVwGapMpezszNlmjguyyJGlokrC68IdLtdMchSr7SkSFt4Ubsh1Y7qCN/3wbKssfKe5JpJMG45s6oXhWwKPg2kwcPzPMjn82Obud933ouOaYoVtMOiODk5UaZFwYIWQ1SEoUUQ5pe0fvchvKjDxPb2Nnz//ffiR+7+/n7IpofaCEVhmsJLbmcAdZ+oxgvq67i/vw/lclnsVp90TFkmMbJMXFl4JUCUV9oopC286vW68oOLG47Kdiu2bYvoTbfbhWw2C/l8Hp4/fx7aeJVa0BSLRWG+jHl2u12oVqtgmqaItmF+cp1c14Xd3V0RMTFNU5RF7Ycwje/7YkNYTIf1Ri5ojaPaLJZayaCno2wpZNs2lEolMAxD/MUvScxbNqBG42YsMyoPWgdM63leoL3QAgkHxiiuUe2mwsnJCbiuq7QnQludUXljfZLkHdWv9D6T81T1gw6YllihkR+MpOA5lb2MZVlwfHwsxFatVgv4uFL7KFW0LE0uk6JSqUCpVAr4M9br9YBfbBLD72kKr8PDw0A7j+oTRKPRgMFgAI7jiM8rcsF6Y5o4LJMYWSauLLxiMKn9TNrCCw2GZdAvKdu2YWNjQ6xLwujN0dGREASYBzVkbjabUC6XRXrLsgJ5Us+8crkMpVIplB8ABPwXh8OhEIv45dlsNqFYLAbSUFDD7FwuB/V6HcrlciifKP6q9sABCX0nC4UCeJ4HR0dHgR3yZTNubDM6qMl5UGNzTGtZViDfcrkMBwcHobVilCt6PUa1mwy8R+lUIk2LxteqvOX2SpK33K+j2jyqH3SJnk1LrNDPH7YPTm2j6MWBWjZiv729DfwQ8zwPnj17JvKr1WqJIl/3LbwajQZYliXqip8pmRsVMCpM0yRbjrjRPsnn8yHxhJ8XFMMyFxRvmCYOyyRGlokrC68YTDLNCJC+8MLBdNR5z/Nga2tLDPIoIjCCJRtx4xc1fqFj+mKxGMqTioxutxtp60MFQKFQCERgsBxZUNCIieu6oh7dbhfK5XIoHwpZkMrtgeVRoYNfirQechtQ424UXKo8onjS9nIcR/RJFNdmsxnZbjKo0TrtR7wOBZIqb7m98BosJypv2lZyHqofBap+0AFpCC96vyBQfFDjZnpPyFGhr7/+WhhSq/JLk8skQP408pfNZuHs7OxeIl6qdpZNsWlEC0HHCxUXOU0clkmMLBNXFl4xmGSaEWC2a7wAPn8h2bYdGDR3d3dDwstxHPB9HzzPA8MwRIQkSnhZlhXKkwqJg4MDkZ8qkoMDNEZOKAeV8MKBG+skCy85HwpV9IXWHd+PE15yxAvbjPKKEl4qnlHCK4orFUej+AIE15dgBI72J0KVd1zES5U3bcuoNldFvFTXLjqmJVZo9Eruu+FwCKVSaeTienmNF95jqvzS5jIu8L6iZfu+D4eHh4Lbfa3xAggvrgeI7hPVFCLlEpUmCsskRpaJKwuvEZh0mhFgtk810giFvJYG1ybhYEjXSOH6KsxDXh+E7zWbzUCeOzs7gWjZxsZGKGqGoKbVNLqDa47oOhQUF9T0m65Tq9frYJpmoP5yBEguQ24PjPYhDyyHrr2ibYFthmUbhgE7OzuReah4Yhtge+XzedEnUVxH5Yeg3OQol3ygGJtG3vQeiOvXqPuS13iFgU80ogjB1zRaQiE/1bi/vx94OhCfBJRFzSy4JAXWEe9L/M6R16Xh04H3/VQj1lfVJ/IUIqalXMaZZkQuyyJGlokrC6+UMIsyGNOFTpEYut5uOByC4zj3XCM9cd/roqYJXbjwPl6LeSwT16UVXnzwwQcffPDBBx98pHtwxIvBYEwNukSJAPTholvESxcucVgmrg8ePIB//vOf912NmeB3v/sdCy8GgzE96CJWAPThotMArhOXOCwTVxZeKYGFF4OhP3QRKwD6cNFpANeJSxyWiSsLr5TAwovB0B+6iBUAfbjoNIDrxCUOy8SVhVdKYOHFYOgPXcQKgD5cdBrAdeISh2XiysIrJdy1jGnv7q3TbuEMxrxAF7ECoA8XnQZwnbjEYZm4svCKwF03fIwrQzYxNozg5qPoCTYtTJIf9edj3D/Q5Br70fd9YVKNr03TDPhxJkGUKMcNV03ThIuLCygWi5H3At3hntaVbjBrGJ8tlLLZbOBzRT1AcaPZJDzwc0o34MX8VZ8rVXpavmVZI3nKmFSsUDuZt2/fAsDnDVDphqeqc1hfuqEoWtzQzTpd1w1t4JkGlzh4ngerq6uCq7xDPW0HukkpTavaPT4Kkw7gchtS2yD0yqRcDMOAVqsldtdXnadcBoNBKL+0uMTB8zx4+PChaPezs7PAa2zndrsNKysrYJomXF5eKq83DAPev38fchmIunbWXH3fh/X19QA3eu7NmzfQ7/cDr+l9dn5+Lri+efMGBoMBbG9vC15RbTEKaQkv3/fh0aNHoq43Nzehc/1+P5SGcv3iiy8C77XbbXjw4AF8+eWX8PHjR6jVarCyshK6NgpjCS9q8xJnq6JCkjJ83wfLsgAAhBHufe/oTeuUdhmzKEsXDIfDkCDwPA/y+XzIusfzPNjY2EgkvFCsqTwgT05OAq9lmypat263G6rrxcUFVKtVIdqurq7ERq4ogOiGtWiNNC4PuW2oCFT54snpZdPuKJ4qTCpWkKvv+7C9vS0sqwA+iS1qSUXPYf2oPRDyk21s5P5Li0sc8Eef7/tQKpUCgkNuh3a7HeB2dnYmxFnSHfjvMoDTNqTG1rVaDVzXjby3VOdlqyPHcUL5zXoXfoTcJxcXF8o++vnnn5V1/OWXXwTfbrcrNmxeX18XnpZR10YhLa7v3r2Dfr8Pvu/D06dP4fLyMnTur3/9aygNQm6r6+trGA6H8OrVK7i8vIRutyvaC9vivoTXNLm+evUKrq+vA/14fn4OlUoFbm5u4ODgAM7OzmK5ji28ZD+9cTCJ8MLBDwfDbDYLnueBbdtQKpXAMAzxFw1lqR1QNpsFx3GgWq2CaZohSxfMD/0WNzc3oVKpgGEYgfcMwwDbtkXUAm128Jdat9sNlUHbjb6H0QvMH7kaxmd7ELQAomkQruuK95PwoabfeB1tH/yCiCpvXqHaVf/k5CQg2OPEuxwxA/h0bx8fH4ciXjR6RtOrfoTI4kZlei6XOxwO4dtvv4VcLifyw0F4FI+ovKKiVCqvVZqeRlxoZCjpj61piJVKpQKlUilgIl6v14UxNj0n142aRlPRgLySRlamxWUUPM+DTqcT+X6lUoHd3V1h7o3c6D06a+GFwunw8DCRLyM9T8VVu92GFy9eCA6q/KbNJQmwT2hkEV+jkMrlcnB9fR2ZB/I9PDyE4+NjqFQqIoIUdy3FLKYaUczT+0gWEFGC4vz8XLQNFV4USX04ZzHVqOIxLleMjuVyOfjtt9/g6OhIRHPb7TbUarXYPht7jRcKhHGjXQDJhZfKJw+/cKnoQK89nKrBL2E6yKGXHgqUcrks0mJ+lmUJn0E6IOGv62azKQZh27Yhl8uBZVmiDeiUEC0DIDyNUy6XxYBC64ll4F9aPzpgy/lhZGIUH3nApHmq2mNRLILoIAzw2fNNng6mwjkO2OeqqUb85SOLIHrvIeTIiqquKrGExuMomKkZ+Dg8ooRXlNcqTU+jSjTypeKpwjTEiuM4YFlWqOyo+kQJMioa5P5LMhikKbzQaxGjISo0Go3A1LLnefDs2TNotVozmWoECEcN2+02ZDIZMdggojwX6XnHcUL9hNO/cn5pcImD3Cfya7yH2u025PN5pYDyfR/evXsX+C6pVCrg+37stTJmIbxUwkg+p0rz8uVL0TY3NzdK4YVtkaRfZyG8psEVp9zb7TZsb29DrVYTQu38/Bwcx5mu8KIDwyTrnMaJeMkDEzU6RsGFh23bkcKrXC6LcDbA5y9oVX54DRV/8iA8HA6hWq1CsVgMfIFsbW0pBwF8n763sbERKBvToAgql8uh+lHQukalp2nk6KRKeI0qb15BBS5A0CBd9eMgLmJD1zDKh9wm8kBPRZrv+6GooVzXUcIL83z+/Ln4vI3DA/NSCS+MxGF/U8NulfCi927Sh1HuKlawfBp5QwNm1TmAZBEvCvkzmhaXOETVDwAC32+UGzXQNgxjpHBDTEt4DYdDaDQa0O/3YXt7O1Bv1RS2fF6OeFmWBY7jKPNLg0sSyH0S1UdURFJ0u13odruQz+cDfUX7KepaGWlzbbfboeld+ZwqDQLFFt4bsvBKOs0IkL7wmhZXyq/RaMCLFy/SjXjRAZt+OSfFJFONWB795U/LVwkv+j8OMJgPfuGq8pOFiir6gcLLsiwxaOG0XlLhdXBwEBoQZeEl14+C1hUjAKP4yAO13D6macK33367cA8MyO1M15RgJJTep+NE80aJDFnUyJEgasYdVdc44QXwqd8wsjkujyjhpZpmlNNT7lEibBTuIlaw3+RIirzuUT6XdI1X1Lk0uCRFo9EI9QltB3ldFIrN+4h4UVErD1Jx04xynSuVClSr1cj80uCSFHFRkFH3kJxW7qdx7r80ubbbbdjf3w/kL59TpZGBfKOESdJp/TSF17S5AnwWYu12O901XjQiIK9jSoJxnmq0bVuUl81m4fj4WLy3s7MjptLoE2Lyeif6q5CurSoUCqEpTRQgOH2H1+VyObi4uAisizIMA5rNZmCN187OTqgMBOaN7+FTQjTigPXBaVT8GxXxovXDhX9RfOT35Paha+MWKeKFgwC9L1Ek0AgeRhhV96xKAAGohRfeF/I6OCpsZfEk1xUh/yCgHGg6/BHQ6XQieag4YP50SjRqmlGVHrnSeyHtNV70c0fXO8rrzKKeSsSnHekTaHgOlwdkMplApCwtLnHAKSx82o8Cn/qjTwMWCoV7eaqR1jWXy4nZDrlfkkwzyvnJTzUmfdI0LTFC++T9+/eh1/SJzGw2C6enp6E8VFNr2E9470Zdq0JaXOV77P3796J+eO6Pf/xjKA3ywqk3eh7PPXnyBK6vr8eaZgRIT3gdHR3BysqK4PHTTz+JpxCjuP70009KrvTabDYLHz58CHBP5anGu2IWZSwDJlmHRR9U0AXD4RCeP39+rw8DRAk3GfNQ17sgKU8Affa+AtCHi077QenEJQ7LxHVp9/Higw8++OCDDz744CPdgyNeDAZjashkMvDrr79Cr9db+EMXLrrw6PV6SxUFWiauSxvxShssvBgM/aHTIK8LF1149HosvHQFC6+UwMKLwdAfOg3yunDRhUevx8JLV7DwSgksvBgM/aHTIK8LF1149HosvHQFC6+UwMKLwdAfOg3yunDRhUevx8JLV7DwGgF5x+txMI7worYpSdNPspt+HJJuGnkfiOI8zqP/CLrvlWF82vsqm80G9oGi1ki4J1kulwtYmjAYOg3yunDRhUevl77wovuj4X5XdP80OQ2FygaKpk1iE0WRFtfz83N4+PAhGIYR4oamz2dnZyKNYQT38ZLTDgYD2N7eBtM0Axuo4p5Xb968uTeT7PPzc/jiiy/AMAyxz9ZwOITt7W2x7xg6J5imCR8/fgzlQS2DTk9PRX6G8XnPL9wvLMleXmPvXE83qExj53qE53mQz+fv7BtId7hW7YA9Crip5aJ4FyLQTzKp8MLd+C8uLoQBOO5wLvPHHfJxM03P82BjY4OFF0NAp0FeFy668Oj10hVeaIK9t7cHZ2dnSscAmibKfmZ/fx9arVYgbavVCr1/X7v0o+ek7/tQKpXEbuy0vp1OR5xXWf/QtCqvxlqtJlwJkiAt4UW5vnr1Cq6vr4WnIgqmVqsFg8FAafJN+/Xly5dQLpeFzya2C3JN2ldjCa8oI9qkGEd4nZycKM2Is9ks5PN5cBxH/I8WLcViUewyj7uLU2Nh/B93hZd3IAcI757veR5Uq1UwTTO0sz0tY3d3V0To6K7wuEs9LYvykK2F8Hy32w3sjC/vTm/btuBsWVagPlRI0bKjyqXcaaRsOBzCt99+C7lcTohsFF5y3zAYCJ0GeV246MKj10tXeB0eHsLx8bHYaZ76SqKIoGmoqFAZgFuWJdKqxs/7tkc6Pz+HTqcj6nF4eBiwwEGorH/ktFR4oSjDGRJZzKiQ9lQj5YqRupubG6hWq5FekwCf+jXKBLvRaECv14NHjx5BJpOBL7/8UhkxkzGW8EJfQIB0hRfaTMhTaXjjohjC/1EM0Wkv3N292WwK6xf8H/NR7QCv8jXc3NwE3/eVpsxoHYQiRDagLpVKobIoDzpNSM9XKhVRD2x3uW5yZAsjkii85LaIKpe2uyy80KQZRSX1hKSilsFA6DTI68JFFx69XnrCCyMb+P2rEkrUv1cWXjTC43kePHv2DFqtVsAyiL5/38KLTp/d3NyE+GO5KusfVVoqXGiUKGnkK03hJXNFDg8ePBBThVHC6+joSESzqPDCdsF7AqNnSSJfYwkvGnFRRYvikFR4US9Cw/jsv4dTX6ZpwsXFhfjf930hNqh3Y6FQCHju4f90PZO8Vg298RCywTWKFmwHatSNoL53cn1kHrQsen53dzfwoS+Xy6G6yZEtrE9UW0SVi4gSXliH58+fCyFGkdTDj7Ec0GmQ14WLLjx6vXSE13A4hHw+H/Dro+ua2u02WJYVSkOnG2mUR3Xgdy+On0n8GtOOeKFhd6/XE2ueKLebm5vQNCNdH0XTXl9fK4UXndYbhbQjXlRYDYdDaDQa0O/34enTp+KcSnj5vg+PHj0S/Yb+jNguVHjJEbEoTPRU47hrpRBJy+h2u4EoDgoWjLbglBn+Xy6XhdiQhYFKeNGojQxVxEsWXiiAsMGp8KLr4GidKSgPasRMz1OhhvnLdUPOBwcHgfpEtUVUuYhRwgvbBkUb5TmJdyRDX+g0yOvCRRcevd7sFtdHrfGiaVRiwvd9ODw8jDQzl98fhVk81ShPI9JpONX7FDQtFS40EkZF2CjM4qlG5NJut6FWqwXqF7XGC4H9JrcLbYOkXMeeasQ520meHowrAyMyNMpFo0fHx8fiFwOu06JRJ8MwoF6vi/OFQkFEp3BNlGmagWvliBeNZhUKBSgUCoGn+AqFgmgHGtXCNkFRKK/xomV1u91A3RH0PE5hRq3xwocbDMOAra2tQH2azaayLaLKRWBb27Yd6AsqqlB0djod2NjYuNP9wNATOg3yunDRhUevN9unGvEpxCRPNeITkPKaJjrVqHp/FNLiilNvqqcVqZBQTTNS0LSY55MnT+D6+lo80Uin90YhLeGl4kqjdvgkI63/b7/9Jq7HpxXpE49yu2Cavb29RBx4H68pg66fkiNGDMYyQKdBXhcuuvDo9XgfL13B+3ilhGUQXjQaNsk6OAZj0aHTIK8LF1149HosvHQFC6+UsAzCi8FYdug0yOvCRRcevR4LL13BwislsPBiMPSHToO8Llx04dHrsfDSFSy8UgILLwZDf+g0yOvCRRcevR4LL13BwislsPBiMPSHToO8Llx04dHrsfDSFSy8UgILLwZDf+g0yOvCRRcevR4LL13BwislsPBiMPSHToO8Llx04dHrsfDSFSy8IhBlOYNbKMTtXj7u7vjoD5g0PfV1vAtwY1LTNOH4+Bg6nY7YvJT6QQJAYMNUy7KgWq1OZBwtl/njjz8GzLapHRBubKratiKqnozlAnUhwI1x5c2CEfLnGu1TTNMU5rHFYjHxZ0unQV4XLrrw6PVmu4EqwOeNUd++fQuDwUBsvIkbhSJwU055g1R6veu6YjPOJJuozsIkW+a6srICb968Eefknezx3MOHD0PWSnj98+fPYXV1FQzDCOQ1CrMwyVbxqFQqcHl5KWyB3rx5E0gzHA7h6dOnoc1VVZvHpraBqvwlTO1nZBNpGeMIL8/zIJ/P39mKhtobJbE6Qk9CulM8tevxPA82NjbERqlUHMqm1XH1iSuTpnVdN7CDPbX2oXVS1ZOxXKCfUWrthG4HAACO4wTuU/lzrfqc4z0aB50GeV246MKj10tXeKHfInowygbP1Ny6VquF7GHQ+7Df7wMAhK7/+eefE4kQxKy4ogE0ComDgwM4OzsLpUH88ssvwkYIPQsp16urKzFWvXr1KiBQo5Cm8EK/RcqDnvv73/8O/X4ffN8X3o0I6jV5dHQErVYL+v2+uLbVaon74OXLl9BqtaZrGQQQ/kKm/oFxnn3jCK+Tk5OA2AD4HF3K5/PgOI74H0VQsVgUhtEYBcJIEtaT2g2pNjiljvQUcl2Qe5wwRCGlqk9cmbLwwoiFLLzwfeQYJ/4YeoN+Dum9RX1HxxVeAMnN0HUa5HXhoguPXi9d4XV4eAjHx8dQqVSg3+8L02uMUNFo2OHhoRBYCCq8qGm2aZpwenoK6+vrkMvlEgkRgHSF1+HhIbTbbcGHCsl2uw22bYNlWSJNVD0ajQb0er1QWwF8Ei2dTufeI17VajXEQ3UOAIToVEX8qtUqXF5eBq79/vvvRfrUTLLlL+SoL3YVkpbh+74wdKbTh1iW53lQrVbF/77vi2gTTq/h4NNsNkVEDv/HfFRCEb0IVZBFE40g0ClAOhUrl0XrE1em7M1Iz8vCi0YeVeKOsTygn0n648DzPOFZhgedXowTXnGfb4ROg7wuXHTh0eulJ7zQ4BjFFY1k0GhOu92GlZWVkMchfm5QeGG0Ga8vl8vCoDmfzycSX7Pient7C47jBATEs2fPoNVqBQyvZaBnoczVtm3hc3nfXo0yV2pmreKmMgVvt9vw4MED+OmnnwRX6sFp27aIGs5EeKUR8ULhQNc2Ydm4FuXi4iK0LqVarcLOzo64rlAoBAQJ/o9rXlTrXuKmSyln27YD16sGK7ksWp+4MjHiJQutUREvVT0ZywV6P1HxTiO8k0S8VPeuCjoN8rpw0YVHr5eO8MJ1jfIPExRX+KNjMBhAo9GAfr8P29vbIyNeVIzQKUqAT5+/JMtA0uKK69SQ597enhgvqLikbaESUDjNSLnSqbnhcAivXr1KtJ4tDeGl4vrnP/8ZcrlciD8VZPL0Mfb5v/7rv8LGxkbg2lwuB2tra5DJZCCbzcKHDx/Sn2pMY41Xt9sVgwKdYsMoGE454v/lclkIL8dxIgcL/B/zUUFey0Kn8GSBifWgwlAerOSyVINXVJnyVCMKq1FrvFT1ZCwXVFPX8trCSYUXR7wW89CFR683u8X1Z2dnIhqEAzJ+p9JzUWu8aDSJppXXgY3CLBfXq9Z4yedlYHRIFU3CdlFFkFS4z8X1WO/9/f0Qz3a7DbVaLcRNzs/3fahWq4n6a2zhhREcuo4Iz931qUY6XUcXBGN5x8fH4tc7rtPCtBglq9frgek5ebG6aZqBa1VPetGIG77f6XRgY2MjNJVIn2pU5SdPF9L6jCqTXmfbtvJpRtVTjVH1ZCwPqODGJ47j7gX5c01f45cmr/Fa3EMXHr3ebJ9qxCcScbE9jaConkzE6TV84pFeb9u2iIqcnp4mqsusn2rEp/PinmoE+DzNKD8Rube3B4VCQUSFVFOyKtyn8LJtOxDh++mnn0Sd6VONpmnCx48fldd++eWX4r048D5eDIZmGA6H8Pz586k+0aqa3o6CToO8Llx04dHr8T5euoL38UoJLLwYjNlgHKEUB97Ha/G56MKj12PhpStYeKUEFl4Mhv7QaZDXhYsuPHo9Fl66goVXSmDhxWDoD50GeV246MKj12PhpStYeKUEFl4Mhv7QaZDXhYsuPHo9Fl66goVXSmDhxWDoD50GeV246MKj12PhpStYeKUEFl4Mhv7QaZDXhYsuPHo9Fl66goVXSmDhxWDoD50GeV246MKj12PhpStYeEWAWvbQHa7lc1EY1zLINE04Pj6GTqeTeNfs+4DsKUnP3/WRfnn3eWoGripzGvVOAmqFRO2QstlsYHNduoGn53lgmmbAU5OhH3Qa5HXhoguPXm/2wgs3QX379i2cnZ3Bw4cPwTAMePv2bWBjUGqK/fbtWxgMBrC9vR3aaJXmF7ex6Ky5olWQaZrguq7gKm+Een5+Lt5TbbZK2ynpJqr3IbyOjo5gZWUF3rx5IzZCffPmTaDN6QaqT548gX/84x/wxRdfCG7fffcdrK+vi41nU9m5XrWnT9J9fpKUQe1zcPd2y7Igl8stnP28EvB0AAAgAElEQVQNGndPKrxQ1FLe4+YpW8VMA2jPdHFxAcViEa6ursBxnMg6o20S7nxOLY4Y+kGnQV4XLrrw6PVmK7yoOTYAwNXVlRibSqVSwArn3bt30O/3wfd9ePr0KVxeXobsgeT84jBr4fXzzz+Luv3yyy+CH3oyRrXD9fW1EJ57e3vQ6XQir43CrIXX0dFRwNxaZZcEAAHvyaOjIyiXy8LgvNvtwn/913/B5eWl6Pcku9fPnfBS+cwBfBJk1WoVTNMUtj+yXY7rurC7uwubm5siuoKqNJ/Pg2maIj1GZ/L5fKg8+l632xVWPSh4ZDsfjEJZlhWoExUoScqmtkBYFnLKZrPCHJyKHsw7ykYIo4ey7VAulxN5NJvNULslaSdVRG84HMK3334LuVxO2Mug8HJd905ClLEY0GmQ14WLLjx6vdkJLxrBkqNWnudBp9OJFBMY9aHCa1R+UZil8ML65XI5ISwQUX6L5+fnoh0ODw+h3W6HbHnmxauRwvd9ePTokeiLcrkMrVZL+GqiNyNA0Gro/7P3/sxtI9n6PynvO4A9+VC2Zu8L0K07qm9kUq6dDRVIm4hyIim9SzL+DUlnNsXdeAlld4ZrRbZIyTE5oUdgutSGY0KpJYSz0vMLXKd90GwQoMR/ap1PFcsmCHT3A4DsR6cbfarVaui66dp00xbFwhmvcrlsLMfzPKyursL3/VAybsrTSKaCGxaKuhQKBezt7SkjUqvVlMHzPG+oPv5ZsVhUBqJWq6kXz1mnR6F4m6rVqhpWi6ubl8vr4ZrK5TKq1aqKAjabzZBO/bw0m02VlFsvP5VKYXV1Faurq6oOaluS8xRlvChRORk5niicG0HBTmzq5G3RYouOfn92xosnROaRKsrHSPkbTVCHzI0X/Sbr5Y1ilsaLoljtdhu5XE6ZLz0nI0F5Hbe3t3F8fKxGM/TE0aZjTczSePFrW6/X8eTJE3z8+FElv6YIF9//0aNHoRyOJm1JTebCGS9uHjh8jlej0QglzCYzoc+H4ol+NzY2QvORRs1N459tbW2p9nieh0KhMGQO9cgWtYm2J62ba6e6uCbP87C7u4tqtYqLiwtUq9WhhMZ6G6gcU/lUFjdvfO5W3HkaZbyojs3NTWXEOEkTLgv3D5s6eVu02KKj35+P8aL+hydO5kOIUcdFGS+9vCjmNbnedV0VuRk1VBgEAf7yl7/gu+++C424bG9v4/r6OvEwIzA/49Xr9fDNN9+oeWh6xCsIAhweHmIwGKghZGB4CJWXGcfCGS8+xwv4aqZ04/WnP/1JDV+ZjBffDiAUdeHvuTExfUYGhJevmwYyWKVSKdQm2q4bj6i6a7XaUF1cU61WUxEvMl7NZjPUFjKF1AZeh14+lcWN1zjnKc54UZ1k2qKulWAXNnXytmixRUe/PzvjRdEb6oz1TtUU3Wi329jZ2TEatLjyTMzDeAVBgP39fWUq46I4/HM+LJfkWM4sjRdvZ7vdxqtXr1AoFIxzvLgR49eNa6PrnvRajW28eHSFOlzTNhPjPtXITU8+nw89GcfdNdVL+5BRcBxnaI4XldntdociZgT/rNlsjpzjlc/nVXvX1tZCbWo2m0ilUmg0Gonqjprjxc8Fvd/b20MqlUK1Wg3p1M8LRcBMc7yofTTO7fv+kLZR54muOxkoXj43VWQGO50OVlZWQvUJ9mFTJ2+LFlt09Puzn1zPhxVpmNH0pB7ty5/ko/2fP3+Oy8vLofLimIdWx3Hw66+/4ubmJnaY0fS0IxmacYYZgflMrl9aWlLROdI06qnGTCaD3377LaSNyqHrzocjo7B2HS8+J0mPwtjEQ9Ep3B9s6uRt0WKLjn5f1vGyFVnHa0rM0njR5HH9yUfbeCg6hfuDTZ28LVps0dHvi/GyFTFeU0JWrhcE+7Gpk7dFiy06+n0xXrYixmtKiPESBPuxqZO3RYstOvp9MV62IsZrSojxEgT7samTt0WLLTr6fTFetiLGa0qI8RIE+7Gpk7dFiy06+n0xXrYixmtKiPESBPuxqZO3RYstOvp9MV62IsZrSojxEqIwLdAq3E9s6uRt0WKLjn5fjJetiPGKwJQ+Rk8YPYppGi++eOc8llfwfR+5XC7xoqDj7j8t5tkOvvI95Qmbdn3jXqNMJoNsNqvyberbeBJ1Wuz3oWNTJ2+LFlt09PuzM15BEGB9fT2U0Jonun7z5k1ooUzP8/DkyRPV/1QqFTx+/Ni4oOoiLqCq6+VaX79+HWpvr9cbS2sSDbM0XlwrLYhKSbP1BVQppRBpK5fLIe3v3r0LaU2i4c4pgyilTJJObdoRLz2Fjed5WFlZSWS+fN9HuVy+VZ3jHHfbesZlUdvF0ZOLT4pJaaGUTfw+Mm0zpU56yNjUyduixRYd/f5sI156TsajoyMMBgP4vo/19fVQrsZffvlF/QZ0u13U63WVUqbb7eLVq1cq3czOzg6Oj48XLmUQTxfEtfIchcAXrVzb3/72tyGtpO/ly5eJtM464kVaP336NLZWSiB+W60TydVIRCW4JmZtvICvOQn1VDye56FarSKTySCTyaDRaAxF7fRo3qiUPsViEbu7u+h2u3AcB7lcTnXUPPqm739xcRHbtpOTk1CZXNvW1hZWV1dVKiW9HjIKtF+xWAy1h84ZpQ+q1WpKtx4xNEU39XNSLpdVOiP6l+dnLBaLStf5+XkouTjVV6vVIsvQ26afK8oJaYp8cq1R543TarWGjKFpmxivMDZ18rZosUVHvz9f48UpFos4OzszHqfnKDw8PES9Xlf7L2qSbD1PI6HnL+SM0kpJqF3XXWjjxZmE1rhrNlHj5bruRHI13hZTB0iJrqnjpkTTfMi0UCigVCoNzTHSk2Hz95Qsu9lsolAoqOgNDUnxVD7A16Td+v7lcjm2bXt7e0NlkuEhE9BoNJTh4u3S99PbQ+1oNBpKv15W1PkwnROeUzKfz6sfGH2Ymif8pnPGjZmpDL1tpnPleZ7SbtK6urqK1dXVyPOmww1s1DYxXmFs6uRt0WKLjn5/cYxXVAJoPUchvac+4+bm5t4Zr7tovW/G67Zar6+vZ2+8qHMbxbwiXqlUSkUzaBK33pm7rjtkvCi5M8EjerwcMjjValVFsExJp2mIiu+/u7sb2zaaR6QnluZmgRJWk/Hhk9X5fnp7qB3dblftr5cVdT5M58RxnJDR4Vp4OzzPw+7uLqrVKjY2NoYSgUeVYdKpmzLSHqW12WxGnrcoRplOMV5hbOrkbdFii45+fzGMV7vdVsOGOt1uNxQ9p/d8zhQloo5jEYxXEq302Sit98F43Vbrs2fPVILxjx8/zmaokSITccxrjtfW1pZqn6kzjzJepoiXqRxupFzXhe/7ajuZFTIS+v7lcjm2baVSKVQmwY0MzbUjooyX3h6T8dLLijofpnOytraWyHjxiBedM64rqgyTzijjFaWVG68orbwdvO2mbWK8wtjUyduixRYd/f78jVe73cbOzk5k52oajuLvfd9HpVJZuMn1wLDxIq1RbZik1nkbr0lorVaria7X2MaLIgQ0VMOTNPMhPRPzeqrRNDcrn88jk8moOT65XA6ZTCZyjlc+nzeWQ/usra2puVs8ysLPTzabVfOZaP9msxnbtpWVlVCZ/FqYImv5fF69J2PEh/h4e2huV6PRUPvrZUWdD/2882E8HsUyzb0y1Z1KpbCxsaGGRk1l6G3QzxXXzu8FXt+o8jidTgcrKyuh/fVt5+fn8lSjhk2dvC1abNHR78/WeNHTas+fP8fl5SUODg6QTqdDT+9xUxE1HHVzc6OO5U9JxjFr4/Xy5Uul98cff7yT1qWlpbG0ztp46VqXlpZCTyom1Vqv17G0tIRvv/0Wv/32W6K6ZR0vYWZEzaMS7MKmTt4WLbbo6PdlHS9bkXW8poQYL0GwH5s6eVu02KKj3xfjZStivKaEGC9BsB+bOnlbtNiio98X42UrYrymhBgvQbAfmzp5W7TYoqPfF+NlK2K8poQYL0GwH5s6eVu02KKj3xfjZStivKaEGC9BsB+bOnlbtNiio98X42UrYrymhBgvQbAfmzp5W7TYoqPfF+NlK2K8ItDTvgBfVyvX06qYSGq8aL0nylPY6XTUeks8LY9ePy3IeZuFLPU63759O7QWFC3CGbVeGIDIdgLhVdL5yuuO44RS+tBaW3x9KlN5grCI2NTJ26LFFh39/uyNl+d5KBaLag2ndrs9co0q2v/q6grr6+tqP76a+5s3bxZuAdVer4cnT54glUrh9evXKulzOp3G9vZ2qB1cC+0LQK3fVSgUsLy8PPT5KOZhvHq9HorFIj59+oRnz56p9urnXD8P7XYbjx49Cq3dRet5mY7XufPK9RcXF2oh0bjVu5PU4XkeNjc3Q4uTUi4kWvl9ZWVFLdVPiY4BqLyDo9rg+z7K5XKiOvm+PDly1Ar5lOBZbyedN0oITcmxXddVn2Wz2ZBxpRXVo8oThEXFpk7eFi226Oj3Z2u8yGBsb28r8/Dhw4dII6Hvz1e+Pzo6wmAwgO/7ePHiRaKFRWeplffle3t7+Pnnn1X6nJcvX+L4+FjpNmk5ODhQ+Rlvo3XWxotS/Wxvb+Of//xnZHt5GiE6D6enp6F7oF6vq3yNSZhYrkbP89DpdEYem6QOSvuiw40PQYZsFGSkKCplSnocVaduvGhl8qickGSSRpk/07FBEODvf/87stmsWpmejFdceYKwaNjUyduixRYd/f5sjVelUsHJyYmKeJGxymazuLy8jN0/KtdjsVjE2dlZbP3zGGrs9XrodDpoNBo4OzuLTXRdKpXQbrdVBEyPBJZKJVXOKGZtvKrVKtrtNorFYugc6+11XTd0Hl69eoXl5WVks1l8/vw5lKsx6er1EzFeNIQWlzIlSR2mRMyEbpoooTK1i4YA+VAomSoyRs1mMzYZNjEqdY5unvTciFFDr1HGi/IVUgSP5xAcVZ4gLBo2dfK2aLFFR78/O+NFkQ4+1EhRoXa7jVwuFzJfpv2jjJee5y+KeaUM2t7eVoGNOON1eHiIZrOpokI88kWfJ9E6S+OlXyt+jvX28mhWr9dDpVLB5eUl2u021tfX8dNPPyntSSNfE4t4RW3nJKmjUCjEDqdRZIknaI5qA59XRXOqdOMVVSdFvHSzNCriZWqnXmaU8QK+DnvqiaOjyhOERcOmTt4WLbbo6PdnY7yCIMD6+nooVyEfbgS+REL4VBLT/ldXV8Yk29RRxzGPiBcljz47O1NRLMdx8Ouvvw61mbTQSzdp42idlfGKulY0d0tvL0W06Dx8/PgxZCqr1aoahiXtMzNewJcbcZJzvIDwEB6ZDtpGE9N51EtvG48cUfm68YqqUx9qJGM1ao6XqZ2cOOMFfDFYPLH0qPIEYdGwqZO3RYstOvr9+U+uBxAZydL31/drt9vY2dlJZESA+T3VyKM+vu+jUqkYTdfOzo6KBFHkiJsx+jwJ85xcT+0e1V46D/Q5GVQ+XJnUaI5tvCiCRPOOeEQpLhoz7lONfIiv0+lgZWVlaCiRP9VoGu7Uhwv55PlRdfLjarWa8WlG01ONUe3Uzx/Vz8vlbaJIW1x5grBo2NTJ26LFFh39/nyN18HBAdLptIoAxe2/s7ODdDqN58+f48cffwxFWd6/fx/bQc9SKw0zUttqtVrk05v09CLXQvtvb2/jzZs3Q58v2hwv4KvxorZTe9+9e6faS08rZjIZ/Pbbb0o7j37RPtvb24k0yDpegiBMFJs6eVu02KKj35d1vGxF1vGaEmK8BMF+bOrkbdFii45+X4yXrYjxmhJivATBfmzq5G3RYouOfl+Ml62I8ZoSYrwEwX5s6uRt0WKLjn5fjJetiPGaEmK8BMF+bOrkbdFii45+X4yXrYjxmhJivATBfmzq5G3RYouOfl+Ml62I8ZoSYrwEwX5s6uRt0WKLjn5fjJetiPGaEmK8FgvTYrKCcFds6uRt0WKLjn5fjJetiPGKgBb7NC3kmaQTH3cB1Uwmg5OTk9jk277vI5fLJV5cdNz9TUQtfJoU0wr2o/a9a3s5lCKJ8o5FfT6tdiRJC7WI3OWaT/IajnPvzAObOnlbtNiio9+fr/HyPA9PnjxBKpXCmzdvhhYFpQVW6bO493HMU2uv11NaX79+bdS6tLSkPot7H8c8jVev18M333yjtOrnnBZIpc/i3scxkZRBtMr7JJJk8/Q9UavMU52UzicptzlmVDsbjcatj6/Vashmszg/Pze2aZJt5fD0Rrf5/K5tS1L+onLXaz4p6N4R4yWG5aHp6Pfna7zoj1Xf97G3txdKpsxXrC8Wi3BdF4VCIfL92dlZbH2LpJUnBOepdkqlktIW9f7s7GwhV64nuNb9/f2RWhuNxsj3SbROxHiVy2WcnJxMJOLVaDSMnTKPNmSzWTSbTRV5oAhAt9uF4zjI5XLY3NwcSudDkbRisYjd3V1cXFyEyux2u6hWq8hkMiqqRymJcrmcKkdPJ1Sr1UJ16Z9zA9lqteA4jqqLdOjph6itXN/Gxob6PJ/PY2VlBY7jqG2mtprOn+M4ODk5QSaTUceaUiLx9pKu3d1d1eZisRgqI2n9UeUTrVYLW1tbWF1dhed5oTry+fzIcwB8+QGk65ikLtKRyWTQaDRU3efn56rNVA+PdtF1jdLP35+eno51z/Ft+jkIggDValWMlxiWB6ej31+MoUbP89DpdEId7MHBgcrT1263sbS0pFLlmN7XarWFShkURa/Xm4nWRRhqNGmt1+sqCXa73cajR49USiHT+4ODg+knyaZkmJMaaqQchTrUcdL/V1ZWVH0UAajX66rD09sHAM1mE4VCQe1fLpdDZfJ8iDQcRkaQl0nlmvI98qTe+me0f6FQUB1uo9EInTcqg9rK9Z2fn6shpk6ng729PWXSarVaZFupDF6/fqz+ebVaDb33PE+1g9pM9d2mflP5wFeDRhEdvQ4+zGY6B/pweJK6aF+6B6hu/Z5bW1sLXfM4/fx9sVhMdM91u92h9ps0ivESw/IQdfT78zdelH9xe3s71EG7rhv64++Pf/yjyudoet9oNBbeeFH+xu3t7VA7XNdVkZ1er6e0Rb13XXfhjVdSrf/1X/+lcjSa3ruuO13jZYpijBpuTFJH1Pwfvt3zPKytrSljQh0RRRN4lIAn7yZzSPvv7u4OlUlDSdRpRs1r40aKR7harZbRPEYZr263i0KhMFQGN7K8o6Xz4LouNjY2Qud91Bw8fv4ajYZKvE3H6p+bzAq1g9rME6SPW3+UGdLPlV4H3990Duha8uuYtC6KUJn21T8ztU3Xz9+fn58nvuf09uvXSoyXGJaHqqPfn7/xAr78Ju/t7WEwGKhttka8giDA/v7+1LXO23gBX7XypOALGfEiJhXx4nO8AIQiMtSx0lCUbkxc11VDNalUCr7vhyJeuvEql8tDZeqd4Nu3b1WZemSKOmEyWqMiXrwzpeEyGh4tFApDZUQZL+qsO52OahsR1VYgHHGiSAs/1vQ5Nz/cPFCb71q/Xj6PUtJneh10LqPOgX6uG40GXNcNnfuouvSoln7P6RGvOP38/e7ubuJ7Tm9/qVQK1SPGSwzLQ9XR7y+G8QKAw8NDq+d4cXStts3x4sRpncscL/orX5/cO42nGnkUQ5/jdX5+Hpo3xeccpVIprK2tqTKorRRVos+azWaozI2NjVC0LJ/Po9vtDkXOeFuo4+Z1Udt4+3lEK5VKYW9vD6lUCo1GI7R9lD6qn0waLzOqrYReP683n8+P/JzKo3bQZ/x836V+fX9ujnSNRNQ54MfTdczlcpF18XuN3wN6RHd1dRWrq6uh4+POP39P1zvJPTeq/fl8fuh+WDRs6uRt0WKLjn5/vsaLhhlTqZSK6Jg+p6cW497HMU+tNPQWpZU+p6cW497HMU/jxbVS9Mr0OT21GPc+DlnHS3jQmObqCXfDpk7eFi226Oj3FyfiNQsektZFiXjNAjFewoNl1Jw04fbY1MnbosUWHf2+GC9bEeM1JcR4CYL92NTJ26LFFh39vhgvWxHjNSXEeAmC/djUyduixRYd/b4YL1sR4zUlxHgJgv3Y1MnbosUWHf2+GC9bEeM1JcR4CYL92NTJ26LFFh39vhgvWxHjNSXEeAmC/djUyduixRYd/b4YL1sR4zUlxHgJ0ybJenLCdLGpk7dFiy06+n0xXrYixiuCUelzeM65KMZdQDWTyeDk5ASdTmfk/r7vI5fLJV4SYNz9TfDFNW+zDhTPOZhk37u2lxOVlmmSTLrNSerb3d3Fv//975ms6D5rffcJmzp5W7TYoqPfn63xovQ3mUwGnz59gu/7ePr0KVKpVOQiqAcHB0in0ygUClheXlb7Xl1dYX19Hel0Gs+fP8fl5WVs/bM2Xlzvr7/+qrTqi6D2ej08efJk6DNa5f3s7Mz4+Shmbbwo3Y9Jq+mc1+t1LC0t4a9//SuWl5fVgqmXl5d48eKFuq6fP3+OrXsiKYNOT08THTtuyiBaGdxkbHzfR7lcTlTvXY4Z1U5K63IbeOJrU5sm2VaO53lYWVm5tfEat13T0qFD53OSpmtWbbcNmzp5W7TYoqPfn63x+vDhQ8g0HB0dYTAYwPd9rK+vh/IXAl9MF+Ul5Pu+ePEC7XZbJcbmuQ5HMWvjxfXq7ef5Cy8uLlQfvbe3h8vLS2VKt7e3MRgM1Of7+/uJTOasjVdSrcAX01Wr1XB9fT20b6vVQqPRwPX1dSiv4yjubLzIHCXp9JLUQfnqTPXyVCvNZlNFmyja0e124TgOcrkcNjc3kUql4DiOKo+nFtrd3VVJtalMSlydyWRU9I6SI+dyOVUOTxVDOQh5Xfrn3EC2Wi04jqPqIh30ojKorVzfxsaG+jyfz2NlZQWO46htpraazp/jODg5OUEmkwmdH4JyCK6urqq0NXq71tbW1D6+7xvPwe7urtJH6YVM9fF2n56eDp2rarWqjs9kMio3Fr9OdF/y8wF8MWSUrof+1VP+8PPHr3+j0Rh5jUlf1Ll6qNjUyduixRYd/f7sjBcZiWw2azQOer5FHg2jCBnfl+dqrFQqQ6bNxCyN1yi9UTkIe70eOp2O0tRut1XeQv3zOGZpvHzfx7NnzxJppX3puv7222+hfXmuxmq1OmTaTNzZeJHzbbVaseYrSR2Ug0+HJ56u1WpYWVlRc3ko2lGv11UHypMg03HNZhOFQkHtXy6XQ2Xy4VIajuOJi/XhVT0SNypJNt+/UCgo49VoNIaSb7daLdVWru/8/FwNT3Y6Hezt7SkzVKvVIttKZfD69WMJMmh0LalM2q/ZbGJ3dze0T9Q5yGazSp9eDkdvN9+HcoPSddGvE+kKgkDlN6TjyVhRfsN8Pj+UgJr2L5fLoWH0QqGAUqk0NF+M66P8jVHn6qFiUydvixZbdPT7szNe1Le1223kcrmhDlpPptxut1UUi0e++L40lGfKfWhilsZrlF5dK/A1f+H29jaOj4/RarVUonCev3B7ezuRhlkaL651fX19pFZ+XXnki+9Lw5amPI8mJjLUSERFq4gkdUTNP+LbPc/D2tqa6hSDIEC1WlURLJ5gmEc4aOI17b+7uztUpt4pj5rXRp0rj3BRJ66fnyjj1e12USgUhsrgk8SpvUEQqPPgui42NjZCycRHpcDh56/RaGBlZWUoEbmprWR8aD9ql24u9PZTm0mfXg5Hb7d+rqrVqnpP0TH+nq6p4zhDdZBRojK58TJp49ef/kIdpa/ZbEaeq4eKTZ28LVps0dHvz2dyveu6oX6Jd8ambfRbcnNzo7ZfXV3h8PAQg8HAOJxlYl6T613XVVEfk1YiCAL85S9/wXfffRcauSGzFQQB9vf3E2md1+T6OK18W6/Xg+u6uL6+jryuPCIWxcSM1yhDRow7xwv4agJqtVqoM93a2hoyJq7rquHBVCqlOvEo41Uul4fK1I3X27dvVZl6ZIo6XDJaoyJeeofvOI4aHi0UCkNlRBkvMoidTke1jYhqKxCOeFHUKOpacW16HVHGS2+/brz0cjh6u03miLd9bW0t9J5HvEyGN8p4mbRFGa8ofdx4jdL4kLCpk7dFiy06+v3ZG68gCLC3t6eGBtvtNnZ2doaMCEV7eAfearXUvu12W0XBRpkZzjyMF5mlwWCgtI5qA48Q0eR6vr8pWmZiHsaLG8MorVyTfl1p28HBQejzic/xoo6Qhlf0uS+jGPepRh450Od4nZ+fh+YC8XlENAeJyqC2UtSCPms2m6EyNzY2QtGyfD6Pbrc7FDnjbaEOnddFbePt5xETPt+o0WiEto/SR/WTCeBlRrWV0Ovn9erRmXw+r0yMXgd/z42Ofg5obhfVw6+NXp/e7qhzpZfNry2/Z/QIIF1b+ixKG+mm65/L5dQ1iNI3qryHik2dvC1abNHR78/OeNHTiY7j4Ndffw1to+++PmRIn29vb6NWq4X2/emnn5DL5ZBOp4fmgEUxS+Ol6z04OMDS0pJRKw0j6tvJpOTzeePno5il8aInFB3HwcePH4e06kOGtP/29jbevHkT2vf//u//1NOq33777XQiXndhFnUI9qFH1x76HKpFx6ZO3hYttujo92UdL1uRdbymhBgvYVz0+V+j5rEJi4FNnbwtWmzR0e+L8bIVMV5TQoyXINiPTZ28LVps0dHvi/GyFTFeU0KMlyDYj02dvC1abNHR74vxshUxXlNCjJcg2I9NnbwtWmzR0e+L8bIVMV5TQoyXINiPTZ28LVps0dHvi/GyFTFeU0KMlyDYj02dvC1abNHR74vxshUxXlNCjJcg2I9NnbwtWmzR0e+L8bIVMV4RjHqUnxaYHLW+UpI6eNqV2y5ESQmM45J2Rx2by+USL1Uw7v5JMK1T5fs+/vSnP6mk1HdhGm3m8AVmb7Pe1jjXb9pabgtp4GmsqI1JlsTQ96FUSXHnNKpsUzaDUce0Wi210GO/34/NSsGxqZO3RYstOvr96RmvIAjUosl8cUtIkykAACAASURBVFNaWPTNmzdqUU2+Sj3Bk2TTvpSbkcpstVqh93FMU+v6+vpQO3h7//Wvfxn3IfRcjPzYVquFJ0+eIJVK4fXr13NdQJVr5YubUn5F2h6XW1Jfwf7Ro0ehBVNpkdXXr1/HXrOJpAzi6WhGEVcHpWGhZNAXFxdwXde4r+/7KJfLxs8oQXNS4zWqrEkekwTqBPXzOQtNt8FUD0+9cxt4UvAoDbPSdxv074jpO2Pa5rpu6PryfSipq8mUjjoO+Jq1gP8RE3fM6elpSJOeymsUNnXytmixRUe/P92Il54eSE92DXw1WNvb26HtR0dHGAwG8H1f5WI8PT0N7fPhw4dEJoSYpVZguH08fRCHp8Z5+fIljo+PQ1r579X+/v5QgnET04x4mXJGcq0mPfo1f/bsmTJl+nnSk2fHcWfjFZVCxkTSOvTORU8XZEoRw1MW8dyGehsprx8vj9K/1Go1VXe324XjOMjlctjc3Byqg6cp4pENKpOSYGcymaGoRS6XC6VXMrVna2sLjuOEFg7d3d3F5uZmKCURRQX11E3UvnK5PHTu6HzkcjkVQaNtdHxUW/X9qB5TwnCeaoefO74PpRKi1EiO46hzx69LlD46/xsbG+qzfD4fSrsUp2nS6BHLSRgvwvM8dDqdUH1xx5XLZZycnIQiXqOO8X0fy8vLyGazoRxrphykJmzq5G3RYouOfn92xotHsHjUp1Kp4OTkZCjixSkWi2i32+p7dHl5qcqj90mYpfEytS/KePHE0r1eD69evQppJXq9HjqdztxTBunGi4wUtVfX47puqM3VahXtdhvFYhGfPn1Sx37+/FmVNdWUQfqPOk9CHRf5uq3x4j/4VEez2RxKWs1zKXLjpXcYenkrKyuqLIq21Ot11VmbtFL9tH+5XA6VyY0oT/ysl2lqz9raWshg8iTQZMzoPFPZ+nng7dPPHbWPR9CobVRfVFv1/fTrQG3Q7wP9PuHXg+9fKBSU8Wo0GsaydX1ksuie6XQ6ofMdp2nSUD3EKON1fn6ujLGe+1E/jobheR7KuON40vXd3d1Ex9Bfq61WK2S+kkYyberkbdFii45+f3bGi747Nzc3KvLFv0+jjNfh4SHOz88RBAHa7TZyudzQ+yTma5bGi773vH1RxotHAnu9HiqVCq6urkLHxg3d6czSeHGt6+vr+PHHH1XESjdeFA2jaz4YDELH/vTTT+o+SRr5mqjxivthvq3x4uaC5qrQvzx6EmW8KKk0oZe3tramOng6ls/NoaTJvA6qn/bf3d0dKpPOBXXEUfNv9PY4jqOMCK+nVCqhVCohCIKhZOX6eaDjTOfONJzJ59bxjl1vq76fae4QN1Km66Nfjyjj1e12VdlR+vi1Jq0UzUmqadLoZniSEa9xjjOZOhpuTFIXEDaRo+aJcWzq5G3RYouOfn8+xsvzPPztb39TSa7p+6QPNwLhYSvCdd3Qb4L+PopZDzUSFAGKMl48GkhJtUkvjx6ZhviimPVQI+G6Lk5OTkJ6Pn78qNr/4sWLoWtO1+Tw8BDValUNTZJpm7rx4j/G3ISZuEvEizoM6qSpXurEx4148fK2traGjJfrump4MJVKDdWhd/zlcnmoTN14vX37VpXJOzC9PWtra8qIUISKG69mszl0nvXzQHWYzp3JeFHb9Pd6W/X94oyX6fro14Mb9nw+D8dx1HAvlR2lj19rMrw0FJdU06QZJ+I1rvEy7Zd0iDLpUGPUNol43d+XLTr6/dkZLx7V0s1UVMSr3W5jZ2dnaJ4UNzijDI/OPIwXN1tRxovwfR+VSkXpNRmcw8PD0JSFKOZhvExDkJVKJXZyPT+WhiBp0r1uuk2Mbbz0SAvwdWgt7gnEceugzts0x4tHQOilz/+izp3vqw/T8LlAZAj43KNUKoW1tbWhOqhM+qzZbIbK3NjYCEXL8vk8ut3uUPTHpI/mNvFzyue0VatV9YSbPsdL12Sa40Vl8ciPfo6i2qrvR+9N14oMWNS508ug/fb29pBKpdBoNFTZUfro/JuiaUk1TRp9qNX0nTFt0+H7bGxsKP1xbTeVHWc2+THlcln95Xd2dqb2kTle9/dli45+f7rGa2dnB+l0Gs+fP8fl5aV6olGPbJmMF+1L39Pvv/8e6XRaRYToc3qfhGlqpaFAXSuPYOn7cK386Ux6T8fSeUylUnj//v3c53iZtFJ7P378GNITNUeLjFetVgsdS0OMS0tL2N7eTqRB1vG6h/A5SkEQRD75KcyHIAiwubk51Qn8s2acJT5s6uRt0WKLjn5f1vGylQe7jpe85CUveclLXvKSl7ym+5KIlyAIEyOdTo+1VtEiY4sWmyInNmmJ4yFpfbARr2kjxksQ7McWswLYo8WmDtwmLXE8JK1ivKaEGC9BsB9bzApgjxabOnCbtMTxkLSK8ZoSYrwEwX5sMSuAPVps6sBt0hLHQ9IqxmtKTKsOffmIpIyTf24RyhWE+4AtZgWwR4tNHbhNWuJ4SFrFeE2JpHWcn5+r/IiU9zBq4UZaWLTb7YaSJidJC0OpZSbNbcql9vq+j9XV1Tu1ixvRqPImUY+JaafjIXzfV6v4U70rKytDeSVXV1fVUyRxxjxqwVKdRqMBx3GwsbGBUqk0cn99oVJqN1+Xi161Wg2FQgGO46g1uHh6p/Pz80R6+FpqlIszCsqUwHNp3kYnxxazAtijxaYO3CYtcTwkrWK8IjClXKEf7iSd2zh10EKnwJcOYFQOSB3f95HL5WZiACbBpNtLC4dOc5HQqHpncd5pnSw9GwGZF76NZwCIOx+1Wi10b+sZEACEEnADX0xuVHTT9328ffvW2G5a6JUWv6VV4blporaTeUuqh/JXUtokvritrgcwm9ZxdOrcxay0Wi2k02lkMhkMBgPUajWk02m8efMmpE/fpm+n+mlRSNqmv5+mljhokUlT2hn9M/28ANGrp5u4bQfueR4eP36MVCqFN2/eYDAYYHl5Wb2PW1QUCF+Dq6sr5HI59cdEv9+PLG/SWpLQbrfVeaaFQePuqSitpvtt3PtvWlp7vR6ePHkSOu98Wyr1deFTfcV2IJwy6PXr1zg7Oxs6lhYaff369VwXUO31evjmm29UW6+vrxEEAdbX19WiqoPBAOvr68YFVHnaoOfPn+Pz589qwVQqD4BxWxR3ThnU7XbVj3FcpCdJHa1Wy/jXN687lUqpxRzz+TwymQyKxaIyflGr6zuOg62tLWQyGZXHjtdF6Wq2trbgOI5ajX51dRW5XM5YTyaTUWVSsmG93Ki6qY0U/aD/O46DbrcbqZXXx6EIz8rKChzHUW3kmujYXC4Hx3Hgum4oipLNZlWeSq5BX12fVubnbUmyGvskoOTNVEcQBDg9PUU2mw1tp3vp5OQEwJeOISoC5HkeSqXSSOPFswdQOXReTCaIUhtFtRtAyBhRna7rKiPZarWU8dL16O2nNlE7y+VyKIdoUuNFnTzppNQhuVwu8cr1tzUrp6enoXYVCgXc3NygWCyqBOf6tqT7uq5rPHZaWkbBU2jt7OwMJY3XP+PnBfjyXV9eXkY+n59qB07JhH3fx97eHlzXxWAwgO/7WF9fVyYwqj08mTLwNe0UmZDNzU1jedPQkoQPHz4Y0wIVi0WcnZ0ZtxH6Z/r9pr/nx85aq35dr66u8Msvv6jUPt1uV41ePH36dCjR9dHRkbpuL168wD//+c/QsaT1+voapVJJ5W4cxbSMF9e6v7+Py8vLUCLser2O4+NjXF1dGdMK6ftWq9UhbXSfJ71WdzZeHH1YRSdJHXrUgcM7LuqwWq1WKDUP/WjpZVBkjucLpDIoLQ91QJTyhQ/vVKtVYz3UEdKwXVS5vG7S0Ww2sbKyosrmQ43VatWoVa9PP3eUGofqo/Jc1w21gbZvbW2F0vaQdl2Dqc16W0znfRrwdgFfhqbPz8+VweXnpVAoxA65kdmh9puSS1MqHZ5yigyTbp4I/fugt9t0LLWFR5e5WUqih+qi/aL0RA3TUjvJbMXp1LmtWaHOO5vN4urqKhTVo/vStI3aHLdvOp3G8fFxaJ+4dk7LePEkydyMmD6rVquh8wIAlUoFJycnqiOP464duOd5Kgcqwc2DqT10PVOplIrUcXNSqVRCRmveZoRMRjabVWllKO9eu90O3VN8G4+E8c+WlpZU1Mj0Psn9N+2hxl6vh06nM9QOyq9YqVRCuQhN6Mbq8PAQ5XJZJY5OqnXaQ41cK4/iVavVUF5Kk/Hi+xaLxZC2UqmE5eVlpNNpfPvtt5EphzgTM176sIqJpMYrKuLFO67bGC/euVB0hndCfB+qixuhqHr4trhyiUKhgFKpFGm8yBDFaeXk8/khE8WNF28D304RL+rMTRqi2hx33qeBbgB4Hkd9uBGAMh5RpoEitXr7TcnW9WuibydM3weTcYkyXsBXw65HyeL0kKkw5dFMEvEaR6eJ25oV+suUTH69Xh8yJzwBOU/abdqub/vuu+9Uxz5Owu9pGC8eCdKNl/5ZuVzG1dUVWq0Wcrkcfv75ZxVNnfZQIxA9JEqdM09cz9vDEwZzTTScR52XXt40tYyC7r92u41cLoeDg4Oh+8V0n0UZ5j/+8Y8qJ6PpPT921lqBr/kL9WiW7/s4Ojoauq5R7eDXjY5tNBrKjPGI0ShmkauRa22323j06BHevXuHm5ubSOOl76tr+/Of/6wMdb1eTxT5mpjxSjKhPEkd1FnQX9xBEKBer6PT6agoFA2F0dyY1dVVlQA5qfHi82BM++jGiwyKqR5uPuLKBcLRI8dxIo2XrjXOePEoXVLjVa1WI8vhGqLaPA/jxQ1AEATodrvq/3y4sVarodlsqmOijAo3mqlUKlS2PtTIh1XpvJkM1du3byMjknrdUcaL6hxXD30WBAE2NjZijZf+oAXpHAwGsTpNTMKsNBoNbG1tWRvx4tEgPRn5qM/0RMypVMo4R0znrh14EATY29tTESoyVRQVNbWHGy8yGldXVzg8PFRzavTy5j3Hi3BdF3/5y1+Goja2Rbz06wp8GSrsdrvI5XKhe003aMDwdaMhSlO0cN4RL26sgiBQ9+GLFy/UNpPx0vctFAqh++L//b//F5oP57ru7IxX3DAjMN5TjRSFcRxH/WVqmuNFRm1lZUV1mhQpKBQKqkx98jV1Nrx86oBpPhfNieLbeD2mDttUrl43DRmSeaFhu0KhoMok86XP8TIZBEKf48Xnj+nRIL0s/rlJg95m/bio8z4NyIzoc9H4gx40NMjnZNGwaJQxTGIcaaiProlpjlcQBPj73/8+9H3Q53jxSB0ZJX1iPRCeXK/PMSP4HC/+/Un6VCN918h8mXTOYo4X8LUz4ENXts3xInzfR6VSMdahf6Z3krOKeBE8wrWzszNUr94e/p46aG54+TZTedPUMgo6zzTEZuMcL44eadTfmybXA19M187OTmg7HcujZPOe48Wh9rXbbRwcHOD6+lrdh1FzvPR9X716FZrj1Wg0lNakf0CMbbxME6iTDDMCsoDqItJoNELzvqijXWRMTzXOi3Ge9lukdo/LLJ5qJGPJozw7OzvqySvCtE3fTvXr20z7TENLHBS54k8pRn1G7/Xo1yyMFw0zplIpHB8fqydH6Q8APlxoag+1naJgPEKWyWRQKBQiy5u0ljj4eaYhQdKv31NRTybqn8W9j2NaWmnojT+9CHwdKuRtMxmvg4MDLC0thZ5iHAwGoWOpjnk/1WjSyp9qpCcZaT96cpHgTzXq+9ITjPRE4/b2diINC7mOlzA7Op1OKOJxX0yBvo7XPKA15MYZWl2Edo/LuDptWfsKsEeLTetB2aQljoek9cGu4yUveclLXvKSl7zkJa/pvn7//XdIKEoQBEEQBGFGiPESBEEQBEGYEWK8BEEQBEEQZoQYL0EQBEEQhBkhxksQBEEQBGFGiPESBEEQBEGYEWK8BEEQBEEQZoQYL0EQBEEQhBkhxksQBEEQBGFGiPESBEEQBEGYEWK8BEEQBEEQZoQYL0EQBEEQhBkhxksQBEEQBGFGpOadqVte8pKXvOQlL3nJ6yG8fv/9d6Tm3Qh5yUte8pKXvOQlr4fwUsZrBmG1qdchCMJ8SafTuLm5mXczJoItWpaWlnB9fT3vZkwEm7TE8ZC0Pnr0CP/5z3/m3YyZ8Ic//EGMlyAIk8MWswLYo8WmDtwmLXE8JK1ivKaEGC9BsB9bzApgjxabOnCbtMTxkLSK8ZoSYrwEwX5sMSuAPVps6sBt0hLHQ9IqxmtK3LUOz/NQKBQm1BpBEKaBLWYFsEeLTR24TVrieEhaxXhFEAQBstksMpkMfN8PbUulUshmswiCIPL4uDp830cmkwnN/G+1Wurzi4uLkeXrZe3u7ibef5rwc5TP55XObDaLer0Oz/Pm3UTBUuh7cHFxMfTdJfTvted5ePz4sfoONptN7O7uDh0XxSKblYODA6TTabx58yZRG++ihf5QpON3dnaQTqexvb2Nm5ubkW0xfeZ5HorFono/jpbbduBBECCXyyGTyWAwGAzdG8fHx7i5uUG73UY6nVb7UXtpX2qjXh69p/7j6uoqtk332YyMe/9NS2sQBFhfX0cmk8GnT58AfPmtePr0KVKpFF6/fq2u69LSUmg/AOj1enjy5Im6DyqVirrWdOzBwQGWlpbU+zimZby41t9++824jd6n02k8f/4cnz9/Dh3/4sWL0PEvX75U32W6Pr1eD8ViMdH1GjviFQRB6EfY8zw0Gg0AQK1WCxklnSR1+L6PcrkMAGi1WrFmLoparYZsNovz83NV3qi6JompXG4E6Tx5noeVlRUxXsJU0L+r+vuofbvdrvrOdTodeJ4Hz/OwubmZ6Lu4qMaLG6FisZjoe3dbLb7vY3l5Gfl8Hjc3N2i1Wuq3cWdnB9VqNbIt3GAVi0WcnZ0NlXdwcIBarZa4bXfpwIMgwN7eHgaDgfHeAIDT09Oh4+gPZd/3sbe3p0wVL4/6D9LUarWmZiLnjem6xjFNrfw6AMDR0REGgwF838eLFy/w6dMnfPjwwXg9fvnlF3U9u90uTk5OcHV1Bd/3sb+/j06no0xIqVTC2dlZ7HWdZsQrCALs7++HzCPf5nkeXNfFzc0N6vW6+oPCtG+73Vb36cuXL3F8fIzBYIBnz55he3s7kYaJGC8a/iuXyyP/Kr6N8crn82p7JpOB4ziqI3AcB7lcDqenp8hkMsrQOI6DbreLarWKZrOJVCqFWq2GWq2GVCqlymi1WuozQt8nn8+H/p/NZlEul0P7eJ6HarWKTCaDTCaDRqMxVC43XncxlIKQlFarFboHkxovjuu66j6N+8OKWFTjRR078PXcxLXztloqlQpOTk6UuXJdV5kUigQdHx8b22JqZ7lcVuUNBgMsLy8jlUqFIkyjmJTx4hweHqrOdnl5OTJi5XkeOp2OsTxuRiqVytS1zBNuLNvtdqL7b5bGi1MqldBut/H06VNks1lcXl5GlkP3AfAl6tPpdG6ldd7Gi4xitVodOid8X9d1lZHs9XpwXRflchntdnt2ES8AysDE/SgnNV403EimCwAajYYyS7VaTb33PA++74c6mUKhoIxXo9EYmhdGf302m83IOWO0DzdM/C882qfZbIaGaQqFAkql0lC5+tCnyfQJwiSh7wgxrvHyfR9v375V73l0exSLarz4+ZimFvrt4BE2HqHyPA/fffedinjwqA+AIZP2ww8/4Pj4WHUOPHqWNPI1aeNF98bNzY2KbLVaLeRyuZD50odXTeXRMKUeZZiGlnmiX1d+zaOYl/E6PDzE+fk5giBAu91GLpczmi/f93F0dKSiP3St//GPfwyZk0U2XsCX+/DRo0d49+7dUFv5vvSdu76+Rq/Xw5///Ge8f/8+ZN7iuLPxCoIAruvC933kcrmJRbx0o5LP59V4cj6fH5qXEmW8ut2uMkHc1PEfRr1+vg+VR6FICp3r5dCPeKPRgOu6scaLSBpFEIRxofuW4N9d+j7RHzcm46X/oZH04ZZFNV6ziHjxOUv02t7eDkWpHMfB1tZWZFv0dqbT6aFVrylaNosO3NRB6/cGwc1F1PH8fRAEODw8xGAwwPr6ukS8NOZhvPhQGsGjPJxutwvP80Kmen9/H8ViMTT/b9EjXvw+pGHWqON938ezZ8+M30v6vsfpuLPx4oaH/yVm4jZDjVT227dvQ50CvafOgJsfGh7c3d0NGS8ydPpfpBx9H+DLj9va2poKl5vKGcd48bL14SBBmBR3jXjxYUbg/ke8ZjnHS6+P8H0flUplZFui5gLR9rOzM/V53G8uMWnjxYeXRu1n2p/vx02nqcOftJZ5suhzvIAvpmtnZydUJ5mOuOvKt3W73Xs1x6vdbuPg4ADX19fG+9B0vO/7qFars5lcT38p0xwl/sSe6YkpzjhPNdZqNVW24zg4OTkJDUF2u91Q1El/InJvbw+pVAqNRkPN/6L5W9T+8/Nz9Rmh70MdD5+/pu+zsbGBTCYDz/OQyWTUUztUrv5UY6fTwcrKSqJzJgi3RTf1+neXo3+mDzMC93+OF/Bl6Is/ZRfHpIwXPc3G52TRMJypLabPeMdN5fEhvFHcpQOnttAcLj7MCHx9Us9xnJCZoOP40496eTRSMqv5avNm1DU3MU2tNDT4/PlzXF5equtIfdv333+vruuvv/461F7TMGMqlcL79+9D2+b9VKNJq76NIq70HaWnF03H//jjj1haWsK3334b2m+qxusuyAKqgjA7giDA5ubmRJ6aHWd5lkU2XuNii5b7bFZ0bNISx0PSKut4TQkxXoIwWyaxnt2oIUoTtpgVwB4tNnXgNmmJ4yFpFeM1JcR4CYL92GJWAHu02NSB26QljoekVYzXlBDjJQj2Y4tZAezRYlMHbpOWOB6SVjFeU0KMlyDYjy1mBbBHi00duE1a4nhIWsV4TQkxXoJgP7aYFcAeLTZ14DZpieMhaRXjNSXEeAmC/dhiVgB7tNjUgdukJY6HpFWM15SYdh025EActTp40pXDBWGe2GJWAHu02NSB26QljoekVYxXBHqaHkJPPxJFXB36QqPjQKmLolJZ3IVJPJKfpI5cLgfP8yLroZxogrDILLJZoUUip7mAKqUN4guCUiJpvngrpQOKWjiUr1T/+PFjtbDlzz//rBYdjUpMrTPpDpwv5mrSRujnmxKE89RHcedh2lpmybj33yy1+r6Pp0+fIpVK4fXr17i6ulKLivKFRwmem/Hs7AxPnjxRx1ImgqWlJWQymaEUPCZmabwo7Q+1l85xvV7H0tJSaBsQ1vrrr7/im2++UcdeXl7ixYsX6jx9/vw5tv6JpAyi1azz+fxEUgbdxeQEQYCLi4tQ6qG7UqvV5hZJm6QOQZgFi2q8ZpkySE/HQinOfN9XOQlPT08jjyczQ5ku6Len0+nAdV2Vn5HndRzFJDtw3rabmxscHR0NaQPMKXK63W5Ii+d5OD09Hesc31fjtWgpg3SOjo4wGAzg+z5evHiBdrs9dJ/RdeJpdV6+fIl//OMfKqvB/v4+Li8v8eHDh7Gu6yyNl65VT37NidNK38nr62vU6/VEyd7vbLx4Pri4XG7jGq9araZS/9C/PMdhsVhEJpNBJpPB+fm5ipZls1k0m02VeojwPA+O4yCXy+H09FSl9Wm1WnAcB9VqFVtbW1hdXQ1F9IIgQLVaVSmGHMeB53mh8vRca3w7j+TxVEW8fb7v409/+hMcx1Hlk85UKqW0xtUtCPNmUY3XLJJkE6PyFhaLRZycnGB5eTkyYlWpVHBycjKU65Hy4NH2SqUy8yhRVNsAhAxFXFLow8NDnJ+fjzwP09YySxYtSfYoSqWSyjl8fX09dJ/xpNm9Xg+u66r/dzodFT3LZrNDkbIo5jXUWCqV0G63VbRPTxlk0np9fa20kqG+vr5GtVpNFN27s/GiHIjAZI0XmROKouXzeVW+PuRJuRPpR7VWq2FlZWVoPhSZRM/zVJJravuoPHZkvOr1OjzPU8fp5UXVw3Pc6W0laDsvHwCazSYKhYIqM65uQZg3i2q8xvkjkZiG8To8PMS///1vBEGAVquFXC4XMh00isAjJABCORJpeO74+DhReybVgdNf/3rbuDbS4rru0PnWtdD0CdN5mLaWWTPqfEQxL610HWm4kPIvEhQd4maE8lBub29jMBggCAK0223kcrlE5mtexuvw8BDNZlOZ4nq9Hop88fcmrZRY+9GjR3j37l2i34s7Gy+enJpHakyMG/GiHyAyG/zHkpsTz/OUaaH3a2trQ8ZLN2y8jEKhgGq1GoqQ8eOq1So2NjbU3IR8Ph85503fXigUQm1LpVJDZikIAjiOEyqf9i8UCsoYxtUtCPNmUY3XIkS8+NQMgnfIND+MvuupVEolwqa/roMgwOHh4dDQ3igm0YGPahsQHpIBRkd4THNx+XmYtpZ5cF8iXnQdr66ucHh4iMFgoIbjCD4fjCfRDoIA+/v7oX15xGgU8zBepJVeegQPCM8HcxwHHz9+DGn917/+FTpPeoJtE3c2XkSSuUjTMl4ULSKz0mq1sLW1NWS8aJ4FmRleHhmbUcbLdd2Qbr28qO21Wi3UNlPEKwgCo4miMqjMuLoFYd4sqvGa5xwvACpyz8sbFRnTo0oUheCm0WTkTExzcj3wpQPb2dkJaRs1p4lHxoDR52HaWmbFos/xAr5eR4ri0H2mm2rC931UKpWhIWS6tiYjFsWsjRfX2uv11HBhnFZ+PShaRhGxqGN1xjZe+pAcmZ4kkZdxnmrc2NhANptFNpsNRZp4tIq2ZbNZXFxcGOdRcSPV7XZVdK7VaoWidXr5HKqr0Wio/fP5/FB5UfWMmuOlGzI94kVtpDlecXULwrxZVOMFADs7O8an76K4rRYaiqC5S/Q0G32/19bW1F/QUR2w/uQgDTPyyNO8ngTkbdO18cnFdB74+eZa6NhR52HaWmaJ6XyMYpZa9ev4008/IZfLqSdOuXk6ODgIc7uddwAAIABJREFUPbFIT/2lUim8f/8etVoNS0tLoWhYHLM0XvT0Iml99+6d0kTDh/q+NPeLa3337h2urq7UU43ffvvtdCJed2GSdfCIlyAIi8MiG69xsUXLfTYrOjZpieMhaX2w63jJS17ykpe85CUveclruq97GfESBGExsSVKBNijxabIiU1a4nhIWh9sxGvaiPESBPuxxawA9mixqQO3SUscD0mrGK8pIcZLEOzHFrMC2KPFpg7cJi1xPCStYrymhBgvQbAfW8wKYI8Wmzpwm7TE8ZC0ivGaEmK8BMF+bDErgD1abOrAbdISx0PSKsZrSty1DlksVBAWH1vMCmCPFps6cJu0xPGQtIrxioAvOMrX0KJFVOPW1Yqrw7SgKV8clPJ6JYGvgC8IDwG652kxYb4YsL6IL/9emNJP0ULJlJ7KlK0iikU2K7RI5DQXUPU8D48fP0YqNbxQq14/X02fQ7kY+QKpdOyPP/4YupbTzG9Ii7VSO0zaovT6vo/l5WXjeaAFWM/OziLP1aS1LALj3n+z1kqLg/JFRGlh0devX6s293o9PHnyRPXT79+/N+Yv5IusxjFr48W1Xl5eYn19fShBNhBOGfT69etQbka+YCottEr7jGIs40VpanzfRy6XG0pZw3MSmkhq7ij1UKvVMiatTkKtVlOrxEelMkqS5miSxwnCtNDNkf6ep8fiSdtNx/M0NJSk3vM8bG5uJvouLqrxmlXKIPoD0fd97O3tKWPEEwsDX42JnkYIAE5PT0Pv+bE8wTLPPzmKu3TgPJ2PSVuU3qOjI9Vf8JySXLfv+8Zjp6Vlnix6yiCe7ubly5c4Pj5GrVYz5pT85Zdf1LXqdrt49eqVylhAx56eno713Zml8TJpvbq6MqY3Ojo6wmAwgO/7Kmflhw8fQtr0xNpx3HqokUwW/xGPW03+NsZLT51Dibg9z4PjOMjlcjg9PVXpgVqtFhzHQbfbRbVaRbPZVNE4isxRGZSmh7fZ8zxUq1VkMhlkMhl4nheql9qVJMInCLNC/+6ZjBf9gVQul41J2mn/RqMRSuo+yrCZWFTjNcsk2cCXc9fpdACEoz8UPapUKjg5ORmKeNG+FM3Sj2232+qYSqUy9ZRBpjyKXNuobQQ3Gibdo47Vua/Ga9GTZPNk1r1eD69evQrdd1FRq8PDQ9TrdeOx2WwWl5eXieqfpfHStbquG2m8OKVSCe12G0+fPkU2m8Xnz59VRGwmKYNc10UQBJE/0ibGHc4k0wVA1UM/mPTe8zz1Vzp1PIVCQRmvRqMxNC+M/qJvNpuhz/Qhl0KhgL29vVC9AIaOE4R5w7+HgDmZfVSCdn1/+iMFCH+n477fxKIar3F+q4i75mrc3t4eSmZ9cHCAtbU1HB8fG4caKYLUarWQy+Xw888/h44lA5xOp3F8fJyoPZM0Xrq2qG0cnuCbIqgU/Yk7dpJa5onrukP33yIZLx5V7fV6+OGHH1QUS4/WEr7v4+joKBQZ6/V6qFQquLq6QrvdRi6XS2S+Zp2rkSJU4xivw8NDnJ+fIwgCtNttrK+v46efflKGOmnk61bGi/+ITCvipc/RojknfN4JN0lRxqvb7SqTxE0dffl1A8V/kBuNBlZWVkL10j5ivIRFQh/mNw09uq6rpglQkmW6p/n+PMLCkxcnve8X1XjNOuLFDQv/zfQ8L5SMOJVKRZoO13VRrVZDx9brdXUt+RDeKCYd8Uq6Dfg6rMOTe+u6o46dtJZ5sugRL9/38fTpU/W9r1QqyniROdHb2+12VfCDH8sTY/Po0ihmabz4vC3HcfDx48dY48WHJ4nDw0NUq9Wh8zRx48WH/4Dwj/E05niRmaL5ZQS9p/q5Ycrn83AcB7u7uyHjRYaO/9UVZ7xKpdLQsIwYL2HRiIt48e8SNwFR+wPDcxnve8RrVnO8OIeHhwiCIFS3bsJMk+uBr0aGD8u1Wi3s7e2pTtt0LU1M2niRNn1Olr6t3W5jZ2dnSB+PeI0qz8R9NV6LPseL8H0flUoFZ2dnKBaLajK5bjqA4WtGx9J+QRDERpGIeTzVSO29vr4e2Va6j/m1oP3b7XbsedIZy3jRHCn9iUOKRk3yqcZaraaiWo7j4OTkJDQE2e12Q9Er/YnIvb09pFIpNBoNNf+Lt58m3tNnRD6fD83toid6eHSA6pI5XsKioEeb6TtJD6fwpxr504um/cvlcmguEnHf53gBX4bExnmC7jZaaOgslUqFhgLpiTYe3TIZL9qPRxv5sVdXVypypF+jKO7SgZOebDaLjY2NkDY+VMi38TbTby7/jExIPp83HjstLfOGztUiPtVI14vP56InGvlTjgQNM9JQJH+Ckd7r0a9RzHqokdpLc7LoKcfnz5/j8+fPQ/vSffz999+r7+fHjx/VECOdpyQa7tU6XoIgmAmCAJubm4miOLdhnOVZFtl4jYstWu6zWdGxSUscD0mrrOM1JcR4CcL0mNbadTat4zUutmixqQO3SUscD0mrGK8pIcZLEL6SKqdCL1tIp9ND2u6reUmn00j9yHTgfupYWloK6UiVU7i+uZ8duq7lvupIgk3XLY5Hjx4h9f+Ftf7nxk4jJsZLEOaEjaYLGDZe99V0AWHjdV9NF2CXWeFa7rOOJDwkrdx42Wq4CDFegjAnbDRdQNh43WfTBdhpvO57B26TljgeklYxXlNCjJcgfMVG0wV8NV733XQBds3xSv1oR+f9kOY9PSStZLxsN12AGK+5IuuBCTZii1kB7NFiUwduk5Y4HpJWmVwfgb7OFjCcZmcUcXXwtYboxXMk8uTcerv07XGLuZq4zTF3gVKDCMIiQE9Fnp+fq5XraT09W55qpLWKprmOl+d5ePz4sXG9ML3+qAVUKSUQX6eLjv3xxx/V7yTlc4zjth04rTZP7TBpi9LLMyDo54HW8To7O4s8V5PWsgiMe//NWiutZcXX7aI1uV6/fq3a3Ov18OTJE9VPv3//PpT6iRYT5Wt7xTFr48W1Xl5eYn19PbSuF8FXuX/9+rXS9ujRo1BuRlrLi/YZxVjGi1aL141O0h/mpOaOPxLveR5WVlbGMkSzOkYQbIF/h03fc8/zsLm5ea/X8ZrVyvX0B5Xv+9jb21PGSM93R8Ykn88P1XF6ehp6z4/lef54GqRRTGrlepO2KL1HR0fqPuKpjbhu3/eNx05LyzxZ9JXr+arrL1++xPHxcSgHI+eXX35R16rb7eLVq1dqAVw69vT0dKzvziyNl0lrVMqgo6MjDAYD+L6PFy9e4NOnT/jw4UNIW9IcjcSthxp5dGiaxgv4uio3fbaxsaEiYfl8HisrK9jc3MTFxYX6S5Cvdk/7ep6HarWKTCajInQ8yhZ1jOM4yOVyoR9qSktEbeAr4dP2VquFra0trK6u4uTkJFQORQ/j6hGEWRCVZ5V/z+/7yvWzztXoeR46nQ6AcPSHokeVSiWUDoigfSmapR/bbrfVMZVKZS65Grm2UdsIbjRMukcdq3Nfjdei52rkORV7vR5evXoVuu+iolaHh4eo1+vGY7PZbKIE2cBsjZeuNWmS7FKphHa7jadPnyKbzeLz588qIpZOp0MRsFHc2ni5rqvM0bSNF/2lWqvVlMGhfTqdDra2tlSqE54oe29vTxmgcrkcGhKlDoUcvemYWq2mcuCRWTK1s9PpqL9C9fooZYteDt93VD2CMAv0XI8E/57f91yNXOO0tfBhFz2n4sHBAdbW1nB8fGwcaqQIUqvVQi6Xw88//xw6lgxwOp0OpSQaxSSNl64tahuHcvrxPLkU/Yk7dpJa5onrukP33yIZLx5V7fV6+OGHH1QUS4/WEpQ2iEfGer0eKpUKrq6u0G63kcvlEpmvWacMogjVOMbr8PAQ5+fnCIIA7XYb6+vr+Omnn5ShThr5upXx0hOzziriFQQBqtUqgiBQxsl1XVxcXKBarWJ3d1fd2I1GAysrK2oMOp/PDyXA5gm2o44ZNYeNtyEIApXvjo7lUQS9HH3fcebKCcKkMc1v1L/nSR8GWVTjNeuIFzcsemJsnsMwlUpFmg7XdVGtVkPH1ut1uK47NIQ3iklHvJJuA74O69B8MZPuqGMnrWWeLHrEy/d9PH36VI3+VCoVZbzInOjt7Xa7KljAj+X5GXl0aRSzNF583hblXIwzXqYE2IeHh6hWq0PnaeLGq9VqqWTRxKzmeHHj5Xke1tbW0Ol01HYe8aKE2LxNJuPFI16mY2i+i6nT4W3g+/JzRWXr5ej7jqpHEKaNHvEyfc/ve8RrVnO8OIeHh+r3iurWTZhpcj3w1cjwYblWq4W9vT3VaevmOIpJGy/Sps/J0re1223s7OwM6eMRr1HlmbivxmvR53gRvu+jUqng7OwMxWJRTSbXTQcwfM3oWNovCILYKBIxj6caqb3X19cj20r3Mb8WtH+73Y49TzpjGS8yJvSiLzxFb2hYLYq7PtXYarVC9ZbLZfi+r7Y3Gg311KX+Pp/PI5/PI5PJwPM8ZDIZNblz1DHdble9N/3AURuA8FOfvD7f94fK0feNq0cQpgn/I0H/ntNw1n2f4wV8GRIb5wm622ihoTN+7oCvT7Tx6JbJeNF+juOozpkfe3V1pSJH/KnHUdylAyc92WwWGxsbIW18qJBv423m9xHXXSwWkc/njcdOS8u8oXO1iE810vXi87noiUb+lCNBw4w0FMmfYKT3evRrFLMeaqT20pwsesrx+fPn+Pz589C+dB9///336vv58eNHNcRI5ymJBlnHSxAEBEGAzc3NyCjQOAm4F9l4jYstWu6zWdGxSUscD0mrrOM1JcR4CcLiEmWubFrHa1xs0WJTB26TljgektYHa7zkJS95yUte8pKXvOQ13ZdEvARBmBi2RIkAe7TYFDmxSUscD0nrg414TRsxXoJgP7aYFcAeLTZ14DZpieMhaRXjNSXEeAmC/dhiVgB7tNjUgdukJY6HpFWM15QQ4yUI9mOLWQHs0WJTB26TljgeklYxXlNCjNf0iEtiPE6SY0G4C7aYFcAeLTZ14DZpieMhaRXjFQFf9JMWWzRtiyJJHYVCAY7jqMVYaTHHUYuzRuU35Auu+r6P1dXViSeg5vr1dD88kfak0fVQvkgOPy+mzwU78H0fpVIJ5+fnWF1dHfouFgoFpFIpY0YEuo/4MZ7n4fHjx2oBzyAIUCqV7v1yEsViEel0Gn/9618Tt88WLYvagd/mmiyqliTYct2SUCqVlNYkGu6z8SqVSlhaWsL//u//JtI6lvGitDa+7yOXy8H3feO2KJLUwVevp46AJ+rVGVUvmaJZrATfarWGjNe0zF4SklwP4f5DC5+2Wi3U63X4vo9ms6nuxVarhWw2i4uLC2Sz2aHvgukYIJyqC/hyfyeNmC6iWaHzQN+LpL8Ji6qFvtu5XC5RouxF7MApgTLXYbMZIb2DwQDr6+uJ9D4krffVeFGybNL6/v37yaYM4piS6pq2cZIaL9d1VaSr1Wop40WmjEeRTOmKyPCsrKzAcRyVd46Oa7VacBwHpVIJzWYzlKZodXUVvu+rRSNTqZRaVJJSAG1tbYWSXTuOg2q1ilQqhZWVFVUGN16mthO8PZRMVq9bN6RcT9x5oU53WtE3YX6QoeCGyPM8dQ/SvQJ8uSeiotL8GHrPjRclOL6vKYMODg6Qz+dVipskCYoBe7QsYgd+22uyiFqSYMt1S8LBwYHKbfjy5ctEKZLuq/Gq1+tDWieeJJswRaFGRaaA8YwXmYlMJqMSY1MnwjsTU6SJPu92u8p4cRPEE2PrZVD5vEPj2xzHwcnJiSqLyq1Wq0Nl6HXqbeft1duj160fF1c21zSqbuF+Y7qmPMF1UuOlJ8XWjVfc8RxbzApgj5ZF7MDFeN3P65YEMV5TMF6tVmvoL1/TNp1xjBfw5cefz/eiKA6PcJmMFyWo5kONevSpXq+raJJuvHSTwo0XT7LNy9WNF9VPdZrazjXz9pjqpjKJuLJ1TVF1C/cb3Qzp6X30e6lcLqvIKd0LppRAJuOV1LjbYlYAe7QsYgcuxut+XrckiPGasPHS/zKO2mZiXONFZfOJ9rpxiIp4ZbNZnJ+fG40XP5YbKh6tojJomG5c42WKeMWZHmqPqe5arYZMJoPz83N0u93YsvWIlxguO9HNULlcVn9cdLvd2DlepmOAL8b+v//7v62JeMkcr8XrwGWOl8zx4txX4zX1OV4074peZBT0bVHE1WGaWA98HcIks+E4DhqNBoCvUTH+xJY+xyubzWJjY0P9le+6Lur1uhqGpKcf+fysqDleXCtFofQcTHqEjkyg3nbi7du3ofaY6ubam81mbNn8vJjOm2AH+h8mdA/y+Xyjnmo0HUNPNdI2erLxPs/xAuSpxkXswOWpxtHcZ63yVGM0so4XzFEzQbgP8Kcap8l9f6rxttii5T534Do2aYnjIWm9z8ZrXELGS17ykpe85CUveclLXtN9/f7771jMUJQgCIIgCIKFiPESBEEQBEGYEWK8BEEQBEEQZoQYL0EQBEEQhBkhxksQBEEQBGFGiPESBEEQBEGYEWK8BEEQBEEQZoQYL0EQBEEQhBkhxksQBEEQBGFGiPESBEEQBEGYEWK8BEEQBEEQZoQYL0EQBEEQhBkhxksQBEEQBGFGiPESBEEQBEGYEalUKgV5yUte8pKXvOQlL3lN9/X7778jlUpJ0EsQhLuTTqdxc3Mz72ZMBFu0LC0t4fr6et7NmAg2aYnjIWl99OgR/vOf/8y7GTPhD3/4w+yMl5g7QbAfW8wKYI8Wmzpwm7TE8ZC0ivGaEmK8BMF+bDErgD1abOrAbdISx0PSKsZrSojxEgT7scWsAPZosakDt0lLHA9JqxivKSHGSxDsxxazAtijxaYO3CYtcTwkrWK8poQYL7vxPA+FQmHezRDmjC1mBbBHi00duE1a4nhIWsV4ReD7PjKZDFKpFGq1GoAvna3jOKFtUSQ1Xq1WC6lUCplMBicnJ+h0OqrubDaLer0Oz/OG6i+Xy6hWqwiCYKwy+SOerVYLQRAgm82GtjuOo+qMasu88X0fu7u7OD8/x+7urvE8TJpCoaD0X1xcGOvk+yTB933kcjk0Go3QPUX6Jq3L932srq6G2rio1/g+MCmzEgQBcrkcMpkMBoMBgC/XZXl5GalUCm/evFH76ttvbm7U8alUCtlsFv1+f2ifWWlJoo3wPA+PHz9Wvz3/+Mc/Qu2+urqKPDaKaXbg+nm+uroa0hF1TTqdTkjr8fFx7PmelRkJggDr6+vIZDL49OmT0vTkyZPIe6jdbmNpaQmZTAbtdlvtm0qlUKlUQlrfv3+/MFqBYb0m/USv14vU9vr1a1xdXWF9fR3pdBrPnz/H5eVlbP2zNF5c22+//Qbf9/Hs2TPVfn7OgyDAixcvlJbPnz8D+HIOisUizs7O8M033xiPjWIs4/X27Vv4vq86Rt/3VWebpFNMUofnedjc3FRlZjIZ1Go11Go1tFoteJ6HlZUVeJ431GHWajVks9mhNkSVCXz5wS6XywC+mDM6XtfD6zW1JQpe/m0Y53jSXy6Xjedh0iTRn2Qfgmsl88uNV9T1vSue5yGXyw3VlfQaC2EmaVaCIMDe3p4yGPw3aH19feR2z/PQaDQAAAcHB9jc3MRgMBg6dlZa4rQR3W5X3eOdTgelUmmo3VHHRjHNDpzO883NDQ4ODtBqtXBzcxPqG/b29nB1dTW0b6FQUEat0+kk+p7N2ozw82zSxPnw4YO6X3755Rd1HbvdLur1utq/2+0unFbgi979/X2lV39P/PLLLyEtJycnuLq6gu/72N/fR6fTMd4To5h1xIu0ffr0CUdHR+o79uLFi5DR7PV6cF0XNzc3qNfrOD4+xmAwwLNnz7C9va2+j6Q9icm89VCjHsXwPA+dTmfkMUnqaDQaxhuSmyKCDNltywSGjVc+n1fbdSPZarVUhxxlAMjYUYSMIm16p763t4dUKqX+bbVaIVPYarXgOA6q1SpSqRSKxeLQZycnJ6G6giBAtVrFxcUFqtUqzs/PQ59zPM9DtVpFJpNBJpPB+fm5ivJls1l0u93Q577vq2N5RJDK1nWbooa87fwY/hlp3d3dRbPZxNbWFhzHUW2M06W3Q9fJdRCnp6dD13TUNRZGM03jxSkWi8bvNW2noe+bmxtUKpXQtY86VmcexotzeHgY6tzpL+xFM17FYlGdZ1MEj/qGUfvqWqOYp/EiSBO/N3zfx9OnT5HNZoc6X13bImoFkhsvDtfS6/WUgS4Wi7i+vjbeEybmabw4pVIJZ2dn6tpSZOv6+hrVahWfPn1CtVpFu91W22k//Z6I4tbGy3Vd1Snl83mkUillWqJIUke5XDZ2jgCGTEw+n0er1QIQNgN6BzuqTN758/abjBefw2QyVMBXk0cmrdlshuY9UX3U9nw+H/rLnI4DvpjbUqkUqpN/tre3F6pLN140RMaP4+eKzlOhUMDW1pY6l7VaLXQedZPNDS99puvW96lWq0PHkNki6FxRZKvZbCrz02q11FBylC79/FPkL0oHXQ+KllAUl4i6xsJoZmW8+G9Q1PZWq4V0Oo3j4+NEx+rM03jRvcnrp05ukYwX8GWIjc4zb+/Ozg7S6TS2t7fVdtO+Jq1RzNt4mTQBX6Nh7XYbuVxOmS/f93F0dBTSyt+PYtGNF9fy8uVLdV6ur6/VsGuSIVVgcYyXyRS32208evQI7969Q6vVUqMhZLy49iQabmW8qGJdxO7ubqTBAZIZryTzgajDrtVqIbMU1YZRZVLESzdaoyJeprYQZELJyJkmnNP5o/JGGS/XdSON18rKSqgu3XhtbGyEPufwOhuNBtbW1kLz5tbW1kKf8/PHzyd9puvW9zEZL90Q07kiHc1mMzSXcHd3N1aX6fxH6aBzqs/x09GvsTCaWRgv02+Qvj0IAriuOzS0GHWsiXkaL33oTde2KMYrCAIcHh5iMBgYh3B5W6P2TTrMCMzfeI3aTriuq/Tow4pJhxmBxTdepIW+I7R/v99X11kfuotiEYxXu90eGhbl9+z//M//YGVlBel0WvUZZDSjjJyJsY0XH47Tifsrctw5XlQfdXz0o8MNi+M4oR8jk/GKKhMYHmrk26PmeJnaQlD0hNc9jvHi/9cjiabP+BdYN17U6USdZ25Itra2VD2tVgtbW1uRhoVHsyg6pdel76NHKjOZDIrFYqgDHGW8arWainiN0mU6/6OMF59Pw+/tUddYGM20jRddJ70OfTtdt5ubm9B3znTsLLToxHXe/C9vvd2LZLza7bY6z6aOC/iqhV8Tvm/SoTdgMYwXED1cqB9z22FGYPGNl0nL4eGh+u0edU/ozNt4tdtt7OzsDJ3vdruNg4MDFcUjLXwIkkh6bccyXtSB8ugAjzDE/RU57lON3HR0Oh0V4eFDifypRtqfXnFl6nOMTPOSTE81RrVFLzOfzw9N5qc6stlsKHJD5ehPWjYaDXV81GdUF2mkeWP65xwyP57nIZPJYGNjIzTHa2NjI/S5PgzL28Hnp+m6TW2NO2ZtbS2kQ9c3Spdepq6T9ufXmu5bupez2SxOTk4ir7EwmkmalZ2dndDTcrVaLfTXJg0hmrbzJ+jI6JuOnZUWk7Z0Oh16EpDgQ28HBwdD7c7n85HHmpjVU438SUvSx59WNO07zjDjtLXokAZ6Mo9r0ofQ6Do5joNff/0VwN2GGYHZGy8aMiO9+nuOaZiRzgt/qtH0VKSJWRsvru3HH3/E0tKS+o69e/cu9EcOPdVIT0ECX+d+0XdRP24UVq7jJUNDgjA/bFn7CrBHi03rQdmkJY6HpFXW8ZoSszJegiDMD1vMCmCPFps6cJu0xPGQtIrxmhJivATBfmwxK4A9WmzqwG3SEsdD0irGa0qI8RIE+7HFrAD2aLGpA7dJSxwPSasYrykhxksQ7McWswLYo8WmDtwmLXE8JK1ivKaEGC9BsB9bzApgjxabOnCbtMTxkLSK8ZoSd63DtCbWIpUnCII9ZgWwR4tNHbhNWuJ4SFrFeEWgr3vFSWJi4urQ137S1wajlAyT4jblmVLLTOOYcdEX+UyStFywF7r+FxcXofXZRuUXpe+153l4/PhxaH27uKwUnNuaFV7vmzdv1JpPfG0o0zbSsLy8rI6l+mkdsHw+j6urK7WGVNL1r6ZtvHg+SQ5PSzMYDIzaaN0ovi2K23bgpvMdlTLH1B7TNtPxs9ASh+d5ePLkydB55vklR+nXjx8MBnj69Gnk+3mmDKK8krwtvV5Ptf/169fGXIWcg4MDLC0tqX0pRRCt26W/j2Naxsv3fTx79kzpur6+Rq/XwzfffBPaRmmB+FpdwNd1vPh2niLo06dPePbsGdLptCorjrGMF60KrhsJnn9wFEnNHV9JfhESFfM2LSK0GKieiHsRzp0we7hR4iv38/XteJYJ/XtNSc65edezP4zitmaF/hDyfR97e3uROQlN27gGSkXDsw/s7OygWq2qc3FwcJBorb9pGi8yi/pK+nq7Nzc31UKjpO3g4ECtDJ6Eu3Tg/HxT225ubrCzs6MWRjW1hxsWSu5tOp6yXMx7UVHT/UcGhUwWX7mc6zcd32g01HV78eIF/va3v4XeJzEj09J6dHQ01Ba9/ZeXlyH9vB3cjFFS6dPT09A1/PDhw1jfnWkZrzit+/v7uLy8HNlevso9vwdevnyJzc1NfPr0SZXPTVsUtx5q5Ln4yuUyTk5O7hzxAoaNl77KPK0gX6vV1Mrm9C9fDZ06Gcdx4LouqtUqMpnM0ArxVB6lyVldXUWxWAytVs+TJUdFErrd7lAdXNPu7i7K5bKxzaS1WCyq48/Pz4fKdxxHdYyURUBvv+M46vhqtYrz8/OQTsF+ePSTR6J5bsyo9F78e+15Hjqdjvos6cLEdzUrvN6kxotTLBZDidupzL29PRVdqlQqiSJ40zRelUpF/W7yOnieP9JBnxeLRZycnKgImB75i2JSxsvUNh6R4+0hc0txxPhRAAAgAElEQVSGpVarDV2TV69ezVRLEuj+o/vk5OREGchR18Z0PEHGM+p9FLMYaqS28AgX199ut4ciXvq1LZVKWF5eRjabDRk2ep+EWQw1kknUtQ4GAzx79gzZbBafP38eOo4bL9d1VRm9Xg+u66pzo5cfxa2NF/1w80zdkzJepnQw9IXlBoXSyOjJkHnHQ2lgyAxRx8LLK5fLKo2PnhS71Wqh2WwqbRRJKpfLqhMiE6TXQdRqNaysrMBxHGObKWJFx1N5vHwyTp7nhToMnoOO2k+aqtUq6vW60in5Bh8Gek5K+sOh2WwOpcTS/0ig77WeJxQI570cxV3MCh8apBQz4xov0sAjKdT2VquFdDqdKF3QXbWMQv/d1Ifs9HbT55QHj34bkka+JmW8TG3jUSz+ucmk6Nfkhx9+GBk1m7SWOPgw4vHxsbpGZLxGXRv9eL79tvkaZ2G8eFv4EJqun7dDNx+VSgVXV1dot9vI5XLo9/sIgkC9T2K+ZmG8orRSAvd2u4319fUh88WNF90DNGTJjddUcjUS9EUz5TYcNdw4TsRLn6PEc0KSeYlKNM1NRqFQgOu6Q4mSTeXxBNlk/nRTSQmcd3d3Qz8qa2trkcmYedLnJG32PA+pVCpU/u7ubsic6W3Uj9/d3UW1Wg3lg4wbChbsgBv/IAhUUnE+PcAU8eJDXHQsn9uV9GGUu5oV3tGPa7y4Bj7vy3EcdDoddS5oyG7aWkz8/+19PXcbR5Z2A/Q/aM3khmzO/oDlzAqSEwH08aScPeImAhW8ABjuApx0DGI2kkBIdLaDZmhz5EgiQDLa3UM4tNkMVyKdiQRTiwjHwPMG1C3erq5GNyg0Pgr1nNNHQnd93KeqgXp46+PyeIV08YFatps8I/w3jzgGeV1kjEp4qWzjwovbo/J4ce+YbdvY3NxU5o2LS1S+q6urIlYr7yO+TovHZJTz8/dTDhIdNWg0ED9XlS3dbhf/9m//ht/97nc+/mSLqm+pDC7KVJ+DELfwCuLKA2UH2cvT0Zoxisv5448/DhUMHLiF8OLTfxyj9HjxqUYSE7SGg9sRJGL4/0lgUTkkilTlURoSfipvHomoSqUi2oGm+UYlvMjjxcsnwUW2yDbK+cnjRQONwfyAv3/8veADtiy8gr7XPN04PF5yvcMIL+Ig102/KdQW/X7fJzLj5DIIQYvrgWu7Nzc3hb3EjXtgovIYlfBS2cbt4YOPao2XnP/4+FiZNy4uUcE9F/Liem5/kK2Uv9VqYW1tzSO6+OcwxMmVbFGVz/mrFter1niRh5oLGZWwCUKcwisq1yB7Vfc7nQ6q1apYmB9UvgpDCS8SBKodh6Pe1Ui7qTKZDGzbxv7+vni2srIipga5R0flDeLPXNcVU5TylGYul/NN9dH6KlonRWtc5GkbskOug0B5eFrZZjmNvIaM86cBhKff3d31efAsy0Kj0VBO3RroCy62uFdanlYkyN9rfvEpubjXeNE0I6+X7vFdiKp7tVoNiUTCk5/u0doh7mmKup5oEsKLdviRjfRZxU2e0grCxwzgNH1GSyy4bbLNsj2Ul3bOydwG5Y2DSxSelmXh9evXyl2N3H55cJbzy+/kvXv3PJ95HePmKr9Tr1+/DuQftKuRpuqePn2KWq2GZDIpvIC045E+R+nXuIRXvV5HMpkUXF+9euXh+urVK4+95MFScX348CG+/vprJJNJfPrpp3j37p3Iy8uPbY3XbTCOOmYVZg2WwajQ7Xbx6NGjkW6mGOZ4El3OvgL04aLTeVA6cQnDPHE153jFBCO81JAX1xsYfCxGeY7buM7xmkbowkWnAVwnLmGYJ65zK7zMZS5zmctc5jKXucwV72U8XgYGBiODLl4iQB8uOnlOdOIShnniOrcer7hhhJeBgf7QRawA+nDRaQDXiUsY5omrEV4xwQgvAwP9oYtYAfThotMArhOXMMwTVyO8YoIRXgYG+kMXsQLow0WnAVwnLmGYJ65GeMWEj60j6snZkypv3IjTfjnsUVTMepsafBxc19VGrABGeE0jdOIShnniaoRXAOQDTgl0WGfYcQhhdagOPuUHNlJE8VHhNuXJoVfiyhMFo24PDjolPypIqA2yaVgxd5t24weGhp2LNihtlLpv269h7RB0vAgddMoP8uXxRaOeLB901MQwbReEy8vLW4sVHo7m2bNnANSxG+kQVH6AKoEOrXz27Blc18WdO3fEb8l3330n2jXK4anAZE+up4M7j4+PBQ+ZFx1MGobbDuDU3qpDaKn9w+xRnfxOB3g+e/YMuVxuKg5QdV0Xv/nNbwSP4+Njz+cg+2WbB3FrtVpIJpPKA1jHyZWCWHNu/N7Tp09xdXWF5eVlpa0nJyeibSzLwrfffivek/Pzc09bPn36dKIHqFKIH7Kl1+v57lGQbJ6Go9VqYWFhAalUCu/evQNwczDr06dPsbe3h4WFBXGoahiGEl4UZkcecA4ODiI1QFRxx0MGyYGrJwFuk4EfruticXFxoJiIkobwMe0dVXxETTvqvo/aDoPiJJZKJaTTaXHPdV0RlirKd4UCvctph2m7QbitWOG/L8vLyyIAM3AtwCh8F9kon6RPAZgJ7XZbcDw6OhLtNCjA9qi4RAEJzaAwR/Ss0+mg2+2i0+mgUCjg9PTU8znuYMu8zVSxGOmPLZU9Ko480DQPE7S2tiYCZsfFZRBkHkHtPCiYdxi3g4ODod6nuLh+//33Ivbml19+ifPzc+U9CpUjf19++OEH0R7tdlt8tyisDm/LYrE40SDZUbg+f/7cl4bj8PDQ02/1el0EylY9D8OtpxrpB5+8VFEE0m2EF4W5oXps24bruqjVaigUCrAsS/zbbDZFOvpRtm0bjuOgWq0ilUr5wgpReRRvcWlpCeVyGZZleZ6RF4C8BXJIn3a77auDc8rn86hUKkqbiWu5XBb5T09PfeXbto1sNutpd7JR/sxBnhLOh9dFIYuIP4U9ovSu63rqJnAPCQ/rxG1QBVLnfcNDIfGYgpZloVwuD9XWQSGnKN/u7q6PI6WV24j6jIdi4s95fdlsVtluHHJbhfWZLLy4yGg2m0in0x6PlxwflKDqax5vVO473nbcsyG3OQ3C/N7x8bHwWH2sWCmXyygUCp5A8cSRPEQUr5T6gupWebQGxX4chDiF1+bmJvb395UeL9Uz13VxdHQk0sifB2GUwou8V5ubm552VNkj85D7ieI1Uv5pCJJNPOR2l71CsidIfiZz++tf/4q7d+8ik8lEEiLAeKYayavK253iLwYJLw6KdaiKZ3hycuJpy0EYx1QjjysZdE/+TN6xTCaDX375xRMk+9NPP8WPP/7oeR4FtxZe9ENGyjaKd2rY6UweW5B+dPlAQjEJc7lcYMBpCpJNgw4JRl5epVIRsR/lwMHNZhO7u7vC20DeAgq6S/dUdRBqtRoWFxdh27bSZnlqicrj5XMR1Ol0PPbXajXfZxWIi1yXzD+obKqb86K6SqWSGCjlgN08TbVa9XxeXV31xf+j9r5NW8t1y/l4H6vaigccz2QyaDQanjVrPCixXOagPpDbQX4H5fSy8OLCSvZMBXmqVO8ViSruHQsKtK5q84uLC5RKJbTbbc+0He//UQXJrlQqwh75+51IJDxxJOV+4R6JTqeDly9fijaZBuFF9qqmGvkzEjkUW46mrOTPYRhlkOxWqyXan+pW2UMen6Ag2vJ03TQIr7B2lu3n71kYt83NTRE4O5vNRhJf4w4ILt8LE16dTgfff/+9MkA2xTd8/PhxJA7jEF6DuAZ9Jo3TarWwvLyMb7/9VvRzvV5HqVTC+/fvxfMo4utWwov/yHEE/dVNGMbjJa9DIQFFgkweLIKEV6lUguM44hnZqCqP8nDxx38cAYhBK5/PewbCdDrtq4NAeXZ3dyPZ7LouLMvylJ/P5z2DqGy//FluU85HrqtUKinFKpUVtOaIi55Go4HFxUWfDXIaWXh99dVXvjVSZNNt2lrue57Ptm3f2sSgPqe62+02SqWS7zn1ayaTCWw3DrkdVO8gR5jHiwfBJhFF5QVxlNuVgr+r3gu57VRtzt9fuf8/RqyQLdw7Ytu2+AvccRwxHUkDAv9NkoUoTTNSe01aeHFvIl00sIc947YPw2VUwqvb7WJnZwcXFxee9lelU/HY29sTgxb3AvE+jpPLsHzlz/SeqYQiF14qbj/99JOow3GcSMsu4ubKbVbdCxNeNM2oEl4AlPeCELfwCuMalIaDZs/oj46TkxM4jiP6aGdnx+dRU2Fo4cWn/ziixHO7zVQjDQS0/oPbESRi+P/lwYgGDVV5lIaEn/xXKfGkaRpqB5qmG5XwIg8DL59ED9ki2y9/5pD5qDxSg9qaPvN24Hm5zbINqjSyUJG9PbJAGKatZW48XzqdDhQlchvJwkt+Tv3KhdegPpDbIZPJCAGhQtgaL1nE0R8qp6ennj9YVH1N3DY2Nga+F2FtLgsvKu9jxAr9vvD8Qb8Jstgiz5H8hyF556ldJy28OFQeL/5MXpQe9td5EEYlvKj9Ze/PIHs4jyDvV6fTwebm5kQX13MEtXOQ/QAicxuXYA5Dq9XC2tqap3z5Xpjw4u0UJLKivqNxCq8oXFVpOIhfq9VCuVxGr9dTitQoInMo4UUDJ99xKK+NGYSwOoLW6MhrUFZWVsTU2MrKirBHXr/FbU2lUmINDi1Y5VOauVzON9VH00jkGeC7yWjKjtKsrKz46iBQHp5WtllOI69r4vzJG8DtD5qilfuN1jrxz+QtUbVfLpdDu932eXvk/rIsC41Gw2fDoDRheWgdU9S25uuoSDyp8tE6J542qI1ke3mbUZ8FtVvQux3UhxwkSvnUqCxU5SnKII9XkN3UvpZlYWlpCUtLS56242u8qO1oHRf/ztA92tV0W4+X/PtC9vE1W9wueS0X7Wjkwo1PMwI3uyRVOyJVmAbhRTvjLMvC3t6e73MUfMwATtNtmUxGbKzi7U/PyZ6wXY00Dff48WPRZ8PsNI1LjHAer1+/9n1W2R+0o1Hmdn5+Lp7J3q9JcCVb6Lv2+vVrYS+/R23w8OFD39Qon2YEbqYWHz58iJWVFWXbDUJcwot2HxKvV69eYWtry3Pv3r17Hu6vXr0SNlN+27bx448/iinGZDKJx48f49mzZ77nYZipc7x0xqC1WbNcl8FkMYm+1uXsK0AfLjqdB6UTlzDME1dzjldMMMJLjaA1VLNel8FkMam+1kWsAPpw0WkA14lLGOaJqxFeMcEILwMD/aGLWAH04aLTAK4TlzDME1cjvGKCEV4GBvpDF7EC6MNFpwFcJy5hmCeuRnjFBCO8DAz0hy5iBdCHi04DuE5cwjBPXI3wiglGeBkY6A9dxAqgDxedBnCduIRhnrga4RUTjPAyMNAfuogVQB8uOg3gOnEJwzxxNcIrJhjhZSBDDvljMPvQRawA+nDRaQDXiUsY5omrEV4BkA845ZBPJVdhGOHV6XRE4GEdQQcRxrnNXz7DSQ7DFHd9UUAn4o8CYSKOH5o6yrOteLnlcvlW/Rp334wT0yxW5Bh6YdCFyzQP4MP2yTRzCcO8cU0mk3j69OnUBMmOC3Sg6tOnTyP111DCi0KiyKKBh0MZhGGEl+u6yGazA8vloUQMvJDD2QA3oWriGNxV9Y0TruticXFxoPAKCiY9iro/ttw4+2bcmFaxwk+JL5fLkQT/NHOh0+DL5XJojMNpHcCH5QFML5cwzBPXk5MTEVZnY2MjUvzCWRVet+F666lG8i5wL1jYQY3D1HFwcIBmsykGI6qHwvbYto1qtSpCi6yurmJpackTuoXCGFGA5Gw264vrR/ko/AzlyeVynv/z0EG83Gq16gkFw+0bVDd5OCqVCgqFAizLEv9SrLlyuYxUKqUMc5PJZNButz1ly+GbiJ9t20ilUjg9PfUER+ZhnoLs5GVS2CKZo9yeVF+5XFbaE9RPtVpN2RbUXrLNgNfbNMhGlbeW511cXIRt2x5bqE+D7Od2UbnUr3LfyOnkvuLBrmcd0ypWtra2fIHGw+zUhcu0DuDEg+IbRumTaeUSBsNVT+FVr9dFqKxWq4Wtra3QPru18KLAszwgbZjnK2odFF9N9qzxqaxSqYSNjQ3k83kRt5EGLQriS+l5UF8qiwZdyifn4VM/R0dHwqtBaSqViudU8FKphGq16rGP5+F1U1vRYJ/L5URwYNd1Ua/XPWVTu5KYoPxc3AUFEOfx+SqVCqrVKur1uocrbzO5LFWZMkeehtfHYwpSvMWgfiKRKbeFHJhZns7k7xzZE2SjKi9vz9XVVRGI2nVdrK6u+vpb5ZWSg0tnMhnRxtSevC5VuxrhFT94QPWoXspp5eI4jo/LLAqvYXkA08slDPPGlTw/JycncBxHW+G1s7Pj4xqL8OJii/8/7Mcsah08sC/3esgDquM4KJVKgcGCKfhwUOgUnk/OQ3W4ritEppxGFgYq4RVUNw20u7u7HkFDZXLbaIqEiwjXdYXoVAVplkUSpa9Wq54g3XKAadnOQWWqhBevb3V1NTCvqs1lccfbV9U/sg0qcTZIeMntWSqVhB2O4/jaKWgNG79P/UpBzqk9K5XKwHY1wit+GI/X9A3gxgtkuBJmVXiNxeNF3ggCDVj0TPVXPSFqHe12WwxAvD7VQKwaEMlbJn/mtlLZlE/OQ/Wl02kcHR0p08jCy3Ecj32pVAovXrxQ1j2M8OIeL2qLZrMpBnUqmwZ3lXeqVqsJj5fjOD6uQW0klyn3ARdqcn22bQfao2rPQcJL1T+8bej/NAWrslHl8eLtSXXato1araa0L6rwojam9pQ9XnK7GuEVP8war+kbwOdp3dM8cTVrvEa4xouve+GeKLrPBZkKYXXwNTdUNgksvsaK6m80Gsr1ZdybkMvl0G63Pd4FAh+U5TwE7qmQ01B+Wh+WzWY99jWbzcC6uVcvk8l4vCupVAqNRsPzvNvt+tZ40XomKpv3TyaTwe7urs9jI7cbcQ2yUy5T7oMgTrlczpd3ZWUlsJ9WVlbEVJ7cFoP6h98ne1T3VO+W3J4kevgmElV/y55LXi61AU2dqmxStQ311aA/XGYF0ypWAGBtbQ2WZWmxq3FtbU2LXY3D8ACmm0sY5onrkydPkEgk5mJXI+c68l2NHwtzjld0BHlXDOIFrS80uD2mWawMC124zPIALkMnLmGYJ66zLLyGhRFeU4ig9VYG8ULl0TIYHrqIFUAfLjoN4DpxCcM8cTXCKyYY4WVgoD8SiQTevHmDt2/fzvxlhNf0IZlM4n/+53/wv//7v9pfyWQS//3f/z1xOwzX0V4LCwtGeBkYGIwORnhNH4zwms1rnsTIPHE1wsvAwGCkMMJr+mCE12xe8yRG5omrEV4GBgYjhRFe0wcjvGbzmicxMk9cjfAyMDAYKYzwmj4Y4TWb1zyJkXniaoTXFEM+zNTAYBZghNf0wQiv2bzmSYzME9ehhJcq0DCd9K06UFNGWB2qMCpB8fEmCfmATjk0Eb/PAzerDp9VgULZXF5eBvKWw/VEsTmbzaLRaHjOB+MxKQ0MRgEjvIbA2TbuFw/greIM2/cTSFh57Pf7is+D8qoxOuHFbOndVHxQTCKRsGDl99GT7Dnbvo9kwkL6+Vv0+2fYvp8U+fu+59G4GOGl3zVPXIcSXvxEbwpezcP7UDDpIESpQ/byuK4rQvZMChRrj6Pb7SKfz6PT6QjBRSeUcyFDbcLL4MGkZbiui8XFxYHtGCWNynayUw6bM23C1mC2YYRXVBygmEggkd9XCI4zbN8v4kA8kD8PyuvHaD1eki0HRRQPrkXUQTGJ4n5P2HS2fR/3X5wqhOV1/r4Qj30cFu/jxel1OWFcjPDS75onrreealR5XCiYdBCi1NHtdvHo0SNRNhd25GmybVsEQ15dXcXS0hL29/dh2zay2awQOjxtrVZDoVCAZVniX/I6yWld10W1WkUqlfKE7+GChQsv4CZmIBdeXIjKwksOr8S9ZdxLRjbJaeiiGICyZ41s5SFs8vk8dnd3sbq6Ctu2kUqlcHp6imq1KkIB8foMDG4DI7yi4aBYxMHpiwCv1WDhNTivH3EKr7PtIrZJMJ1to7hNQusQxWQCCcuCxTxcPP/Z9v1r0dYHcFhUiDQ1FyO89LvmieuthZcssqKEWhkmEDeJGF5mo9EQgqtSqXimIekZiS6eluLmUbzCXC7nC3Atl0snmJdKJWxsbPjWWg3yeJH44SImKNYggQd7LpVKKBQKwiY5WDalqVarns+rq6u+Kczd3V0RpJliAlKbEd9qtYp6ve6rz8DgNjDCKwLISxQ4XThAeIXm9SNe4cW8Wlx4HRaFqPJ6vrjwChJtg7kY4aXfNU9cbyW8KBgwR9g0IxBdeNFU5suXLz1lUsBsHvSZRIIcZkeVlq5areYRXnJaWZQ5jqMUXtz7RGIqzOMVtKaKexAbjQYWFxd9ZctpZOH11Vdf+cLd0NRtt9tFtVrF7u6uZ31ePp9HtVr1BKYOC3ZuYDAIRniFgdZJ3XiuLd+UYZDwOsWL0Lx+xDrViAPm2UrjOQkpJry8osp4vKJe8yRG5onr0MJLNU0GhE8zAsPtaszlcr61R7TGjNtCIoKekdBQpQ0SXnLaqMKLTzUSZGFF9shTjbJXiXuzarUaLMvyla1KQ59JPMrlDhJetVpNeLwcxzExCg1GAiO8hsBtPF6hef2IV3gRDlDk9rD1Wx4RZtZ4Rb7mSYzME9ehhBcN9vLOvCjTjMBwwkslTuTpOh7UuN1ue3ZE8rQrKytiWpJ7dihvULmu6yKVSiGbzSKVSgl7eHoeVFm1BsuyLDQaDc/aK0oXNBUp5+HetKA0YXnS6bRnfRv3BAblNTC4DYzwGgIB4umgmLjeJZh+jtN+3/d5UF4VRim8xA7GD7acbd+//iztdLw28XrH4vVux+tnhyz/235flGd2Nc63GJknruYcLwMDg5HCCK/pgznHazaveRIj88TVCC8DA4ORwgiv6YNuwksXLmGYJ64LCwv49ddfJ23GWPDJJ58Y4WVgYDA6GOE1fdBpANeJSxjmiasRXjHBCC8DA/1hhNf0QacBXCcuYZgnrkZ4xQQjvAwM9IcRXtMHnQZwnbiEYZ64GuEVE4zwMjDQH0Z4TR90GsB14hKGeeJqhFdMMMLLwEB/GOE1fdBpANeJSxjmiasRXjHBCK/xQg44bmAwDhjhNX3QaQDXiUsY5omrEV4B4Ad4yqF6LMvynTQvI6wOXn6z2RRlh5U7bsgHmdKho6oDVOXg1fLhs3GAQgtdXl4q200V4DwMxFl1qK0qBNIsg0JWmZP8bwcjvIJBh42mn5/i9MXN//3hgj6E4JEOKaW04kDVCOGCgOkewOmQ1WEOUJ1WLmE4236AZCKBe8/fojfTXA+xvpBEwrJwr/4Wvf4Zth8krw/LvVfHm97NIb8PigfoRSA7y8Lr52++wEIygXv1N/g1AtehhBeF1uEDEw+vU6vVBgqKKHXIXhrXdXF0dBSaL07wcD+EQUGyuRCheI1yyKC4xKTrulhcXAwUVmHPObjNxFEV6mjahPEsQvWOzSqM8FJDDiZNp84fyKFyzrZRfHEmgksXXzxHusDSviigcHCd/qCYEP8fhKkdwG8ZMmgquYSBREi/j8PiA7w47c0s17Pt7euQTzjE+kIR+29foLh9il7/WlwWD3ro9T+Is3wrkhiZWeH18zf4Yn0fv/b6OFz/Attvfw0V1beeaiSvCRdKFAQ6CFHq6Ha7ePTokRAG7XZbDOrkdaFQO81mE6urq1haWsL+/j5s20Y2mxVCh6et1WoiXA79y0Me8bSu66JarSKVSiGVSqHRaPjiIMqxGimOYliQbEAd71Ku8/T01OdJlNPwtubeNu5lI04qbxwJZUojezQpnBDxovBJtm2L+ikG5Onpqac+GRRuij93XVf0meM44v8HBwfCu0b2VatV0dflcllZFm8bCvck26+yL5fLifu5XA6Li4t49OjRQE68PRcXF2Hbtq89VdypX+S01NbpdFrwJA5BbTas13JcMMJLhQMUExRIOo/nz9M3gulACg7tEWVFvHjhTZtIsEDUTKQNwvQO4LcLkj2NXMJAgoS4PnhxGjpAzwLXw/UHeLH/HPc/eLYO19dx0OvhYH0dB6cvxP0wzKrw+vmbL7C+/0FsHa7ji+23oULz1sKLB8WmQSNs+myYQNw0WPIYkI1GQwxSlUrFMw1Jz0hA8LTlchmpVErEJszlcr5A2HK5JCxKpRI2NjYGBsmWPV404AfFYpRFF+Xnda6uror2pGDWchp5cCdhWCqVUCgUBCd6xp9Xq1XPZxKnvA93d3cFbxIP1N5ULgmver3uqW9Q31IdvM+q1aqn/3g5FABc9qxRWWHtJ/fxoOnSo6MjrK6uIpPJDOTE26pWqyGdTvvaM4g7L4/S7u7uIp/PK99pnl5+z6cRRngpcPAhSDRoujFEPB0UkUgkkN/v4/RFES/ObtLeTyRupidnXngVsc3bYVtn4aUn18PtbZz1+8DhOhaSCeRbv6J3sI71gx56czDV+PM369g+7V0Lr5+/wfr2aSjfWwkvPnh2u104jhNpXUzUOqisly9fegYwGoB5gGd5rRkNvqq0fNDjwktOK4syx3GUwot7kHhQ6kEer6A1UXKd6XTa4+WgAVoWiwQ+2DcaDSwuLnpsk5+rhJfsseTeTHmqkZ6R8OLBx1VBtuX1e3KfkYeP+k8WJ9xeVVly23z11VceLnIfy6A2cBwHl5eXoZx4e5IXKkh4yfaqhBe1p0pw8vrl93waYYSXAkx4kXgq7Ad4vHCG7e0D9PsHKCYKeOHzjr1AQXjPmIAbgGkdwI3Ha3Ceqed6+EFg9W/e2fWF+7h/78MaRJphiTDdOLvCawweL3majA8UXJCpMIy4y+VyPg8HrTFT1U3PaABTpQ0SXnLaqMKLTzUSZGFF9shTjbIHRa5zdXVVtLPKZll4cY8WeYSLYrkAACAASURBVKe4barnfIBPpVIol8ue/hskvKg8El4kvoNAoo6/I7zPbNv29J9KGFPdqrJU7ce5yH0sw3VdpNNpHB0dReJUq9U8/bO6uuqxlwsj2V6ZWyqVwv7+vk94qWyW3/NphBFeCrDpQxwUUXzxwrtui4snLsQGpj1AkcoMwdQO4GaN10BMNdfDdSwUr9c24XD9RkgKMYb5WFwf9xovGrD5zjzu+Qn7K3xYr5pqSohP1/EBrt1ue7wKPO3KyoqYwuFeDMobVC6tsclms54dfTw956xaR2VZFhqNhme9EaXjU5FynWQzn2KT03ABLO+05HXmcrmBz1VtxvPw9V6yB4buy/XRpXp3iA/vM5oOVtki95eqrKA+U/FXebwAr0BSceKQd/PSejDVrlXZXlVa1Tulsll+z6cRRnipQTsTaSci7UwcuKvRymO/3/ekpd2Q9CwKpnkAPywmP3DTf1fjYfF659+s72o8236AZDIhfsPyrbd4cf/DrkYrj9avPeHd1V54AThc/wQLSSueXY0fi3HUYTAdCNvhaqAvjPCaPkzrAH4b6MQlDPPEdZaF17AwwsvAwGCkMMJr+qDTAK4TlzDME1cjvGKCEV4GBvpDF7ECXHOxvrZgVa6v8BVI0wmdBnCduIQhmUx63j+rYqHX15O7EV4xwQgvAwP9oavwmlXRBeglVnTiEgYuvHQVXAQjvGKCEV4GBvrDCK/pg05iRScuYTDCS08Y4WVgYDBS6Ca8dOCik1jRiUsY5omrEV4xwQgvAwP9oYtYAfThotMArhOXMMwTVyO8AiDH8iPQAZdB5yMRwupQnd00riMJopy8/7EIC1djYECg94Kf+cUPKh50bl7Q9xTwH56rSu+6Lu7cuSO+gxTOKOp347ZipdPp4O7du7AsC8+ePQMArK2tid+Wfr+PbreLbDYrzkS7urry8UskEnj27JmPx3fffSdO/b+4uIiNC9ko17O2toZEIoHHjx+LMukgXF6H3A4yj729PQ/PKPbddgAP4rK1taVsZ25PUF+1Wi0kEglRpqpd4uASBtd18Zvf/EbwOD4+9nzmtnH+ss38WS6X83BrtVpIJpNIpVI4Pz+fGNdOp4PPPvvMw+3k5ETwtSwLm5ubnvfu9evXnr5dXl728ODcms2mKOvp06eR+jUu4dXpdPD5558LW3q9nu/excWFLw1Hq9XCwsICUqkU3r17BwCo1+tIJpN4+vQp9vb2sLCwgE8//VQ8H4ShhBedms1FCj89nELzBCGquOMnvMun188q5JPfCbVaTRuOBqMBj4qg+s4dHBz48vDYqao8gDd6AYec/uXLl6IsCnvlui4ePXoU6T29rfDidiwvL6PRaIjfk7W1Nd+p//JZcTK/drvt49HtdlEoFGIVXgB89fDfSeJCAotEZVA7/P3vf/fwoEga/X4f5XIZx8fHofZ8zAAuc9na2kKtVhM2X15eotvtotPpoFAoCIFFfdXv97G1tYVms3l9Qv3hocjbarXE/bW1Nezt7YW2d1xiROZxenqq5CXz5+DPVNwODg6Gep/i4vr999/j4uICnU4HX375Jc7Pz9FutwXHdruN58+fez67ruuxvdvtolgsiveC9ytvy2KxiPfv34faFJfwUnGV7z1//tyXhoNzA65FV61WE30jPw/DracaeVgXHrOOfhRVuI3w4jEQU6mUOO09l8t5/s9PBKf7FHyZe9Hox5qfGk/l5/N5VCoVFAoFWJYl/qUfTB5wm8cXpL/o2u02bNtGNpsVQact6yZYNoWWsW1beCsoPI1su8H8IijQeKlUwv7+PlKplE+sc+El56GA2qpoC0HpVeVGPRR3FNNz5XJZBHoH4PmtIdHBY4tyL5HKo0U8JiW8HMfxcalUKiJUVFAdsrDa2dlBpVLx/CYFiQCOUQmvQe3sui6Ojo48n8vlMvr9PjY3Nz35yQOmapdJCS+ZB/dK0mfuKZK9VvKzzc1N0Xeu6+Kvf/2r4B5FiADjmWqkd4y3+87OjsebLH8GvMKLuMvcTk5OPG05COOYatzY2PBxle/Jn8k7lslk8Msvv4jPiUQCn376KX788UfP8yi4tfCiHzL+V+aohJcqTAv96NIPjSoYNU9TqVQ8wYTlQMvyAFOr1bC4uAjbtoXnjgfMloMTk6iiH8BareYRfEFxImnAJB4kvOr1uoefwfxCjsNJcBwHZ2dn4v1ZWlrC0tKSMqwSz0Pp+bsa9I5xoUUeN0LY95swCuHlOA4qlYryt6XZbCKRSGBvb0+kV/HjP5zEY1LCi3tCXNfFH//4R+zt7SmnGjn4gEc8VH/sjkt4UTuTF4s4BU0X0rQiebLIE9JsNpHNZkUfU7tMWnjJPOTP3Isle77kZ3wq0nVdbG5u4urqCq1WC9lsNpL4GofwkkVVp9PB999/7/n+8M8ELryoXzm3J0+eiLaLwmEcwkslIMNEJue2vLyMb7/9VvRzvV5HqVTC+/fvxfMo4utWwov/yHGhFOatGcbjJa99onVkXJCReKLBQk4jB04eJLxIAO3u7gYG0+aiyHVdWJbl+QHM5/MeccbbhpdJ6UulkqiXx5AMWytnoDfkdxNQB6DnA7DK48XzyAHFE4mE712T66A/aAhRA3N/rPAiO7h3xbZtHB8fo9vtiuDly8vLyqk8WSByHpMSXpyL6lKtbwrqD+55HLfHiwsvWSjJnLvdLnZ2dnBxceHpK4LjONjf3/f1cRjiFiMqHlH4c+HFPVzE7aeffhJ1cE/fIMTNldtMkKcVVdOMgH+qkeA4jvAYUZoo69niFl4qrvI9VRoOx3FQrVbFHxInJydwHEf00c7Ojs+jpsLQwotP/3HwKcIg3GaqkYQKrXvgcF0X6XRauLflNLLwchxHfOYBtoHhhRd5vHiwaCqPBigedFkWXvRXOdVLg4mBgezxUn3n+DowwC+85DxcNKlEnKoOucxxeLzIDnmxueo3QRZb5DmS+XEekxJenMvm5ubAxfXETW4H+kucT+GNe40Xr1s1SHFvQavVUq53UrWP3C5xcYmKIC/IIP5Bz2Ruw7yDcXJttVpYW1vzlR9lmhFQCy+V0ArKLyNO4aXiKt8Lag8CcWu1WiiXy+j1ep5+HkZkDiW8SGzwHYd0b9C6EcIwuxpJlGQyGdi2Lda2yH+ly+s8eBoSV67rIpVKid05qh2TtFOM1mtxDxRxk9NcXl561nhxG3nb0PPd3V2fV4vKbDQaSn4G8weVwKcrnU6HepdV31N+X36/VOnlaUZKF+caryCufC0R3yknrzGinX5csMg8aJekakfkKLnQFBXVQ1NPqnVRsvCitHwXI/GgdFR+3LsaB3GRp+PIVtWuRuJNecm7RX02zE7TuMQI5/H69WvfZ+Il8+fgzzi38/NzD3fu/ZoEV/kdI35RpxkBiKnEhw8f4uuvv/ZwC2q7QYhLeNHuQ+L66tUrbG1tee7du3fP0x6vXr0SNlN+27bx448/iinGZDKJx48f49mzZ77nYTDneA0Bs/7KYBzodrt49OjRVG2yGObYE13OvgL04aLTeVA6cQnDPHE153jFhFkWXvLiegODODFN57vJ05ph0EWsAPpw0WkA14lLGOaJ69wKL3OZy1zmMpe5zGUuc8V7GY+XgYHByKCLlwjQh4tOnhOduIRhnrjOrccrbhjhZWCgP3QRK4A+XHQawHXiEoZ54mqEV0wwwsvAQH/oIlYAfbjoNIDrxCUM88TVCK+YYISXgYH+0EWsAPpw0WkA14lLGOaJqxFeMSHuOnQKqm1gMKvQRawA+nDRaQDXiUsY5omrEV4BcF0Xtm3DsizPeVZ08GHYGVdhddCRDZY1/CGiFEpEDnMyCkzT1n4Dg2nHKMUKHXhKh6LSoZzygZtB9ymuYyqVQqvVwp07d2BZVuSDR0ctvOjA1KurK3G4qHyYq+u6Sjv5yehBsRGDMKoBPMg2iskYdNgtcVTdk+MajouLH2fYfpBEwsqj1eujD+Bs+wGSiQTuPX+L3vUNPEgmkPiwMy3f6sFj8mERyWQClrKMFp7fTyKRuHk2Oa4qXPNPJixY9+p42ztAcSGJhGXhXv0Df5F0Gw+S7Nkp//wGvf4Zth8sIJnIo/VrLxLXsQuvw3V8snDdV81/9HCw/gkWEhasfBP/6PWlpNKzw3V8spCEZf0/NP/Rw+k3X2AhmcC9+hv82hvxAaoULJILER6KRBVjjiNKHR8rcrrdLi4vLyOFMIqKWq1mPGkGBhExKrHCQ/+sra2J/weFXFHdPzg4EP/nv1+FQiHWk+tVoHiNuVwOx8fHIs7f1taWJyKAyk6eN6hdBmFUA3hQG/J2JvBYhsRRvletVsXJ/eMIfxSOM2w/KOKg10f/bBsPigfo9fs4LD7Ai9MeTg8OcUbvw+E2ts+8Aurw8NDzvpxtP8D9F6dMtLDyI1gzVuF1to317Wtbz7Yf4MH959jv9dHHIdYXitjnAursDGcAgEOsP3iB07en3s/XKvUD1+kUXp6+OlzH+kEP15rqExT3/3HTZ4pn+wcs78/f4Iv1ffza6+Nw/Qtsv/0VYdrrVlONruuK+IiqgK1BGFZ41Wo1FAoFWJYl/uV1lctlpFIppFIpnJ6eesL3UHgebg957LLZLA4ODpBKpYT9tm2jWq1idXUVS0tLnsMiKZ7i6ekpUqmUL1xLs9n05KPQRZQul8t5/r+4uAjbtj3luK6LarXqCWnEbZumU8wNDAZhVGKFx6zkcSKjCi8SKyqPEv1+jYsLAGxubmJ/f1/8gUqCY3NzUxkuh9vJ86raJc4g2Spw2wa1M3noiKN8r1wui1h3PLbjOLl4cSOMzrYfoHjwwaN1WMQDj4ACDre3b0TY9R0Uk0kk7j3H217/5rNlMQ/YdAuvB8UD9Hp9HK6vewTT4fq18PTZfLaN7YP+jdfP83mahdch1j9ZQOJeHW9+7eHsm3Vsn16LK/z8zbUA/dDZP/uevUAhmURS5P0C6/sfxNbhOr7Yfhvq9RpaeOVyOc9UYNCPowrDCC8SOfQXXi6XE+XLp8jTVCePSbe4uCg8cQSy1XVdEXuRhBnxUnm2SHjV63W4ruvJR7bwfFQPpeNi8ujoCIVCwfNc5lMqlVCtVkUdYZ5EA4NpwqjECgWSB24nvMg7Q2s/r66ufFOX4+JCXio5mHcikcDe3p4vPZ9K5HnL5bJol36/PxHhJU9z8nbOZrMe8UVTkDyGI783DSLSCy68itg+/SCQzrZR3D5l04qH2N4+804zkhfosIjk/Rd4u19A8YMIufF8TbHwAoDDdSwkE8i3fg0RmcDh+sL1tGS+9cHb4/081cLr55/xc7+P/uE6PnnwHM3n9/HgxQfB5BNeX3ifre/jbY/nLQaKtiDcyuPFQ4jE6fGiHxwql//48rpc14VlWZ4vcDqd9gkvWeDwMmSxI+erVquewNl8DZrMm0QcT0fiyXEcZTmcW6PRMMLLYGYxKrFCnhTLskRQZWC4qUYCH+AHpYuDC1/XRNfKygocx0Gn08Hy8rLSlm63i9XVVSwuLnry0lo2uV0GYdQDeFAbOo7jaeednR1cXFwIjvK9mfV4KaYZPaVsF7H9ooACeX+EcJtm4XWG7e0D9PsH3qlFNtWmzOMRV/zzFAsvhmuP1j6KCwsfvJP3UH/DhecH75ji2c/frGO9eB+FuD1eBMdxYl/jFVV4kceLRAxN/cnC6+XLl+h0OsJmXh6JpUHCi34oZcjCi+rhIDF4dHQU+JwLL8dxPLaZGJEGs4JRL0iX12sOK7xU9+n3KwxxLa6n3wzyfAWt09rZ2REeJD5NB1y3y+bm5sQWpHPbAH87cyHVarU8v+V0b9bWeN3oLr8HyFfG6Qvc/5Afh8UP3q8pFl6H6zfiksTWwToWivsDhYTcFjefZ0F4/Yxvvlhn69cOsb5+EOCxkp99yPv2OR7EucaLe3L4D8Ug0cIxzK7GlZUVMYXHPUTcW0X3MpkMLi8vPWu8aKqS29Rut8Vfis1mU6zF4n9NqgQO1dVoNER67vGShREvl6erVCqeNWD8OZXhui5SqZTnr1q5vQ0MphmjnGqUd8oBNzsd5TVF8n3KT14h/vulmt6LkwtBtatRxS+RSPjs5FONqnYZhFEN4LJttEietzOBe/rIVtU9KnPyuxqBwyLt6rtep3Xw4bPY1Xidyj/NiJvdi5Z1D8/f9jw7Gq1864OA85YfhontarTyqNfTH3Zo0g7OG0EhphU/3N8vej9fL0RfEDsk30TgOk7h9fOHXYjkwTrdps/XOxz7yrR5zw5G7v06XP8EC0krnl2NH4tR1hE2rWlgYDAZ6HL2FaAPF53Og9KJSxjmias5xysmjKoOea2WgYHB9EAXsQLow0WnAVwnLmGYJ65GeMUEEzLIwEB/6CJWAH246DSA68QlDPPE1QivmGCEl4GB/tBFrAD6cNFpANeJSxjmiasRXjHBCC8DA/2hi1gB9OGi0wCuE5cwzBNXI7xighFeBgb6QxexAujDRacBXCcuYZgnrkZ4xQQjvAwM9IcuYgXQh4tOA7hOXMIwT1yN8IoJugovc7K8gcENdBErgD5cdBrAdeIShnniaoRXACjIND8sdZijHcLqUB1oSoeh0mn2cYFOzOcHscqHmAYdZEqn4cuQ24bzk88g44fH8iDfPAYkj1VJIZsMDKYN0yxW6LDPqId16sJlVAM4HYDKD291XRd37tzxHE5L9qhspFiNVAbFrIx6IOwsi5Fh379Z55pMJvH06dNIXMcpvLrdLpaXl5FKpfDu3TvfZxXq9TqSyST+8pe/IJvNIpFI4OHDhyL81aC8MoYSXhQMlYf1IRJRhEDUkEEUHoRC9VQqFWXwajmUSNC9MMj2c368PAq2O4wA5GVTqKBOp4NsNutpLx4yqFarwbZtT2gjagsuwh49ehSrGDUwuA2mVazwANXlcjmSl3qauVD4oCihdkY5gMuhgdrttvgdOjo68sTMVdl4eHjoaVP5cxhmVYwM22fA7HI9OTlBuVxGr9fDxsYGjo+PQ/t43B6vbreLYrGI8/Nz5WeOer2OWq2GXq+Hk5MTOI6DXq+Her2Ovb09XF1dBeZV4VZTja7r4ujoyENg1MKr2+3CcRxRPgkwCgzruq4I5cO9RzyUEE9LHiUKQSTn4Z8HCS8eAgi4iRNJ9cgIaht5epLHvKxUKmg0Gh6PFw/yy+s2oYQMpg3TKla2trbE94XHDBwEXbjEKbw4ePxGspEHwL64uMDdu3dFWCcKhC6HfxqEWRUjqvaYbEDw+HAbrtMqvDqdDj7//HMR5qrZbApRWa1WcX5+PlC0qTC08KJ4Z1yAjFp4yXEMZW8PBVvd3d31BcKW7/EAtCSoXr586ckjixpZeKniLsoICnQb1DaqIL0kGuVyuDcsyn0Dg0liWsUK/55H/e5MKxfHcXxcJi28yKtPdqhs7HQ66Ha7aDabyGazOD099XyOIr5mVYwM22fAbHMlLxd5iGZVeFGA936/Lzxfe3t7WFhYwKtXr9Dv9+MXXmQgFxPj8nhR4GsSJ9xLRKB7XDBxIaOK8Sh7n1QeL3l6ladV1RPUVmSDnJb4ytOQXHTKwchV/A0MJo1pFSvG4xWv8OLTjNzGIK8HFyKqz0GYVTFiPF6zL7xOTk7w/PlzOI6Di4sLfPnll+PxeBG4xyauNV4EEh8bGxvodDpCuAwSXiSWuMihZ7LQCvN48alGWbSp6pFt522jmq6Uy+ZlkW1kE99oYDxeBtOIaRUrZo1XvMKLTzOG2SiXMWj6Mk4u44RZ4zWbwotzabVaKBaLePbsmfjcbDbjXeNFHhfZu0P3wxaeD7OrUbVuK51O+3Y7plIp3/os1c5I2q24u7sr1nrxqUt5l6a8q7FWq4lnfD0XrfEK4s/bhtao8TbM5XLI5XKeemkXpCz0ZI+XWeNlMI2YVrECAGtra7AsS4tdjWtra2Pf1cjr5euy5GnGIBtpV59t2zg+PkatVvN8joJZFSPAcH0GzDbXJ0+eIJFITOWuRuDGvocPH+L9+/eez7/88osnLe1ofPz4Md6/f48vv/wSiUQCn376Kd69ezcwrwrmHC9ci61Hjx5N5Cyu24qnoKlPA4NJY5rFyrDQhcssD+AydOIShnnias7xignTKryA2RIy5hwvg2mGLmIF0IeLTgO4TlzCME9cjfCKCdMsvAwMDEYDXcQKoA8XnQZwnbiEYZ64GuEVE4zwMjDQH7qIFUAfLjoN4DpxCcM8cTXCKyYY4WVgoD90ESuAPlx0GsB14hKGeeJqhFdMMMLLwEB/6CJWAH246DSA68QlDPPE1QivmGCEl4GB/tBFrAD6cNFpANeJSxjmiasRXjFhlHUEndouH45qYGAwXugiVgB9uOg0gOvEJQzzxNUIrwC4rgvbtj2HeAYdeqrCMAeo0hUUH/Hy8lIc/SCfND/LwksOGfQx5eTzeXFwLB3KCnj7kR+GK/clHVzLD4al0/LNkRYGQZhmsUIHeE7qAFWqv1Qqie+abIvrurhz5474fu7t7YmDRnnaYbiMagCnoNbcbtU9Ah0Y+vjxYxHTjg6mvri4EJ/pd0bnWI3A8O/fNHDd2tpCMplUHoRKzx49euR5Z1+/fo1arRaYT4VZEV7dbhdffvklUqkU3r17B9d18dvf/lZwp/iNgzCU8CKxw4XOy5cv0el0IgmGKHXwAZ1Ocw87YLRWq4Wemh8HVOGNpgFhsTTb7bZoKx5fTe7L1dVV4Vl0XdcXrNx1XTx69Ggmzj4zGB+mVXhNOmTQ1taWiFnHv2vLy8ueUDny99NxHI/ddOJ7lPh3hFEN4N9//73P7iAuPMbd2toa9vb2hPii8EA8WDSP7zcOLuPGLIYM4u/soGc//PCDEM3tdlu8s9McMuhjwMMLydxd1x2t8CK4roujoyPf/bBpvmGFF3AtqtLpNFZXV7G0tCS+4KlUSoTukYNo0/1cLuf5/+LiImzb9oX8KRQKsCxL/NtsNn11EO9qtYpUKoVUKoVGowHLsrC6ugrbtpHNZn38ybuUzWbRbrdFWCASirKXiUQthReybRv7+/siNBJ5oaiMlZUVn6dRDjU0yDvFY27KfVmtVj22yjEtqf1M2CIDjmkVXpMMks29QuTtIQwSgTs7O6hUKh67y+Wy+M2QywpCHAO4SjzwezzoNRdYsvAiMbK5ual1rMZZC5Ld6XTw2WefifeMxyEc9IzeWRLa0xok+2MQFNdRjlcahKGFF8ULVE0BBg3ihNt6vOTpLhIA9ONJwqter3vuc8/c0dERCoWC73kqlUIulxNxE+kHQlUHn7IrlUrY2NhAqVQSaSmYNQd/Vi6XxQ8o/cUqCxfZe0cBs7mYKpVK2N/fRz6fx8uXL31tKAukIOFF8dVUkPsyKCC3CdRtIGNahRf/XkR9b0fFhQe+l70IOzs7yt9N+n7Kdv/xj3/E3t6esqwgxDGAqwYZfo/bFiS8gGvPWCKREAN1GGZVeAUJ0UGYJFfusZTfs6BnnU4H33//PRqNhvBynZycwHEc7YUXcY/yDt/K46UayPkPSxCiCi8SWyTwgoJF03MSXisrK761YeSFcxxH+VwWNvSFkOsAvD/WjUZDuFNlUabik0qlxNQdlVUqlVCpVDx5ZO8deeBk4cVFoQzZ8xgkvPg0I4fcl3yKUQ7UHbTJwWB+Ma3Ca5IeL/6d4oPuoN9N+n7yP86azSbu378vhNekBnA+8Abd414+HgSbC69ut4udnR1cXFz4plzHxWVcmDWPF+9PWTwFPaOptttwnXXhFXWaEfiIXY3cI0LeojDcZqqRyucCg9YU8DzVahWO4/jEheu6SKfTODo68uWjslXCS5U2SHhRWpUI4c9kwafyeBGXjY0NdDodYRuvm3sdVdO7UT1eKg+lqi+pPPIgnp6eCk+i8XgZyJhW4TXJNV68bv6bk8vlAssn75G8Noiv+YryBy8w2gG81WphbW3NJ7rke4ROp4PNzU3xjAsvLoBVYi5uLuPErK3xOjk5QblcRq/X8/VN0DP5nZ2HNV6EqNOMwJDCi3uB+JQZ34U46EdgmF2N3HuUy+U8n3k68ohZloVGo+G5TyCvkpyPvFG0Voo4pFIpuK7rK4vsoGe0O4f+VfFvt9vi2e7u7sA1XpxLOp32rOXiHjC6qDx5Y0GQh5Cn49OMuVwOuVxO2ZdBZdE9s8bLQMa0Ci/gepedavddEEa9uJ52+NEuRb5zkYO+n1Q37Q4ku3lZ45yeo3pVOy75PW6jvA6NuGQyGbGRZ9Lr1cYFuR/DMGmutGvx8ePHPjvkZ/JU25MnT5BIJLTb1QjccHv48CF++eWXoaYZgRk+x8sgGN1uF48ePYp8rMZtxRNfQ2dgQJhm4TUsdOEy6QF8lNCJSxjmiessCa+PhRFemiJuUWTO8TIIgi5iBdCHi04DuE5cwjBPXI3wiglGeBkY6A9dxAqgDxedBnCduIRhnrga4RUTjPAyMNAfuogVQB8uOg3gOnEJwzxxNcIrJhjhZWCgP3QRK4A+XHQawHXiEoZ54mqEV0wwwsvAQH/oIlYAfbjoNIDrxCUM88TVCK+YYISXgYH+0EWsAPpw0WkA14lLGOaJqxFeAaC4g/LJ5fK9IEQVXnSWVSqVwv7+vjIuZFTQOTGNRiPUPjnPNO3YG6VNqoNQR4nb7KjU8SBW3g7yO72/v++J0CDH5aRz1y4vL0U6ijUqn7U2bTtMp1ms0NlSkzjHa9QYhss0D+DD9sk0cwnDvHFNJpNanuMlo16vC65R+mso4XV5eSkO/aQBRXUvCFHF3aNHjzyHiw4jmCqViu8+HZQaVk5Q/kkiDpsoHmSlUvEdvjrK8qOWG7V/ZExjfxG4GAp6p+XvDIWIke/zz5xzs9kU7czrmDSmVaxM8uT6UWPYU9CndQCftdPcPwbzxJWfbK/jyfUct+F6q6lG13V9XijVPRlR6pDD3RDkgNntdhvVahWpVEqcas9PfV9dXcXS2sSJ0QAAF6BJREFU0hJc10U+n8fu7i5WV1c9HgM6ONS2bRH70LIslMtl5PN5j7chqE4CDai2baPdbntOxCdBwU+p50G6ef3lclnJaRibXNf13KOT9qkeCkt0eXnpiQtJz+V+tW0bX331VWCbUVtTe8jxJiktlZXNZpX1cJvL5bLPCxTUX9SvcrncNrkNgOtT+OlzLpcTHiVuL9kU9M4EceIn/ge903IQd0ozjPDiERqmJYrAtIqVScZqHDWG5TKtA/isxS/8GBiuegqver0uojW0Wi1sbW2F9tnQwovHCRx0T4UodchBowl8UKHQNiQ0KF7h7u4u8vm8J4wOeV8ovA5N+6TTaV/Q6d3dXZRKJY9HKKxOAg2u9CNIgyWF5ZE5yHnI+0TlUxzHYW0i0cfvFQoFj22y8KrX64FBt8lGmgrkbcYFJve0UPlyubwsVRxMEm+8beVYmqr+UpXLw0F1u11f/wB+4cPbSe6PUqmEarXqsyGIExdbQe80F+JcEPL7PGyUKsSU3IbTMF07rWKF90nUtppWLo7j+LjMovAalgcwvVzCMG9cyfMjB9gOwqwKr52dHR/XkQsvQH1qeZR1JlHqUAV9lu9T4GsesJoGv1Kp5BlcSQTs7u761qXJgyjlpzz5fD60TgKPYykHwibIA7Cch6cnW25jkxzMe3Fx0VOPLLx4nEp5MCcBk0qlfMIrSKxR+XK5vKywAOR8rVOQ8OJtoyqX51H1Dy/LcRyfvbJNKuEVVDd/X4Pe6Y/xeKmm9lVB2ieBaRUrxuM1fQO48QIZroRZFV5j8XgRHMfxrSdR3eMYdo0XcPOjUqvVPIJmdXX11sKrVqt58lPw6/39fY/IqVQqoXUSXr586Rl4yRY+6MoeLzkPt5s4y8Irik2yYNjY2PCJZC68HMcJFMxkoyzyqM1UmxaofLlcXpYsEGSbv/rqKzHV2mw2Pc/l/goql7en3Na83nQ6jaOjI2Ufcpscx/HZ8OLFC2XdsndF9U7L4onKGGaqkbe98XgNhlnjNX0D+Dyte5onrmaN1wjXeHGvAQkI1b0gDLurkXsn5DVeKysrnvVLuVzOMw0jr5EqFAqeMuXpnGazKe6l02lYliWmJwfVSeDlrayseKY3g6aJ5M+ct5xnGJtIFNC9bDarrIfapNFoBE5ftdtt8YynozajumQBqSqXlyW/K7LN8jQbrRdT9Rfnx8vltg2aoiMPkpxmUDtSXUGcZFEkv9P8feYXb7NBuxppyjiTyYhpSrPGKxxra2uwLEuLXY1ra2ta7Gochgcw3VzCME9cnzx5gkQiMRe7GjnXke9q/FiYc7wGQzVtZzCb6Ha7ePToUSSvyigQd1D0YTDNYmVY6MJllgdwGTpxCcM8cZ1l4TUsjPCaEgxa/2QwmxiXGDLneMUHXbjoNIDrxCUM88R1boWXucxlLnOZy1zmMpe54r2Mx8vAwGBk0MVLBOjDRSfPiU5cwjBPXOfW4xU3jPAyMNAfuogVQB8uOg3gOnEJwzxxNcIrJhjhZWCgP3QRK4A+XHQawHXiEoZ54mqEV0wwwsvAQH/oIlYAfbjoNIDrxCUM88TVCK+YYISXgYH+0EWsAPpw0WkA14lLGOaJqxFeAaBQO5Zl+c6bihKuJEodpVIJtm17Yi1aluWLByjXrdpKT4dW0mGbFCx5lFAd2krgQZijIIq9cfEAgtsxTnQ6HWxsbOD09BRLS0vKd0uFUqkEy7IGvnP8kFIexJvXLdfJ33HVe6fKE1ZPkL1hHOTnZNugd0rOo7J3WNu63a4v+sEgRBUrnU4Hv//973228br7/T5c18WdO3c8fXJ1dSXSd7tdZLNZ0f4XFxcArqMH3LlzB7lcDhcXF6KuqIdXDsOFbLRt23MieblcRiKRwH/8x394uMjpeBkyT7kM4OYgzqh8og7gvE+oXNW9qDZ0u10UCgVcXFz4+unt27fKfgvDqMRIVK7dbhfLy8tIJBJYWlrC+fm5pxzXdfGb3/wGtm3jp59+EryD8vA2GRdX4vuHP/zBc4Cr6t7GxoZ43+S6Oa9//ud/xvn5uacMOixVlS4MoxResk2cR7fbRbFYxPn5OVzXxW9/+1vYto0ff/zR9w5vbGwgmUzi3//930UZdFiqZVl4+vQp3r9/jy+//FJwfffuXah9Qwmvy8tLcZq6HNJEPsldhSh18EGMfowHhSLqdDrIZrMDgxCP4zTvZrPpE17DiqRx2quqO6gd4wIdMtpsNlGv19HpdLC7u+tpRwo/xPufB7xeXFwU7SunpcDi3W4XuVzOJzxUdfIT5lViRZUnrB6Vvc1m03MyvdznQRxd1/V8DssT1K6D8gTZy8MeDUJUsSLbdnFxIdqF3kcKGUU/dDQgclD7X11dYW1tTYQXy2QyePv2ra+uu3fvRh7kh/F4ua6L3/3ud0JQNZtNZLNZvH37Fnfv3sXe3p4yHUHFU1UGhagaBlEH8OfPn+Pi4sLTTqp7UW3Y2toSeba2tpDNZkU/JRIJX7+N8zR34vX3v/8dd+/exfn5ufIe2f3+/ftAO+U+HZSH2iSKGBml8IrC929/+xuy2SzevHmDzz77DK9fv/Zw5byePHmCZ8+eoV6vD2wzSjfOkEEvXrwQNn322WceMVSv1z33Tk5O8E//9E/46aefPDa2Wi0sLy/jzZs3+Pzzz/H69WtcXFzAdV1Punq9jmw2i19++UVwjSVWo+u6ODo6Ep8rlYqImzcIUYWX4zjC09VsNoXwkkOkADchi7hnggQPhVih0DaUr9lswrZtbGxseELwcI8FHUppWZYQmRRCZnV1VQxiVG61WoVlXYd1oTK48FLZThhk7+rqqviXwtbYtg3HcYQng/jTIM7rkEMtDeIR5lkcNWiQlQM9c6+RSngRGo2GJ7+clkRUpVLxBBeXwetst9sivxyPMyhP1Hq4vTz2qEqsBXEcJLyC8sj2Rs1D966uroS3IsofBcNOz7mui9///ve4uLgQ7dLv98WAFdYnJFi+/vpr5PN5VKtVIWBkTwqvKwo+RnhtbW35uJDXSyW8OE/HcUQYKLkM4ru4uIi//e1vsYgVVTvxe1FscF0Xf/7zn4XwCuon+hwlduFtuHwM1/PzczSbTSSTyYF2yn3aarWUeXibjFt4EU5OTvCHP/zBUz/dK5VKyOVy6PV6ePLkiU9kqnjRc14upfvLX/7iSxeEOKYaZa4nJyei/cOEV71ex9rammiLZ8+eYW9vDwsLC/j888/xX//1X+j1emi1WlhYWBBc5XJUGFp40QDNAzVTEONRCi9+kjsNpvQjJAfMlv+Sp+ftdlsIGS6CKAA1gZdB5XNRwO/Zto39/X1RFpVbrVZ9Zch1yrZHsddxHHEPuBFpq6urnniPFG5I1T4UN5J7L2QeqnaMG6q2INGpimXIhQGJHTmeoZyWBPwg0UF1ctAUaJAIlfOE1cPtjSq85DxAuPBS5QniOCgPDZJ8Wm+QQOQYVniRbf1+Xyk0CIP6pFariWmdcrmMXC6Hq6srZLNZz+DB64qCjxVeJDqiCC/O889//jOurq6UZRBX7hkbdazGVquFtbU136BL97a2tgba0O12sbOzg2az6fEwUj4SxPLnKBi1GAnjKtutEkyqPpXzyG0yKeFF3Hi5dK9Wqwnbgrx7W1tbSCaTvilEudygdEGIQ3hxm3j7R/F4cc8YCa9arYZkMinee5rGrNfrguvIpxoJ5A06PT31DXiDphuHEV7AzZoWLoDkgVUlGCjAMRclsvepXq8LT5YsvGTxwoUXD5rMy5WFF9VPdapsj2Kv4ziegZbfJ48XDfZBdZRKJWxsbHiEl8xjEsJLHshVoW8GebwocDZfayV7vEgAp1IpVCoVn/cvKNwOtYnKYyjniVKPbK/8fkXJA3iFl8q2oHYhe6PmoXt3794V91RCWYVhxIrcloOEF/WJDN7+d+/eFb9DsqdpmLU1t+EiD758TRNf0xUmvDjPoDKA66UfJDJHKbxU7RTUdkE2HB0did8a7vGq1Wq4uLjA3bt3kU6n8ezZM/F5EoGjo3BttVrC7s8++0xpp8rjJeeR22QSwiuML1+bRWvWZEGqagtaNzVMm8kYtfDia7mAa48ytX8U4dXtdsXaLXkN2OXlJTY2NpDL5bC3t4etrS1cXFzg888/jxQo+9a7GuV1V6P2eBG454mvpeHPVR6vTCYjBpOgxer0Q6DyeFEZ5E0ZVnipPF5B03iD7A0SXtVq1TcIBbUPebz4VOs0CC95IK9UKkJQtNttAH4xRcKhUqmg2+2iVCp5Bil5jVetVkO328XKyorSW6Oqk+4HtYWcZ1A9QfYOWuM1iGPQusFBeYI4qvLQ1LuqnDg8XrJtqjVePK2qT3j7/+lPf0I6nRZrxtbW1kQZm5ubynYYFRdamM3F0enpKQqFgtgoEJSOY3Nz0zMwymWsra2J9Ws0mIdhmAF8c3MTx8fHnnaS74XZwBfeW5aFx48fi366urrCn/70J7Ggmz6Pe42Xile/3/fdk+1WiQhazM29nXKeXC7na5NReyqH4fvDDz/4+P7www+e902um/P613/9V9EWchlB6QZh1MKrWq3i+PgYV1dX+OGHH5TvZK/XQ6fTwb/8y78opwjPzs5QLBZFWzx58gSZTAZv3rwR7z1xff/+veA6UuHFPSryoD8K4aVaWA/ciDwadGzbRqPREPXatu2pW14zlclksLKyIv7KdxwH9XpdTOHRVAtfnxW0xkv27sn35LVU9Jl27XHbo9grL/JW1UfPVe1D04okDGmqReahase4IYtqsidsJyjtelO1JQffKamaAgyqs9PpoFKpKMtU5QmrJ8jeQbsaVXn4jktVG6nyhLWrKo/qXhxrvGTbaNCSdzUCg/vk9PRU7ESjKSvaCZjP53F1deWZnlPtKPxYLnxHIpW/traGxcVFfPfddwPTcXQ6HWxubnp2DlIZfLqUdkbSgv0wRB3A+RQi2adqO9mGoDZqtVrC4yX309HRka/fRsllWK4//fST8p5sd9CuRjnPH/7wB2UeapNxe7yi8F1cXPS9bxzEi+9WpClFFf9J7WqkqT+yiXurWq2W8HjRrkZVuidPnuB3v/sdvv32W09e2sFKGw/Ozs48XGObarwtxlHHbTAJb8/HotFoeLwgfJfprKDbvdnVaDDdiGNX4yxAFy46nQelE5cwzBPXuT3Hy1zmMpe5zGUuc5nLXPFe//jHPzCdrigDAwMDAwMDAw1hhJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZhghJeBgYGBgYGBwZgQu/CyLMtc5jKXucxlLnOZa+6vf/zjH+MRXgYGBvojkUig3+9P2oyRQBcuyWQSvV5v0maMBDpxCcM8cV1YWMCvv/46aTPGgk8++cQILwMDg9FBF7EC6MNFpwFcJy5hmCeuRnjFACO8DAzmA7qIFUAfLjoN4DpxCcM8cTXCKwYY4WVgMB/QRawA+nDRaQDXiUsY5omrEV4xwAgvA4P5gC5iBdCHi04DuE5cwjBPXI3wigG6CS/XdVEqlXz3S6USXNedgEUGBtMBXcQKoA8XnQZwnbiEYZ64GuEVA4YVXrlczrP1MpfLjdSejxVIl5eX6Ha74nOn00E+n8fp6akRXgZzjTjESrPZRCKRQCqVwtu3b5HNZmFZFjKZDK6urjxp6Y8iysPTuK6LRqMxUS5bW1tIJBL4+uuvkclkkEqlcHFxMTBtOp328SUuUeyLYwBvtVqiT8h+13VRLpc9Nq2trSGRSODx48fY29sL7JOo7TwJMdJqtZBMJpFKpXB+fg5AzVW+T/kePnyI9+/fi+eT7LcwqLienJygXC57bNna2kIymcTTp08DuZ6cnMBxnEhcJyG8Wq0WFhYWkEql8H//939YXl5GKpXCu3fvfGnr9brgu7e3h4WFBTx8+BC//PILgBuuUfprKoVXt9tFtVrF6ekp8vk8Li8v4TjOyGxxXReLi4sjFUi1Wg2ZTMYjxsaBTqeDSqUy1joNDAYhDrFycHAg/s/FU61WQ7PZFM86nQ7u3r2LXC4n/riif+l3ZZjv6Ki5bG1toVariTK73S4KhYJSePG05XIZx8fH4t9ut4u//vWvPtEZhDgGcN4ngLftiV+r1UKz2US/38fa2hru3LnzUTzi4hKGw8NDz3vQ6XTw2Wef4fHjxwPvT2O/hWEQV7KFC7GNjQ0Px9tynYTwkrl2u10Ui0UhOAn1eh21Wk3wlzlfXV3hP//zP4XgDMNUCi8CeZHoh7JWq8GyLNi2Ddd10el0kEqlxI8veccymQxWVlZQq9U85XW7XWQyGVHG/v4+UqmUKI+j2WyiXC4jlUohlUqh0WhgdXUVS0tLcF3Xl6/b7SKfz8O2bc/9XC4nPudyOSwuLnrS1Go1FAoFWJYl/qWBhPhRWtd1Ua1WhU2dTkfwlrkaGEwKoxYrNKCTl4TEVL/fR6VSQafTEWkrlQr29/eVHq9GozH0H1uj5EI8LMsSXqIg4SWn/dvf/ubh4jjOUFxGPYDLfQIAm5ubou2pzbidruvij3/840fxiINLGEh4ZDIZMbASV9njJd+XvUCT7rcwBHFttVoej9fW1pYQ1K1WS4zBMtfj4+PI359xC69Op4PPP//cw1UlvCgdfRffvXsnPGXk8RqW60wJL0Kz2RTipNlsCtFRKpWwv7+PfD6Ply9f+sqr1WqetIVCAa7resoAbgQaiRsSfOTRoh9wnq/b7SKVSvnucw5HR0eeOknY5XI5NJtN5HI5z1/zvJ5KpeKxif6K393dVa41MzCYFEYtvGhav9lsigGbRNXe3p5IR78LXJgRhp1iJIySC//dIm/W1dWVUnip0pIdw07NAaMfwHmfZLNZfPfdd6LtuRjhtst234ZHHFzCQFxbrdZAruTdGzQFOel+C0MYV7KFCw3VdOIwU4yEcQsvznV5eRnv379XCi/utZU9X8BwU4yEmRJe5AHiXiFZeKmEFIGv62o0GlhcXAxcQ8bLcF0Xtm2Lz3z9GeXrdruwbVtZHtXrOA5WVlY8aegHlurjA4Rcj0qUBS3yNzCYFOJckN5oNNBut+E4DjqdDpaXl4XniNZ98e9Mv9/3TDGura3Bsiw8e/Ysko1xCS/6Lgd5vFRpiQtN39DaqShc4hzAaR0ab3uaauOeO9u2cXx8DAC35hE3lzAEcb26usLy8rLnGZ+GnMZ+CwOt4ZK59no9pcdLxfXJkydIJBJiHdggTHJxPQnJq6urgcJLFlndbldMMXKuYX02U8KLphVUP0rAjVDh6zs4uMeLvFh8moKDC69arYZ0Oi0+v3z50pePPF6q8lzXRTqdxtHRkS/vIOElpzXCy2AWEJfwIpHSaDTEd5H/FhBkjxd9VzqdDgqFAt6+fYtCoRBp7ckouXC7yO4g4cW9JpwjTVUNyyWuAVy2P8jb0+l0sLm56ZuCvE2fTEqMROWquj9t/RYG8vwQV3lxvWqNF+/b4+NjdDodFItFwTVs/dOkhBf3cqk8XpwrF2EAsLOz4+H65s0bFIvFUK5TLbxISMliiU/7cS8YXbu7u8hkMr7F7nLaRqMhPqs8XvKaMRJWvBzKx9OryiPRyPOurKwIO7knLKieXC4npjNpipKvczMwmAaMWnjVajUkEgnhMeHerVQqhWw261nQLQsc/tf4JD1ewI3HhLwh5P2gKdS1tTXBRU6r4jIpzwnZxr1YwI3ooN8r6ju+81H2kEy7x4tz/emnn8R9mSt//+QpyGnptzCQl4u4kn0kPohrr9dTerNkrtPs8aJdirZt48cff0S/3xf20tqtJ0+eIJfL4dmzZ0gmk54NBq1WC1tbW+KzNh6vSSJoutLAwGAwxn32lbyzcZQYNxeawhk1JjGAc8/AKDFtZ1sZrqPBNJ7jVa/Xsbe3N3K+YxVe5jKXucxlLnOZy1zzfo1FeBkYGBgYGBgYGFzj/wPzdu7i10YPlwAAAABJRU5ErkJggg==)
Dans le régime AS, le versement de dividendes ne s’avère avantageux qu’avec le bénéfice de la flat tax qui permet de réduire d’environ 3 points le taux de prélèvement par rapport à une option tout rémunération. A ce niveau de rémunération, le versement de dividendes s’avère véritablement avantageux même avec un maintien des cotisations de retraite.
Il en est de même dans le régime TNS où l’intérêt du versement de dividendes ne résulte que du bénéfice du bénéfice de la flat tax. Dans cette hypothèse, le gain est de 16 K€ soit une baisse du taux de prélèvement de 3 points, ce gain n’est que de moins de 1% avec une imposition au barème.
Là encore, dans toutes les hypothèses, le régime TNS s’avère le plus favorable.
A ce niveau de rémunération, le PFU présente tout son intérêt, il permet de réduire le taux de prélèvement d’environ 3%, soit une augmentation minimum du net disponible de 15 K€ dans tous les cas de figure (régime AS et TNS, maintien ou non des droits à retraite).
En conclusion, l’avantage résultant du versement de dividendes avec bénéfice de la flat tax augmente avec le niveau de revenu, mais s’il est décidé de maintenir un même niveau de cotisations de retraites par des versements à des régimes facultatifs, cet avantage s’amoindri mécaniquement.
Mais la difficulté est de déterminer compte tenu de nombreux critères (utilisation des tranches basses de l’IR, de la déduction forfaitaire de 10%, la limite déductible des versements à un PER, du taux réduit de l’IS à 15%) à partir de quel montant de rémunération, il est avantageux de basculer en dividende. Ce montant varie également selon le régime social applicable à la rémunération, de la composition du foyer fiscal, du montant des autres revenus et de la volonté de cotiser ou non à des régimes facultatifs de retraite. Une étude individualisée avec des outils appropriés permet d’éviter des erreurs couteuses.
Article mis à jour 30 août 2021 sur la base des taux de charges sociales 2021 et de l’IR 2020.
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