Está Vd. en

Documento DOUE-L-2024-80823

Reglamento Delegado (UE) 2024/1503 de la Comisión, de 22 de febrero de 2024, por el que se completa el Reglamento (UE) 2023/1114 del Parlamento Europeo y del Consejo mediante la especificación de las tasas cobradas por la Autoridad Bancaria Europea a los emisores de fichas significativas referenciadas a activos o de fichas significativas de dinero electrónico.

Publicado en:
«DOUE» núm. 1503, de 30 de mayo de 2024, páginas 1 a 5 (5 págs.)
Departamento:
Unión Europea
Referencia:
DOUE-L-2024-80823

TEXTO ORIGINAL

 

LA COMISIÓN EUROPEA,

Visto el Tratado de Funcionamiento de la Unión Europea,

Visto el Reglamento (UE) 2023/1114 del Parlamento Europeo y del Consejo, de 31 de mayo de 2023, relativo a los mercados de criptoactivos y por el que se modifican los Reglamentos (UE) n.o 1093/2010 y (UE) n.o 1095/2010 y las Directivas 2013/36/UE y (UE) 2019/1937 (1), y en particular su artículo 137, apartado 3,

Considerando lo siguiente:

(1)

Debe establecerse una tasa anual de supervisión que cubra los costes reales y estimados que soporte la Autoridad Bancaria Europea (ABE) al realizar tareas de supervisión en el contexto del Reglamento (UE) 2023/1114, incluidos sus gastos generales. La tasa anual de supervisión ha de cubrir también los costes que soporten las autoridades competentes en las que la ABE delegue tareas.

(2)

El mercado de criptoactivos es dinámico y a menudo evoluciona con celeridad, por lo que la estimación del número de emisores que podrían estar cubiertos por las tareas de supervisión de la ABE es intrínsecamente incierta. Además, las prioridades de supervisión pueden cambiar ocasionalmente a la luz de los acontecimientos. En este contexto, es de suma importancia que la ABE y las autoridades competentes en las que la ABE delegue tareas dispongan de la flexibilidad necesaria para estimar sus gastos probables de año en año, y en particular que tengan la posibilidad de reevaluar, de un año a otro, las tasas que deban cobrarse en relación con las tareas de supervisión de la ABE.

(3)

Las tasas cobradas por las actividades de la ABE relacionadas con los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico deben fijarse en un nivel que evite que se produzca un déficit o una acumulación significativa de excedentes. Cuando un resultado presupuestario positivo o negativo importante se vuelva recurrente, ha de revisarse el nivel de las tasas.

(4)

El número de fichas significativas referenciadas a activos y de fichas significativas de dinero electrónico bajo la supervisión de la ABE no se conocerá hasta que no se apliquen los títulos III y IV del Reglamento (UE) 2023/1114. Por consiguiente, no es posible determinar ya unas tasas anuales de supervisión fijas, puesto que el importe exacto de los gastos ligados a las tareas de supervisión y el número exacto de fichas significativas referenciadas a activos o fichas significativas de dinero electrónico no se conocerán antes de que se establezca plenamente el marco. Además, el número de emisores de fichas significativas puede variar en el tiempo y, por tanto, no es posible predeterminar el importe exacto de las tasas en el acto delegado.

(5)

En consonancia con el principio de anualidad y el principio de plena recuperación de los costes, las tasas anuales de supervisión deben calcularse sobre la base de los costes directos e indirectos estimados que soportará la ABE para realizar sus tareas de supervisión. Las tasas anuales de supervisión han de ajustarse cada año para que se correspondan con los costes estimados. La tasa anual de supervisión aplicable a cada entidad debe calcularse sobre la base de un enfoque plenamente proporcionado.

(6)

Dado que los costes de las tareas de supervisión dependen de la intensidad de la supervisión, no se espera que haya una linealidad absoluta de las tasas entre los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico. Por consiguiente, de conformidad con el principio de proporcionalidad, conviene establecer un sistema de estimación y de seguimiento basado en las actividades que permita imputar los costes estimados, respectivamente, a los emisores de fichas significativas referenciadas a activos y a los emisores de fichas significativas de dinero electrónico.

HA ADOPTADO EL PRESENTE REGLAMENTO:

Artículo 1

Estimación de los gastos de la ABE para la realización de sus tareas de supervisión

1.   Cada año, la ABE estimará los costes globales anuales que prevé soportar para la realización de sus tareas de supervisión. El importe de los costes globales anuales estimados constituirá la base para determinar el importe global de las tasas de supervisión cobradas.

2.   Las tasas cobradas a los emisores de fichas significativas referenciadas a activos y a los emisores de fichas significativas de dinero electrónico se establecerán de conformidad con el principio de plena recuperación de costes y según un modelo de gestión basado en actividades elaborado por la Autoridad Bancaria Europea (ABE).

3.   Al estimar los costes globales anuales, la ABE tendrá en cuenta los costes directos e indirectos siguientes:

a)

la estimación anual de todos los gastos directos e indirectos necesarios para las tareas de supervisión realizadas por la ABE en relación con los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico, con inclusión del personal que participe directamente en las tareas definidas y los costes de los servicios horizontales, como el apoyo operativo y administrativo prestado a dicho personal;

b)

la estimación anual de los gastos necesarios para el reembolso de los costes directos e indirectos soportados por las autoridades competentes en las que la ABE haya delegado tareas de supervisión de conformidad con el artículo 138, apartado 1, del Reglamento (UE) 2023/1114 en relación con los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico, con inclusión del personal de las autoridades competentes que participe directamente en las tareas de supervisión delegadas y los costes de los servicios horizontales, como el apoyo operativo y administrativo prestado a dicho personal.

4.   Las tasas cobradas a los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico cubrirán los gastos de personal, infraestructura y funcionamiento indicados a continuación:

a)

los gastos de la ABE para la realización de sus tareas de supervisión en relación con los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico de conformidad con el Reglamento (UE) 2023/1114, tales como:

la clasificación de fichas referenciadas a activos y de fichas de dinero electrónico como significativas de conformidad con los artículos 43 y 56 del Reglamento (UE) 2023/1114, incluidos los costes ligados a la recopilación y el análisis de datos y a la interacción con el emisor, las autoridades competentes, los bancos centrales y otras autoridades pertinentes,

la clasificación voluntaria de fichas referenciadas a activos y de fichas de dinero electrónico como significativas de conformidad con los artículos 44 y 57 del Reglamento (UE) 2023/1114, incluidos todos los costes que conlleve el proceso de clasificación,

la supervisión a que se refiere el artículo 117 del Reglamento (UE) 2023/1114, incluida la creación y el funcionamiento del comité de criptoactivos de la ABE a que se refiere el artículo 118 de dicho Reglamento, y el ejercicio de las facultades y competencias a que se refiere el título VII, capítulo 5, del mismo Reglamento,

la creación y el funcionamiento de los colegios de supervisores a que se refiere el artículo 119 del Reglamento (UE) 2023/1114, también para las fichas significativas de dinero electrónico emitidas por entidades de crédito;

b)

el reembolso a las autoridades competentes que hayan realizado alguna labor en el marco del Reglamento (UE) 2023/1114 como resultado de cualquier delegación de tareas de conformidad con el artículo 138 de dicho Reglamento.

Artículo 2

Método de cálculo de la tasa anual de supervisión

1.   La tasa anual de supervisión de un emisor determinado de fichas significativas referenciadas a activos se calculará como sigue:

a)

los gastos relacionados con la supervisión de los emisores de fichas significativas referenciadas a activos y fichas significativas de dinero electrónico en virtud del Reglamento (UE) 2023/1114 que figuren en el presupuesto de la ABE para el año en cuestión;

b)

los costes a que se refiere la letra a) asignados a los emisores de fichas significativas referenciadas a activos se dividirán entre todos los emisores de dichas fichas como se indica a continuación:

 

Imagen: data:image/jpg;base64,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

 

c)

en su caso, los gastos que se asignen directamente a emisores específicos de fichas significativas referenciadas a activos se añadirán a la tasa anual de supervisión de dichos emisores.

2.   La tasa anual de supervisión de un emisor determinado de fichas significativas de dinero electrónico se calculará como sigue:

a)

los gastos administrativos y de personal, los costes relacionados con las tareas de supervisión llevadas a cabo por las autoridades competentes de conformidad con el artículo 138 del Reglamento (UE) 2023/1114, así como los costes relacionados con el desarrollo y el mantenimiento informáticos para la supervisión de la ABE asignados, respectivamente, a los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico;

b)

los costes a que se refiere la letra a) asignados a los emisores de fichas significativas de dinero electrónico se dividirán seguidamente entre todos los emisores de dichas fichas como se indica a continuación:

 

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/AAAsIAEIHmAEBEQD/xAAdAAEAAgMBAQEBAAAAAAAAAAAABgcBBQgEAwIJ/8QARBAAAQMDBAEBAwoEBgEDAwUBAgEDBAUGBwAIERITIRQiMRUYI0FRV5GSldMJFjJSFzNCYXGBJGLB8SWXsSYnNFiy0f/aAAgBAQAAPwD+qemmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmsfDVMQN5W2WqXdGsKDl6iu3FMmhT2aYgvJIOQRIIh0VvlFVVT1X049eePXUrytnfEWD2KdKyvflMtlmrm63CcnEQi8TaCpoiiK+qIYr6/bqQ2Te1rZGtan3rZVZZqtEqrauw5rKEjbwISj2HsiLxyK+vHr8U9NL2vW18dWvUL0vSsM0qiUptHZkx5CVtkFJB7F1RV45JPXj0+Pw158fZFsnKtqxL3x5ccOu0KcToR50QlJpxWzVs0RVRF9DEkX0+KakmmmmmmmtLeV5Wzj62aheV41Zml0alteaZMeQlBlvlE7F1RV45VPq15MeZIsbLFrR71x1csKvUOWbjbM6GSk0ZNmoGiKqIvoSKnw+rUl1AMmZ5xFhybSqfk2+6bbr9cIgp4zVMUkEKiiiJIKpzySeiqi+v8Asup8i8/DWdNNNNae3LytC8BmnaV1UitjTJRwJq06c1JSNJD+tlzxkvRwfrEuFT7NbfWotm8rQvSNIm2ddVIrseHJOHIdps5qUDL4f1tGrZKgmPKcivqnOth7fB9u+TPbGfa/F5/B5E8nj569+vPPXn054459NejTWFVE+OoDj7POIcqV+s2tj++6bWqtby8VSHHU0diL3UPfEhTj3hVNT/Uev2/rQxja0y9r8rrFHodP6LKmvoStsoZoAqXVFVE7Eic8cJ8V4TX6sW+7QyZakC+LDr8StUKqCZQ50UlJp5AcJsuqqiL6GBD8Pii63+tVdN027ZNu1C7LtrUOkUelMFJmzZbqNssND8SIl+H/ALqqInquoJYG53AWTqmNCs7KdBk1g5BxW6TIkeyVB0xHvyEV9AeMVD3xIRUSBUJFVNWhqAZCzziHFFco9t5Evum0Go18kCmsTFMVlEpoCCCoKpz2VE4559dT5F5+Gs6aa0zF52hKueTZMa6qO7cUOOMuTSQnNFNZYLjq6bCF3EF5TglTheU+3W5001poF52fVbiqVoUy6qPLrtGBs6lTGJzTkuELiITavMoXdtCRUVFJE5RU41B6zuewLb2QExjWsmUiJcKPpEdYMj8UeSTfkFh59B8LTpByQtmaESCXCe6up9bdz21eVGj3FaNw02t0qWirHnU6W3JjuoiqK9HG1US4VFReF+KKmtnpprT3PeNo2TBZqd53TSKDDkSAhsyKnNaitOPnz0aEnCRFMuF4FF5XhdbdFRU5ReU1nTTUKyjmXGOFqRGr2Urxg25Tpj/szMmZ3Rsneql15EV4XhF+PGpVSqpT65TIlZpMtuVCnsNyoz7a8i60YoQGn+yiqKn/ADr16+UmSzDjuy5JoDTIE4ZKirwKJyq+n+yaguNs9Yfy9Aq1UxzkCk1yLQSEKm6w4QjDJRIkR3ug9fQCVefh1Xn4aldtXTbF50Zi4rPuKmV2lSu3gnU2W3Jju9VUS6uNqolwqKi8L6Kipraaaaaaa/Dzzcdk33i6g2KmS/YiJyuoNi3OmJc1BVDxbfNNuL5FcbZqCRFPtFNxC6CaEKKKr0P0/wDSup5pppprzpPgrOWmJMZ9rRpH1Y8ieTx89e/Xnnryipzxxz6a9GvHWKzSLepUuu1+qw6bTYDJSJcyY+LLDDQpyRmZKgiKJ6qqqiJrFGrVHuKlRa7b9Vh1OmzmhfizIb4vMPtknImBgqiQqnwVF417dNNQjKWacXYUpkStZTvOBbcGc8sdiRN7o2biD268iK8Lx9vHOpdTqhCq1PjVSmyQkRJjISGHQXkXGzFCEk/2VFRf+9enTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTXC++eF/gPn3Dm9GmsODCo9TS1LuVoxHvTpSGIOEK8dlEXH05VfiLSenCKlzZ1kRcoZXxfgVlAlU6RM/n240RsHBWmUwwKI2XZFTh6ecZOPTs206nPCqhbvJG4Ry2Ml0zBuMbIK9r9mU0qzIp61EadCpdNEuiSJcpW3PH3L3W2wbMiXjlBFULX7xvnqNkqt3zi25rUftS+rJjsnV6O9MalsuR5LKm1Jivhwj7BeqckAGPu9wBSRNclbTtwFQ21/wz7TyqmOKhdlNpcirrP8AZajHipFQ6q620Rq6vchJxwR+jA1T4qnGupb23KVyy74xnbUjEFUfo2SajCpce4flWKMWLIfjuPq2rSKTxGItr8QASRCVC5ThY7d+726rb3GRNt8Db1cVUrFUpjlWp05usQhjOxBeVsZTnCkrEf3HVInOHEUREWjUxTXztHd3e+QKndVgWdt8qb2RLEneyXJRp9eYh0+CKt92Xhnq2vmB/hxGerPZUbUnEaEhJd3C3p4llbaIe5026s3RJ3/ix6ULCOVF+peUmUgNtiqobxOiopwvXj3lVERePnTtzV+Um+7ex1lbBUm1q1e9Knz7UZh3CxUUnSYjPmdp8g/G0EaT0VFT3nGl976TgedQux98d+ZFhZDmWptbuR7/AAxqsunVxHq9DESWNx52Y5AhJIloiOqjAcgqCHLyK4CL0ZizItEy1ji28m261IaptzUyPU4zcgerrYOghdDT4dkXlF45RVT0VU41U0XdFXb/ALlu2jYTwzVL3odjy5NJrlaKqx6e0/UGR5OHThdQklup6ISmTLY9h95eyc0VsYzTaOBv4dtEyRe3thRY1WqseNChteWXPmO1B0WYrDf+t0y9ET0RPVVVERV10BbG5C8I+T7SxbmbDjtiz7/hS5VtvMV1uqtvOxm0dfiSVBptGJAtkhcCrgLwSIa8etcfxQ+F270ZfsvmgKn+30x6s7Jm4uvWxmaBgHHONQuy8ZtuOXWrc6tJSoaQRkEx1B7wvKT3cf6SAR6rz359NS/BuarbzvZBXfQIU2mvwahKo1Xpc7p7TTKjGPo/Gd6EQ9hXhUVFVFEhX69RW79xVXLKk3C2F8c/z3dNBhN1G4jkVcaXTaO06nLDbslWnVKQ58RaFtfd5IiHhdVjev8AEFh2tgqJnGnYTuKpxma0/bVeppVGKw9RKq1JFkoryKpG6pckQK0BoqIKF07ekkrO8O4LNvG2LQv7b9dFGkZAjGVnNtz40mROmCIqsGWCKLcJ/wB8V95020FVUjFRIUleNNxc+8MiXfhq8Merbl92pS41bSmxqw1UI1QhPovjNiR0b4JD6gYuAKCRiqKQ+9qlMP7i8L4ttrOF4UzAMuwZdvXsxTq5T26oxKk1auSyFtOXPJ7OwPmPryjviFFI/d5VNXRbeccpSL8hWDe2FadTZNZtuqXHSJFHu5qpszUhORAWOinHY6GSzG1Qi9xE4XsvK9alwDn7AeMsaZrvtrETmKqXZN6y4dxQhnDUJM+rdWxPojZEHcnSRoG2zJtPRUURVeIxj2QOC8gw9ye4vF1eCrZIqDNCavSp3MxLfoseYZLEiSKc2DbUBnqjQL4if6khKZDyvNt3hu8uq2txsXbdA293FVazU6a7VqdPbrEIYzsQXlbSU5wpeCP7jqkTnDiKIiLRkYpqf4IzqWYTu6hVqyZ9pXRYlZSiVylSXxkgLqsg6DrD4iKOsmJcgSiJKKIqiPZNa7Km41LOyVRsIY+sWbfGQ61AKrpTGpgQodPpwueMpc2USH4W+3KCgtmRFwiJyqc0LtzuarTN+m4yv3tbR2nIi27b6zI0qa0+DTbLCJ50ebXqTRAPkElQS6qnYRJFFJtK3xVAbBk58gYSqsjC8SoJFO6DqoNVB+L7QkdagxTFaUjio6Sepug50Qj6cJ69AZFkMTsYXLIYNHGH6FNMV49DFYxqi/8ACpxrj7bFnqmbff4eGHLon0GTWZVdn/y5TIrbyMtlNlVGWjSvOqhK00nRexiBknpwBL6a6Lxhn+XdOS6zhLI1jrZd/UimM10KeFUCoxKhTHHFbSVFkCDZGguJ0MTaBRL4dk9dUZ/Far1wwNusejU61502mVGv0tZ09maw0ywrctsm2HGjNDc8pfDqJCKt8kqemvheEzFFr7j8SXFfOywaJfd/XC4MO43qzBJyLNQCRxx0YjrntDgj4iHunVPJyJIYqmrouLcfWp2Wq1hPCuN270uK0YcWZcz0+tJSIFK9pHtHY8qsvG68YJ36g30QeeTRU665c3b7haHnnZ5i7NFDturRGyynSAkUlASRKbkRnJQOMt9eEdVVD3FTjt2FPReUTqK1tyNdezBQ8PZIxBVrMm3bRpNbt+U7UWJrcgY6AUiK/wCJOGJLaHyQCTgcdeHFUkTUcujeFXId05OpViYak3RSsOEyl2yPlxuHNEDZV4nIcY2iCQIti4vBPNEqtkiJ6j2viw75tvJVlUTIFoT0m0W4ILNRgvInVSadFCHsPxEk54IV9RVFRfVNc7lvTuGr4+qGa7Ew7FrmOIFQKn/KTt1NxakfSYkQnVgezn4w7r3RDdRxW+C6JyiL9LevKwC361S0J2AXKJkCTZT05LwdqrLq1CkNSwZaQGGiJBQ1FfVzo6iNCKoqcca+9d+7NAoV65JtLDdZunG2P6sVBrVyR6rGjOFOFRFxI0R1O7rLbjjTZuEQLy4igJihEn7yVvXv/EWG2cvX1tnqrTDtWSnC1BuWJIYNlxWPZZQOKAuuA+LrigIsKQq0ouIHblJvQNzNeLLFnYwyJhmt2d/iLDlS7ZlyZ7Ek3DjR1ffjTWmk/wDFfFtOyAhuCqfEkJFFIPY9/wBnJu+yrSKPtpk0rJUa0Aqk2slWoxyK/HbeBqKw2KGrLKOiLKoZmBe6KOCnVF1SuzKG/kGzstLeu2mReyUvKlxXBEOdU6Y4rVVX2ZsoYq68i+cWyJVe/wApUFUQ+VRNWngrc5gzGmzq3clWVimdaVvVKvSbety0oMv22XOqTkx0G2hecVE7ukBmROF1FEVOxcJzZ9kbkrolZvp+BMtYtj2hcdct524qUdOuBKxGdaacUHWXTSOyrTicEqcIQKgr7yLwiwWJv1betKXmWRiSY1iOn3EVuVC5BrDZT6c4kgY/tEinq0iIx5TDkm33DQTFenPZB0e+3MuSrZrmI7QtbHE6dQa/ke2j+VmKzCbSquNSQkt09lsz7Apm0PLrnRtOo+qoS8bjetki3aPtxgXjnbaxOuyjNTmpk+hy69Ca+SZgyBZiq66y6Xk8nlL/ACUcRBUhcREVdTm/d0dRx3mW1sOVDCtxufzpKKLb9aGp01qBNRsAN7hXHkMCAT9GjETPjgEJVRNSKi57l1nMl3YoDGlaCLZUVmXU7gSdCchgLzJOxw8Yuq8jjggS+NQ7CPQiQRMFKrbP32hXrUs/L1w4qfomKb5q3yJTLmSttvyIckpBx21nw1aDwNk624KuNuvIPCKvovOunbhuGj2pb9Sui4JzcKl0iI9OmyXF4BlhoFNwy/2QRVf+tcIbstwl75o2S5AvOhYJrEDH9dp7I0usz6tHanux/aWlGadP4VQjEqcCSOk4vKF40Fe2r4LPkLFeOcQWLQrYl3bft70OCzQLeiviwroNQmifkyHyRRjx2x4UnFQi9fdE1ReJVh/PczIF9Xfia97FdtC97LCHKnQRnpPhyYkoVJmRGko22ro+iiSE2Kifu+vCrrW3luSmtZgkYHxNjiXe12UmCzUq+65Um6bTKLHdTlpH5JC4XmcThQaBolVCRVUURVSgdndZr1QvfdnVpOMJ8qqSL0b81quzIiPOkbTomwrxOJHXlFJe3fqqL8fXUnwRn2w7F2WScwYX27zaTaluTKw69bcStME9HjRjdN+W4/IJO/KgiqAq4adkQO6Cmt7QN71enWRj/K9zbfLioFjX7Pp9KaqblTYekRJMwwBl4ooj2WERESC+pCZcAqNIjgqtg5C3ETqPlWLgvFVgOXzfK01a1U451MadAo8Ht1ByVKVtxRNwl4baBsyX+pUEfe1XF078htjDFdyy5hmsOO2Pcblr3tTXKtGaShTG5DDJF5FRTlNF7QJNky0qknCkIIvKSyhbtvZqbkS7MuYluTHVoWRBh1WHXKoKuNVmJKb8jaNCgIiSEQmgNgSNQcc6KvZF1rZW7m7rQtOjZUy5guXaGPa5JhshVluBiVOprUtxAjv1CGjYIwC9w7I268Qd0Qk9F4tjNmabNwNjqdki8zlOQ4xNx4sSE15pVQlul1ZjRw/1uOF6J8EROVVURFXUDtvcheMfJlp4uzLht2xZ9/wZcq2no9dbqrbr0ZtHX4klQabSPIFskJEFXAXgkQ149aX2+ZAtPFGY95WQ73qYU6g2/dECbNkKKl1BIz3oIp6kZEqIgp6kRInxXVoUndtdUOXj6q5NwZULNtHJ9SZpFAqjtaalTGJUkVKGE+GLQpG8yJ6dXXVElQTQV549Nx7ra7Oue+6DhjFbV5RMYi43dNUqNwDSIzEwGycKJGTwPHIdEALsvUARUREJedUHn7dneOSom3Ot42xRWztS9r3otWYlOVaEw/U345d1pgtEaKCi+ioTrig2qsj1UgNV10HnTdPW9v8Aj62Mi3lhSuJTapOjQq4I1aEblD8r4tj2FonFkmoqRCLCEi9eqkKqi6/DG7V22bPyNfGcsR3Hjik2JKjsxHJZe1LXQkJ9CkTqAibymoNkAqYgZp9IqIRJS2N3kwHkSn7gNxmMK63Xsn1Jm3gvepXKxNepTcs1KLDk09oG2qezwDQfQk+gkJKZin9VoBvDveoZ/uDbnQtt9ekXFRaclSGVJrsNqF4iJfG6+635EYZMfH1VO7vZzr4k6quvd84Cg5n2233dNWwnWqo3QpNUtm8LNkzIzUhkow8TW/MbgNmItl2RRJCVPgnb01p8e7lsT4u2fY3yPQMbSqBSrkSLQ7Ts2myElPvzn3nAZiA+51FSJQNwnXFH/Uqqpei72nbt5Vs5Nl4uz7j+HYM1iz5F7BOhV/5YhpAjuED4umkdkm3B6ESIgmJIPCF2VBXWObxrrhY4XPtWwHU4mJiFuW3V/lxgqwlONwQGc5TFbRBZXt36i+TnRRXp6rx0BVL5tOjWRKyPUK3GC24dMOsu1FD7MpDFryq8ip8R6e8nHx9NcMbwdwF9Zk2P33eNJwTV6bYNwRIfyVWZ1WjhOcjLLZIJrsDjluOaiiAoum4vcS6IC9tdB1TP0TF1p4qx5btrS7vv696RFCh2/GkDHQmmYjZPypMgkIY8dtP6j6kSr6ABqi8SXDmepWRLzvHFl52Q7aN8WOsRypU8Z6T4j0WUCnHkRpSNt+UFRFQuWxUTRR4XjnWpu7cvOHLs/BuIMaTL7um34TNRuJwqm1TadR2XhUmW3ZJialIcThQaFv1ReSIUQlHTWnvB/nehZPq9t4guJ+Ri2YxT6nTHpkWNMcfRlXJg8OkLQpHUTHlHCRzpyHKKPMcrm+WsUvaxbm6Wn4HqlUo9YinJqEZivRQCkp7YkZvyuOCjjiGS8orTJcccEiJ72rPytuCWy7+oWG7Asx69chXBGcqLVICaMKNBpzZdTmTJRAfga7ciKIBkZ8Cg+vOvVg7O4ZclXhbFctKRat3WDVRpNfo7soZQNkbaOsvsPiI+Vh0OVAlAC91eRT05h9Y3R3PUa3f0LEuKYl2QMZSn4FwvzbnapclZTLCPOtxYysuk6KCXVHHSZAjQkFVQSJP1I3YuVudZNl4txy7dl93ha8S8H6OtUGHDolMfbAkdmTVaPryR9AEGiI1RFURFUXUxwVnWPmem3KxKtSZblz2XWn7euCiyHxe9nmtChcsvIgo8yYkig51Hsnqoprm7GOccyXRvmv8AptXwPWYxUe2qDRnKcFxU0ypUV19yQsx8vKjbil5+ejKuEiAifFeNW7ljdbXcY5so2FGsKViszbrp8yRbM1iqRxbqsqO02ZteMUM2Gx7n3ddQeqNEoi5yia8E3eBcEO1cUJMwXW6PfuW5k6DTrXr01aeMB2Iq+RJUhWSMEMEEm+GF7IY9kBOVSVWBuNnX7Tr5oLGMajHyRjuUzCrdmjVIpOKb4C4w7HlmQNGw62qmDh+NVQVRRFeEWmtgGYMoZEcyVVLtxjUY8asZGrkmbVkrEJ6JS3W2IzQQEDuLznjFpsEcFvovPZV/qXUxqW9CsT7dvHJ+MsKzruxpYkh+PUrjSstxHp3sy/8AluU2ITRe1NspzyZuNIaiSB2410Xaty0e87YpF4W9J9ppVcgR6lBe448sd5sXGz4+rkSRdaPLmWLLwjj2sZNv+oHEotFaRx5Wm/I66ZEgNtNB/rcMyERT09V9VREVUhtD3W4lk1+RZ19TpWN7lYjNTko16KxTX34rgCQPsn5SYdDlSBUBxSE2zEhFU1scd7kcX5ZyNcOOcb1J+4jtWI1Iqlap4g7SWXnDUQijJQvpH+EIlQBIUQV5LsnXVparqq7g8Q0PK1OwlV7xbiXpV0QoFLdhyUKSitq5y254/EXAiqrwfpxwvC+mrEReU5TX4ffbjMuSHlVAaFTJUFVVEROV9E9V/wCtQHEufcSZySsf4W3g1Wyt98ItUbGLIjuRHj7dQMHmwJC9w+U49FFUXhdWFppppppprAkJpyJIqcqnov16zppppquntweII+YGMCSbxbZvyU2rsejuQ5IG+CME+pNuK34jRGxJVVDVORJP6kVNWLpr8uOA02TrpoAAikRKvCIifFdaKyb+sjJVBbunH120i46O64bQTqXMbksEYLwQ9wVU5Rfinx1v9NNNfN95uMy5IeVUBsVMlQVVeETlfRPVdQHEufsSZySs/wCFt4NVsrffCLVGxiyI7kR4+3UDB5sCQvoz5Tj0UVReF1YWmmmmmmtFfF7W1jm1aje14VAoNGpLSPTJIx3X/ECkg9lBoSNURSTngV4TlV4RFXXkxpk2xcwWdCv/ABvcLNboFRJ0I01ltwAcVpwmzREcESTgwJPVPq1KNNNNNNNNNNR61MhWLfT9Xi2beFHrb9AnHTaq1AmNvnBlAqoTLwiqq2aKip1LhfRfsXUg1H7RyDY1/hUTsi76PXko81ynVD5OmNv+yyg/rZc6KvQ0+sV9dbQq1SBq4UAqpDSpuR1lBDV8POTKF1VxG+eyghKiduOOfTnXt01j4aruxNweIMl3tXsc2XeLc+5bZQiq1NKHJYeiojiN8kjrYoqdlThUVeUVFTlFRdWLppppprGqjujdhgKzcgBjO4sgxYlbWaxTHkWO8UaLNfBXGIz8kQVll5wBIhbI0JUEvRNWDZl82bkW32LrsK6aVcNGlEYsz6ZLCQw4QEokiGCqiqioqKn1LrZ1GfFpUCTU5pkEeIyb7pC2RqgAKkSoIopEvCL6Iiqv1IuoXiXOmKs506o1XFd3M12NSJfsM4m477Kx5HVC8ZC8AEhcL6px6fD46nummtTdV2WzY1vzLrvKvwKJRqeCOS58+QLDDAqSCimZKiCikQp6/Wqa9dJq1Lr1MiVqiVGNPp89kJMWVGdF1l9oxQgMDFVQhVFRUVF4VF169NR+9cgWPjilNV2/7uo9uU56S3Dbl1SY3GZJ8+ejaGaonZepcJz9S6+GQcmWLiu2SvC/rkjUiki81GF9xCNXXnSQW2m2wQjdMlX0ABUl9V44RdRXF25zBOY5w0Swck0ibXfG649Q3nFjVSMrRdXRdiOoLzZAXoSKPp/x66tHTTX5QwJFUSRUReF4X6/s1oLPyDYuQWJ0mxrvo9fapkxynzTp0xuQkaSH9bLnRV6mnKcivrqQ6aawSoKKS/BPXVeYn3A4hzhKrsHGF4N1mVbLrTNXY9jkRnYTjiuIAuA+2BIqq04nHHp1XnjViaarrKG4PEGGKnRaRk28W6FIuF3wU3zQ5JtyHOyCgI422QCSqqe6SovHK/BFXUkqWQ7Eo92UuxKteFHh3HW23HqbSn5rbcuYDfPcmmlXsaDwvPCL8F1IdNNNNNNV1f24PEGL70t7Ht+Xi3SK9dbrLFHjPQ5JDMcdd8QADoNq32U+E6qSKnKKvCKi6sXTTX5ExLnqSL1XheF+C6/WvJVavSqFT3qtW6lFp8KMPZ6TKeFppseUTkjJUEU5VE9V+vXpAxcFDAkISTlFReUVNfrUeTIVire3+G3830f+avYvlL5F9sb9t9l5483h579OfTtxxqQ6aaaaaaaaaaaaaaaaaaaaj1WyDYtCumkWPWrvo8G4K+Lh0ulyZjbcqajacmrLZL2c6p8eEXUh00000001WO5nEMHO+CL0xXNa7nXKW6MJeyojc1vh2Ka8fUL7baqn1pyn16o3+HHbeUaljV7L+a26i1c9XgwLWgxqgwbT8akUgTZa7ofB93ZDkp0lVPVSRU5RedfS7KfW8A70a3n64rarlVsC/bSiUaTVaLTH55USdFdDj2phgTd8LgCio8gqiKqiqenOtVZsW5Lp3JZF3k1KzLtiWTEsqLZ1qxG7ekLVK6y48Lr0sYPHtPUXP6ewCpNmhccCq6qDH+Ksr1/+FPdW3pnFd4Qb8pLZPFSqpRnoRSkOsrMRIxOogyCRhtVUQVV7KI/EkRZfmvOoXJUNukizsZ5CrtDs676fOuKbFs+oi7ClBBNgIYtONgTjv0rpGICXVABO3JIiyu5atX2v4iFJyaOLMjv2vTMfu2i9VWLRmuR1qBzjdRBNA4JroSL5U9zn059F17cH5Km0HLmdLzruG8t0+nXjWIdUpBvWHUO8iPGprMc16iCqhK4BdW14JU4XhF5ROe7MwPlS9NgVv4ycxTd8W7cXXs3ecy36rTJNLdrEX2qWZRoUguvZ1WXVXltewl1H0Ih1eVqUjb5UcgWpXcU7fsgVmsWrLeq1Yl3MxcI/yw00w928bU4zF+eTgNtNsMial2U+yIKLqO7ZbiuTGVp7g1ufC2WGnrvvyvXLRIzdkTydmQpgiEfqnREFxV55AlTonqSonKp0JsfWrQtslj2pX7TuO36va1KjUaoQ65SXoDvtDTYqati6iK437/CODyKqipzyi6qDbBXZm0WxLmwNlGyL0eqNJuSqSbZfo1tzKoNzU+QqPtuMOxwJtXx7EjjZq3093n6+OesY4mvnLH8PW37CouPLocuTF19Bd02hz6bKpZ1dhJMoziw5BoHZ5WHu3LaqQr1H0Ih10bj62Nv9z5VsiRiXA97VCt0KpFOq1QvBa/GYtRsWnUIuKg4TbkxXRbbBptD9FJxSEQRdbL+JNT7ouvE1Asay7Au+5aq9ctNq6jRKFInNMx4r3LquONiogXBp1ElRS4Xj4LxCcj3TXLz3D1Gobhqblqj4aboMKZZFLodHq0duqz3BQngnrAFJTcoS8ohGd6oqIi+76d/X/DxiZLxxVr2w7WcRV626e5dlwXHPfq7T6pDafGnjTWGZRdmpZGCS+6iZqnhFVX3+V1124etHG26/J9954sq8KlY+R26dU6NclunWFj02VHZ8L0Oa3Sz8gkakKtuOCorxwioqkiQ/PljOTtsFRtHDe2C96IN2X6xcFNixqRUahUJ8OK4x5ahUld7nFdeXyK206XcgFFVEJSRLczPkmfcG43A990nDOW5dCsh2u1GsygsSoEjAzqUrEcEDx9zc8hIhCg+569uFTjXmsWr3AH8QK9slSMWZHjWxWrNjW5Eqb9ozW45zIzouHyShwgKLZdXF90lVERV5TmnaVUbgokHcEV3bY79uWh5IyPAq7NGqtkTv/qdFemtNPozz08cxAcU2kUhISFC+ArxYO3jHVrYmz7Aq21x3Jp4vSgVY75olYg1BIkKY020sMIrUxoHHJZkhoQN9yRA45QS41VoYcynlfFm4qz6PjC9aTXbgybIyVbbFdt6TTmKrBaktELAyHhQGpDgkSi2Xvcj6oicql17mr4rO8HDcTb9i3H95QrguyqUwLpCt21LgDa0FuQDzzr70gAaJwSbFBBonCcFCUUXX6rEiu0b+ILQ76axjkiZatBx4dkvVhi0Zrsc6h7aRiomIcG0oKi+VPc5+vUy2s3FV6nnvN1YqWM8gW7BvSswavR5VftiVAZfjxqexFPlxweoGrgqotkqGo+vCcKieG4qbWMB71rhztcdArE7HuQbPi06XWadTX6gtGqUIwQG3mo4E4DDraJw51L6RevonrqrrGqT2Vt324elNWVflEp+VrLiW/R6lVLRmx2A6U4mjkPK4Ao016ioq4oqfYU9FVE1GccYzxTZ2E42HcsbdckVjLlMhv0gLcCRcB0q4XwN0WXmpTLqQQhmggRuF1FpO3IrwnPcd+OlZGApkELQnOORLfGlNUa2ae/USacNhGBaYabHyG2BEiduqcAPZeERdcI2i7n21dp2D8VJaGVLLtqi1mXCypNpluymqvEpxPOvt+zIgeZWDBxzySI6KTagKeqr0LYWXAqGO94sPJ2B8N31OtS5rMatOhT641VZDVQmJV4qzJLz0tSfiMhFR8xJ7xiasdhThxFW7/wCJZT7pu7CMGwLLsG7rmrFQrkCog3RKHInNtMxZAk4rrjYqLaqJcihKilwvHwXiKbl7xrV/Zi2933a+Hsry6VZVwS63WjSxaiLkaO4AtDy2rfZT7NEvRE7dVFeOCTnY2PUqztX3P5erORLVuM8e5Xlw7ko1zwaLJntxJiNEj0KYMYDcYLsSo2ihwqCnJclwkf3eXJk/L2KLKjRsB3zGktZJhXHCg0+35cp9ugw3XASRMEG+I0lxC8iRlVTQSHn17Ikzv+/ajdW7XCt40vEWVPkK16bXY1TqLtkz22GHKoxEGOKqoc+6oF5FVOG/9S8oSDTdYp96ZJlZboW4628qVPJ1VmVWkY8tWA1UYtBCEbZpFeYkRVCI6CKiq69KP0AERUXn16E/h81O+wwZRbIuewKrb1Ps+kU+kNPVaC/ClyaiKve3h4XURVaaLwiLop1IlcTnkF1yRLx5Zt32SGTsVY5yPizcxPf9qg0qgUaqQKbV5SyUEnxBwCitwnQQnCUnG0Hxl2ThOC6FKZdC/wAR2BkR/GWQFt5rH6WO9WRtWZ7ClVWpK4pI8gdfZ+i9vaP8vj6+PXXPInTarCytYbdv52ruJriyHWatUouPbLg1ShVSMM5HRWNUl6vNCrbLAuC0pIhNkoF7ypq4t3V9ULcPtFtunbd7KvG6Y9RrMEo0WlW7LfOnhTZIg+xKRBVY7gInCC4vJ9eR7J66mOXMhVK6dy2AbyouHsrvUSzpNbm1iatkTxCMNQpax44qih2UvIaIaInuIi9uONau367XqBv8yBlKdijJi2vMs1m3Y1RZs6c40/MiPCbiAoh7wELRdDT3TVRQVXsnP42RXJXMX2jlqn3tiTKFMeqd8128IIOWXP5k0+QUYGvGiB7zyryvhT3+BJeOEVdUNjnEuaoG1TFkukYgvVL1wbkJbtn25UqG9EOpQH5TxkkPyoKSnRAQXoBcp3XnleqL21H3E3BkmS1FwTjGsVV1qjVGXUZtxUuVRm6dNCMqxKevtLYeSQ5IIBMQVQbbEyUv6eeEMh2VdWWdrVx0S7rVzLeW4+e2k6sw6nDqcOJR2I8oHS8MYVGAbSx0EWxbRxxw3OyCKiqBfGfJeRskYxwtlyRjitRLesTLNMrjwBTpC1EbcjH4m57sFR9oQi/qVsQUkFRLjqvOvNu4rWVs2bObioUKwLxuSq3ld0mTarNLtaV3ShRKq2cU5IICFHU449g8yCbievHPPFqbwbUrWYds8TKONqJWoF6Y/lx71tlmoUh+NUQkQjXyMrGIfKhONCfDaivZUb9PVFTcY/ouZbX2v3bkKjUBHswX1FqF4lTX3UNGKnJaT2WEPk4TrHYCMyIF6ctcKq8qq8U5Pst+/tvVFnpbGaL0zLTapTrgv96tU+rMrSGW3k9oAIh9YhCKqKNNRgM1aEnPdQS47syJbN6bm9pN32zOobttV28KZVWqXDlAcdwW0kurTlkC6ndknWm4xOgSdm1dNOOR41zbnDK86tbA52EZ2LcgR8jsWvTqJUaDHtGe6kJ1hxlsnifFtWFYLw9hcFwuyGPpzyifi/8AHq3pUNv24mr40vqt2Nb9pnatz0uDAqVPrVPRGfopwx2VblPR/Ihdun+jqSIaF6XjtutbFLmVq5emG8QVeBQUoIU071r71WGZUX1kdihxWqkqulGbRvsbvAiriiIoXBKkctNJ+2Dc/me4r+t+vuWTlF6nV2j3DTqPKqYBMbbVp6C+MVszZPs4qtoQ8GKf1c+mojs+yO7Rcwbk7jrOMclwGK5cqXDCZfs2ejzkYEJvr0RtfpiU+RaT31FCXj3V4iGFYN82t/DuyLhquYdyZGu2dFr1Pi05bQmqb7tSSSsZQVA4IE6p5DT0bUw7cdh529yVm6nNm2G8UxsK5YfuO3pVpfKsZuyZ3/iDS347ksiVQRFThskDryprx1TjlU9+Q8ZWvTN09cz9l7H99T8b5NtmlOR6jSWKvHk2/PjttNeCoxYBDIbQwVFQjFUAuQUUVCVIrnayIVW2nZWtfBe2m9oDeRqvTCt91ul1SdVK6ER2I69NnBI7uw2/84WUeJCcEFLqndOb+3E2BcW6zZVcVhWLRK1Sa5LiREhwbipT1LkPSITzLytK3IQVBHPEoia+7yqLzxyuoFuCydcu5nb383zG2Lr0h5Bu8KdTq5Tq5bkyIzbbCOMuSX5Up4AZIRQfcVsyVzlFEV9U1Nt6W3u6L420WraFjU6RcszG9Yo1dSmC8seVWY0Bo2XWGnAVFbeNsyIVFeeU4H1VNRixbc2/XFk6y5uJsC3zUq3QKgdQq0+7RuBhq1WwZdQiQagZNuzVdFtsGW0Pnkj7IgIuqZm4lyNnKn7sbFpmN73oEnK9Tp1ftSVX7ZlwIssYBo8rLjzwiLBmQoAoaovJc/BF4sC2LXwTdjFl2/QttOQZ+SGqhSpFQoF1vXE3T7fcacaORMlPynFikDQK4TXTury9QEfeVEkOB69VtpGQst44y7aV0Jb12XjMu+1rkp9AlVSNUkm9e8QzitmoSE6Dw2QCnofrwoqX53JJkq7KLt5zddOL6jb8K0chsV64aZEbOfLo1LN1RYdeZZFTI0b8aug2J+MyVPXhV1G92tYypmPahEpTGOr1uGtXJej9ZozVMtWUpBQI1WcKEUkBBFjmUNWCQXUFw/XlOUXi2t3llXTub2tHLxnbdYbrVPqsS4YNErdPdpc2YsKQXeOrb6IbJmPdQUh4L3PqPlIHucu6q7y8U07b3iuxLyhVe5q1TFuw63bMunja8BqQjrzjzsgAaJ5DbHqDROKYofVOFRdfixq1XLU3zZHyXOxRlArXqFoQ6DBqIWXPMJEmD1V3r1b9RJGS6EnoaqKDz2Tn4Yir9yU3De5GJV8PZRgTrxu65q7RoT9mzUflRao2DMbqKAvJdkVTFFVQH3i4T11XtNxvl5dqW3y5rbxTeDt24AuaPNrVr1CjOxJU+KRET6xG3UFZJiJN9ei8ep/FR6rf2WbzqW7fHdwYew9ZlXSFcVr1JmrV+4KTLpTdKmeIViQUGQ0Kuvm8qI4gci0AqakqqIlBK1lm7a7s6PbZQcPXu3l+RaDVlOW5Nt6ULLSpHGI9MWcQDE9m8aGYPeXhVUURFX01bl67aK3UdjMnbHSKwMmtRrLYokWURI22/MjtgQISqnutm62gqvxQS5+OuftwuWpl0bBZ+GH8W5BYyMNuUqlVSgs2hUDGnvMPRxNw30bVlWC8KqBi4XZDH0TlUT6ZIx81ed0YM3J1zG19VuwKZZ7lqXJT4MCpQK1TOoETM/2ZhW5TsdT7IqD/AKOpohoSJq7ttNr4sLJ9xXph3EFWplvnRGaYt5V92qjNqkj2giOLGaqKq6sVtAEid90ScVBFC6qqQazjrG1XdbmKsX9ZlwSrGyvLh12jXTSqG/UhYmC2aOwZXsoG42qmRI0iiqLwiqXJ+mg2evzMkSd3blGotSgyrivCoBFg1WOsOS249EeEAebP1aLkk5QvUefXjVU3RclxUX+GuztmjY0viXkClMMwLgpI2xORaWyFUWQT5PK2jLgqKNoHjM+3kThOEJRtPLlj0e4tyFr7pr5xrf1Sxjd1kJQZ4wIlUhVW25bT6vtvzYkMhleAgQhXhCEVVFVPQFW6trVsY8iXPfN34tw5U7bt6pDAix7lrj1Q+UbjcZFzuaNTyJ8YrSE0DZn17r34HqIrrmnLFhYRyZfeT7gyDjvIdh5Qpdw1Cn2ndFmUKrNfzB4RT2Q21ZBxl+ShILThEjfZDFRL17D+0wtcFoZYtTMe6ayLwrtIuvG9HpNxVOgv1A5FDr8QGwcWcFMNHTacFOfKnYUNVRU9Oy9PbUbXsimTL3ujG+H59o23XJcJINXrDs/5VuMWmV7SnWpyq+0yKudGe6opp3LqiKPNHZFeyniHdpmu7LYtyrDWcm2tQoGP5jNHdnxJlRYRphxt0wEm2OhKpF5lAUBFPnjUh3E1S4I+93DN+wcXZFrFv46h15qt1GkWlNmxxKdBRI/hNoFR/wB4kEunPRUVF+C6927apX9PzPYFHvB2/aPgJ+kPy7jqFpxJayH6mpqjMWa5DRZcVj/J94E94nCFfgpBW21eJd+Nt12QksrCt3061MoTLem0qRXmJxCzQY0Ob7RMckvqZA8r/s3WO+aOcSOqiij1Tc7U3cl40r1VwK5blXp1eqWYK9Xrgaeo7xxCtd+nuE3JbmqHs/vyPZEFAc8iqqj1T3uIHhfDWKMF45qGFtxeHclVW8KNOqESmrQkr8in3dEddU2iiJDdSIKqDwg425068Kp/EuO/cL285aeJ7St16y6faDsCjxmnaDAkrIYpp9EUo4Or6udFVUU/XsqKvK88rBd4WMbuynhWVSrDp8GpXBRqtS7igUyaqIzUXIMtt9YpEvoPkECFFX05VEVURVVKOyTk2dIuq5ctzcK1InrmotIx/YdqXfTG2ZlervtMmUTyxHVVW40f2gO7pJ6o24orwiKVm7VajgzFcJcCUPJlGr2Q1nSpV0SGG/H8qV7qjk4WiEBZI2URB9nbXuwyDSEIonK2Fn7Ptu4Ctul1SpUSqXBWbjqrFBt+hUpAWXU6g9z42g7kIiPpyRqvApx6Kqoi8t5kuTK1a3l7T4+UMa061325twSGnaZcCVSM8bkMO7PKssuC42gN9lUFBfInQi4Li9KnuPva6ciXbjjb/i6DeTuPwBu46rVa6VKgtzyFSSnRiCO+T8hBTkvdEAXgSJFVE1PsE5loGfcUUXKduQZsCPVm3RdhTB6yIcllwmn2HE/uBwCTn6+EX69cs4CyXaOHsp7ysl33UvYaFb93Q5Ut1B7GqeB1BAB/1GZKIiP1kSJqy6ruwyTYViUjNGXcGR7bx5V34QvSY9ypKq1GjS3BBmTOhlHbAR99tTFp5ww7oij6Fxv6juPuy4spXTjHDtk2zXZdjlFbrHy7diUp6S6+yL4hCZbjvk6KNm2iuueMFM0FFXglSz8QX49lHFdo5IkUYqQ7c9Eh1c4BOq4sUn2hcVpTURUuvbjnqnPHwTUEy9uIk2Xku2MGY8s9LryDdUZ2pMxJU0oFPp9Oa7eSVLlC06oDyBCIg2REXCenKcxGDvbtq37GyZcGW7Yet6tYrqwUWq0+mvHPZqMp5eIoU902mifV1fd4JsFBUJS9xO2vfM3MZCxy3a1ez9h6FaNt3lVIlGiTabcg1J6kS5S/QBU2jYZFoV/pJxk3hAhJF9OCXQ1jeFfFQta/8kYuxZblx2tjx2qRp7Mu7/Za0+cAjB9wITUV4QbUwLojjomYipIKdgQr8yRcV5W3Zsut2HZTd01lkRVmmuVRungfPxIn3EVBEfivoqqnw9dcv/w5st3xdW3ti7r+tFun0GW/cdxyrrdrLBNyJDtWkPPiUZE8jKD3dVTJeOGuf9Sa3Mne1dqYzf3HwsHvHhmNPFn5XerBN1uTAWQjC1NqmpHUfZ+6ovDj4OdEI+qJxzv52666LjrOQI2HLAtu44OM5MiFWBq12fJtQmPMxkfNIcUIzyk2qKoC46TYmYkiegqurioF7Vi5cTUzIdGtdZNUq1Aj1iNRvaxZU3no4ujH8zgog+8XXuQpx8VRPhrnrE+9bJGW37flUHbTV1o7l3TLRuqezV0fChPsuKiPIos9X2RbVsnHFVsRU+o91FV175m8m8K3aF35kxXhcbnxbZT0huRWnq4USdWG4q8S36bESO4LrTXBcG66336Hx8F4ieSLoo97b6dpt427K9opVetq5qnCd4VPIw9TfI2XC/DkST0+rVh3Xujv5Mi5IsfGOG2LjDEsaFLuFyfXSpz8tuTH9oRKePs7jTpC2JoqOutcknHwXnW5ureFjOhYBtzPtHi1KtwL0ciQrcpcYQGXPqMlSFuIqqvRoxMHBMiLqPjL1VeEXTw9x+U6bk5nC2RsK0li5a7a0q4KEzQ7lOdFlOMkonCkPvxGAYNUQuD98PRU59U5hG3XcfhTHe1W7crxcTxMZWra10VOmrQqU+kx6XMF1sBQFQRQ3nTMAQUVRFBT3ug8pNqlufyPjeDa93Z5wzAtK0bsqkSljOg3Mk+VRHJXKMfKTBx2gbTnqJky46gL25VUROdUO7jKlS3GV7bfQduxPVilUr5UaqUm6GQgiwRkjT8k22jJlo08fCCLjvY+OnCKWpZZG6uFcmDr/wAu16warRqhjGVV6bcVAB8JDzc2ntC460y7wIuIQmHUuE/q9eNaSyt2lxP1zGzWU8aQbZoGYY4OWhVoFcOantDjKPNRJzL0dg47ptkPVQ8gKfu8p6LqQ3duNrT+ZJWA8N47G7roo0Fmp3DNn1VKbSaKw8nLQPPi286T5pwotA0voaEqoiEo0Ns9yAxa+St3ORsm0/8AlOPSLnjVCrsvyQk+xNtRn1P6Rv0c9B5HqnJdkRE5XjVkvbuskUzFqbiq9gP2PFjgNTRdG4UK4WqY44IjOcp6sIygKJeTxjJVzqQ+nPPEjqO5+bdGUJuKMIUK1riqdKpFNrkyXXrnWkx3404FOOkNG477kleiCREgCAeQEUlUkTVgYWyjKyliqmZHrtufy1Ime2JKpxyfP7IUeS8ySK71Ht/kqXKCievpynCrQdR3zXW/iSr7lbPwuxVMR0mekRmoSK+ces1RhJgxDlRYAxjFG/IfoLzzZqgEqinpzYtz7k6tU8osYWwfY8W77pZozVfrbtUqh0qnUWG8grHGQ8LLzivu9kUWQbVUFexKicqkcm7x6rTrTye5JxG6V7YeJH7ptsbgjiA09YpSRnxpRCiPMmAe6KgLvK8KCF6a0tB3s35IxrYOarq28TaLY961CnUtyWleCRNhnMNttqZ7MLKIUMnCIRNXBdL6NfGiGi66nrC80iaqKqf+O7//AJXXCeyvMUDAX8MCiZcqlBn1uPQHKkSwISojz5O1p1kERV9ERCdFSXheBRVRFX0XoGydxlzJlahYczHYFOtetXjSXqza8yk1oqjBqbbAiT8dVdYYeZkNgSGok2oqPwLlFTUkz3nWDhSnW4yNNiz61eNZboNGanVIKfBGSTZuK5KlGheFoQbJVUQMyXqIiSqmoeO4XLlJbv2Fc+FKQ9VrJoVMuIGqHdiSYtShynZouk3IkRmUAmRgmqiQqpKvCenCrC69vfvOmbULY3S0rBSVSm1iJ7VVYw3I0yFJQpoxWuxG15H0JS55bb5FU9U4XlJbuI3R3tg/JthWDScJu3TFv6ojSoE9q4I8UyldeSbFkx9OOQVTMhHhV4VVTjWztjctVoGYIWC824+asu467Tn6tb02HWQqNJqrDAd32wfJtlxt9oeewE1xwCkhKiipQqfvRvCdYNyZ6sDCDlwYjth54TrLtZKLU6rGYc8cmZAhezkBx2yQl7OvNqSNuLwnXW1yXu/rll5Nx3ZNt4kduWk5UhPvWtV2KyDft0gY7ToATPjImGkV8VcdNfcBCMRNU66jde3tZXsawbTvrI+0+vW4xctRborqTLiixwp09191toZHmATbZMWxNHiFATuiLx6c2zV853ZBzZQ8MQMTSai9U6ElwTqg1XIohS4yOoy4rrZe+v0pIAdf8xUcUU4bNUoTGe5rGuLaduIvqZt6jWDPs64qcFwMU+qMSpFaq05fGKuuogtNp53OO3ZQRHDNUReyLc1r5zyrLvuhWbdeM7T9nuei1WsUupW5d51RhxYaRlRgyOIyIEftQKh9lHhOU51VmDdxmHce2vnu+azhqFiuNY11kFytQpwT5FUqZgndU6CIqZOr0ABLr7/Pu8lqLWrJdwNdLO7jcDhyST981FmC5dlRuwZ9WtiBNNRisPwEjMx4rACTYH7Obhj2Ltz66tq/N21/2luTo23Sk7f5lalXBBeqVOqbVwx22TiASD7Q6PRVZaHq737Kp+6KABqaJqe4KzrUsqVy+rFu6xztS78dVRim1iCE722K6L7CPMSI7/jbU2nA5IUIBJEUeUTnjXkyzuIk2dkqgYNxzYz155CuKEdVCEU4YMCmU4D6FMmyVEyab7coKA0ZEoqiJyqItCYIr9ySv4iGaqpkC241sTIdi0lJLQ1QJcbxNk0vnB/qH0RCikncRJET3kRfTUymb2bukY4q24i1sHPVTDlGlE2tXcq5MVioQwe8LtQiU/2chWOJKq/SvNmoA4XVERObwyllKZY+J5+VrRtVbviwKf8AK5Rmag3DVyCLSvG8JupwvDadkHjleeE9dUncm9G8qNtwsfcZTcHLUqRdEeA9UhG42mgo5SpjUZtC7N+R5FV1PUA+PCKiJySbzcLuvvTB+U7IxtS8D1G7hv6Y5BpEuDW4zLj7zbaE4CMmnudSNrk3CEEDuXPu8LLMZZ6r9zZfunB+Qsdpa9yW/TItdiuxKn8oQalTpDptg606rTRCQmKAQkH9aH1VUHlave3yV6PadxZncw9/+1dp3M9bVZqPyyQ1mJ43wZKZ7AUdGnWezra8NyCPg/hyJInUUurOO249W7cihWHChlKgstyBbGYqh2bFHC90UP3UQl9E7cr6a/n5s0C4L2HOzN17d6beAU/LlwV+M3Va1BfGDWwRkAiN+UV+kESJElDwHHonGrEwbumw9jXaIGTrbw1/JlIW6Jtu0S0qPJGU9OqRyVBsPKSCKE4XKkRKogI8IpIgotp2nuHyFGzXb+EcxYupVvVS7aJJrFJk0KvPVZhtY/q7HkkcVhGz6oSoQqYqoqnPqPPPG2XIWT7SyTupDHeHH7uGn5LrFWkvv1gKey50Pj2OP9G4b0ogFwhFRFtPc7OD3TXQFy7xbbpO2C3dylJtGp1CNdA09uFS1VRNqRKc8XV4wE1QGzQ+xgBqqDyIrymt1j7cDXpuYpeAMuWRBtW80oo3FSyplZWpU6q0/wAituG06bLLgONmiiTZtIqoikKqPrr0Zhz9IsK/rYxHaNDo9Tu+64cuoxErtcGkU5qNGIBPs/43XDdInEQGm2iVeCJeoiq6rvJOaK7cW3nLM7Km3Wl12PZNRk0e47eauQXIcuAzTY885rUl1lpTH6YOoiCOcoipwSKifel7oKDaWJcEUHHmMGFujLVFiJaNoMT0jQYMduG266rssm1QGI7ZDyotk4Sf0NqvPHzxpuxzFkrI1wY9gbdo7MixpjlLuxUuxszhS1hvvxiY5YEHo7zjItIakJh5RI2xRF1p7A3rZeyZTskT7X2vPr/hfV5tMq6P3Wz0kHEQfPHikDBeeXwjqoCIjXHj5d5cRE8e6vcBYtb2fUDOdw7fI+R7HrMWBXJFNqtTah/J7zptDG7Iokbi+R4gVW0X3ULlFEl1Ht/dz3rEyPtwjUHHx1CAxkKkVGCY1lhgJk9ELrC8ZJy2qCgqjxe4nfjW+s6qY8s7eXadlHtAtqx7wue3alVUuSFUYrjqB40N4fHHDqThO+VsnCVCVE5RVElTUzre7O8K3MyVLwtiym3LbmJTmRLhq1Xr50z2qdFaV2RFgstxnzeJsRUVNzxgREKCpJySft7eDOuVMQ0bF+NyqFfzBRpVap7NenO0+HACM0jjzUh5qO+aOf1oPDfUun9Sdh5kNgbj6/kyxbtftfFxu5FsWsFQK7Zz1cYZRqYJDyTc1RUDYIFUxc6IpIJJ1Qk1UP8ADuynlS+8SVa4qtjATjVit3JXflcK7H6Sqg7OM/ZBYVPI2nYlBHC93gEVfimtntyyuwtv5lk4j2qRqHcFsXw9CrFAp9wRkeqc/oKyX/OYi0ioXZBAVUVTjjryut9bm9iTcu2qo7koWIpqQYVSGnt0f5dirNdXzjHUVHr9G/5zFsY5J3NSDj0JNSW+Nxd927dWN8W0rEjP8+5EhT5owarW1ap9N9kbRx1p6ZFYf7Go89erfRVTjtyqcynAed4eaqdcUGdbztuXZZdYdoNy0NyUEn2OYCcoTbwcI8yYryDnUeeCRURRXWgv7cdVo2YB2/Yfx9/ON5x6a3WKw/MqaU6kUWIaqgLKkCDrvlPhOrQMkqoYqqoPKpRu0u+Fou4jeDfWSaYlpNUqfQplUakTAkjEZYhyuznlbTgxUARxOEReCRFTtymp07vOvKnWPR88V/BzlMxBXapEhx6u9WS+WI8GS8jTFTkQEj+NuOREK8JIU+pgvVeyJq9swZcs7B+Na3lW+ZLrdFoUdHnkjihvPERIDbTQqqIRmZCIoqonJJyqJyuuI98eQ8yXphPHlVvfCjVpUesZAoUuKX8xBKnQw7mrQTY3hBGnHBJV6tG6gcKJqK+mruzLfdr0Dd3hm27rwDAqtVrkqow7YvR6qNo5BEIvklIEcRU+UUwFO6onvGQqi88/Ol7ucsXFn+6du1v7cC+XLbpzc858y6WQp7bbqKTJvuNsmTYmisoIgLjnYy5FEBS1Ibf3m2S5gC5M6X9bdUtVbPq823q1QnCGVLaq0d9GfY2SFBR4zMwQVRET3l7cIJKn4pW5fI9AvewLazbhZmzqfk992HRJkSulUHIEwWVebiVFtY7YsvOB7o+I3R7iaKvAqWoLP3v5e/mbI1h25tTqteurG8qmFUaTAr4SCODMBtRcFxpkhJ5fKhIyKL7jbxEYqHVbGl7jrwvHKVxYnwRjenXNNslqP/M9WrddOl02DLeFSCC2bUd835CCikfUEAOFQiQuE1LcDZ3pGcKPXyGhy7euG0K3Kt24qHMfbeegTmC4VEcbVQdbJOCFwfQvX7F1DqnuSva7MgXjYm3/ABbBvMceojFw1Wp10qXDSoKKl8nRVCO+T8hBT3+UAAVUEi5VOaB3PZht/POM9quVbZjS4cOt5ot9XIctOr8SQ04+08w4n9wOAY8/Xxz9euj7y3CV97L7+CMKWLDu+6qPTwqlxyalViptLojDv+Q28+2w+ZPu/EWhbX3feVURF4hg76aEWOIVX/w8qa5Cn3m7jtmyklgLi3A2aIbJSjEQBhBIHPMQp7pJ7vPKJt6buTyk1kuvYQuPCtNevqBbLN1U2NRLmJ+n1CKcoY5tFLkxWEZdFVU+FEkUfgvOqz/h7ZTyzfdJv+t3FjQEjVu/LhqUyqtV1g2o0tEaEYIMqnkIQQAbF34cIir9ettSd7+W7iqV2W7bu1KsVOuWHdMSh3FAhV0JKxoj4j0facbZUXnUVHlJtOAAWxVXOTRNa3M5LvEyTOsCy7MfvixsVzyj3PCqV0lQqJVq0nUgjCTEZ5+WcdEVVEibZQiTlV9FWSVfehTbX2vz8049w6/Ki2PIkUCv20dWjQnLekxFFjwEooYuAhK0ieJF+jISRPq1uKVu2vaPJxXVb/wTMtm2Msz49Hpk0q0EibBnvtk5HCXFFpBAHhTkFF0iRELyCCpxrxyr9tZjfnRrLrWAafEuufak52n3u5VG3X3aW0XoAsCK9Ox+UV7qhInwVRJU146tvUuyp2XemZcX4jg1/GdjS3okmq1C4Dg1CqlHIRklBhhFdQgFS4FXnG1NfqRNTG4N1BVW67RxrhWyUu28Lrt5m7Dj1GeVMhUakOiKtvznkadMDNSQBaBsjUvVUEVRVkGJM+OXxf114cvi1Qta/bOaiy5kBqojOiTYUgeW5cR/o2TjfbkSQ2wIVUOyclwmnyFuDviBmw8B4pxjCuO5Itr/AM2yHqxWXKZDOKr6sIy063Gf5eU+voaAPBJ73ovEywLm23M/Y7jX9bsKVANJMinVGmyyBZFPnxz6Px3FBVFVEkRUJF4ISEvTnjVU3nurylQNyzO26hYBbqc2qUV6tUqqPXSywy7HB1W/O8KNETLSKJc8d3fRERsuedSbG26KPclyXxjXIVjzLSvzH1P+VqnSQmNzo86AokQS4D6dFeaJET+ttshVwEJEXniDWpvbrcq38fZPvzFUag44yZVgolJrLFcN+ZTpbjjjbA1CI5GaRsTNo07tOOiPXlV6qirPcobjKxQMtwMA4osBu8b9lUN65pUabVUpcGBTQPxi45IVtxSccc+jAAAuFVFNQH3tQ3C+8e7Mr2/dOSJeEZFIsS16XWX5M4K23KnhUqarau084yNgPcwJwwcBwwVA4VRJeEWfvIuF9rGlz5KxZEtyy8vTWqbbdYiVwpT0Wc8JlHi1CO7HZVk3UAhQmidDsK8rwokv4yRu/wAk2Vmuu4Nou3ebX66za79z2+MauAq1aOy64JKaA0Sx0UWTQBXsZOk231RD7peduXld1fxPAvl3HUyn3JNowVBbXmShZfZlk329jN4xQQJD93sQoifFUT4a56xbvFzhl2ybmvi0drrT8az65OpNSi/zkysiQsVQ8rcIUYVH30E+3U1abXhEAyVeElM7e9j6r4zx/eeLKLPuyvZVlHT7TtzyBFkPSWyVJPtTnvjHbY4Xyue/x6cISLzrZxdxl629kaHhzKeMabSbuuGizqraq0i4xm06tvRRUnIQvvMMOMPoiivvtdOqqqEvCpqB413rZOydUIUe39sVXkxYN+vWNdkiLWRkBQ3BdUfaBIGeshtsEQ3i5AR7toJGpKqXdnnOdvYHtGLX6rS59aqtZqLFFoFCpwoUur1J9eGY7XPoPPCqpr6CiL8V4RYFT9x+T6NkRjEGTMMQKXdtetyXX7XbpNyrMg1V2Moo9TykvRmUZkChISr1Jvrwvb1RFr2xt9WUsg4yvbK1B2xSUo2P6jMj1bz3O0JyGIyqr/saCyXmfbDgzEujfHoLhr6aklV3syaRa1p5lmYtcj4lu2qU+kxa3Iq4hVAWWvUJhU9GlT2ZDQk/zkdVE7I3wqa/Wdb9te3t1eFaDd2AqfWajWalKg2zeL9UbQ6eXs/aT0joKmpCqtonfhPeUhVFT1+FX3i3nUbWv7I+LcX23cVq4+dqkaazMu/2OtSDgd0fcbhNxXkBtSAlBHHRMxBSQU5BFmty7ibkq2Wp+EsH2FAuy4rcgs1C55tWrB0yl0cXh5Yjk82w+45IcT3kbFvhBRVUkVFRNMO7eqTcdZLrNKxS65fGJ5LzFyWo9XY7aMtgyTwyW5XVUcYNoVIV6Ia8EnVFTjTAO6W/841y1pI4ArNGsi6bX+W41zuTVcablgXRyMbfiFBFTFzxEp9jbRtxQFD4S6sh37RsaWlOvOvQ6vKhwPGhs0mmP1CU4pmICgMMCRl6knPCcInKqqIirqlfn04u+73MH/25qv7WpTjbdPYuUbsj2fQ7QyLAlyW3XBfrNmT6fFFGwUlQn3m0AVVE9EVfVeET1XVy6/PdPsL8q6IQp9RfguikK/UX5V1jsP2F+VdZ7D9i/lXWOR/9f4Lp2H+1fyrp2H+1fyrrPYfsX8q6xyP2F+C6dh/tX8q6z2FPgi/lXWOw/HgvyrohCn1F/wBouiEKevBfgus9hX4ov5V1jsP2F+C6z2FPqL8q6wpCv1F+C6dh+xfyrp2D+1fyrp2H+1fyrp2D7F/KuiEKfUX4Lp2H+1fyrp2H7C/BdOw/2r+VdZ7CnwRfyropCv1F+VdY7Ci88F+C6cjzzwX4LrPcfsL8q6x2H7F/KunYU+ovwXWewr8UX8q6x2D+1fyropCv1F+C6dh/tX8q6dh/tX8q6dh554L8F1nuP2F+VdY5H7C/BdC6EioqF6/+ldc+WXtvyXiC3I+PcLZ7WjWXBVxIFOrlqM1aXTm3DIybjykeZ5FCM1HztvKiqnKkKddWLhTDls4Ps07UoEypVKROnyaxWKtUnFdmVWpSS7SJbxIiJ3MkT0FERERERPrWfdh/tX8q6dh/tX8q6dh/tX8q6dh/tX8q6IQp9RfgunI/HgvwXTsPHHBfgunYfsL8q6z2H4cF+VdO4/YX5V1jkfsL8F1nun2F+VdY5H7C/BdOw8ccF+VdZQhT6i/BdYUhX6i/BdOw/YX4Lp2H+1fyrp2H+1fyropCv1F+VdOw/Yv5V1nsP2L+VdY5H48F+C6z3H7C/KusIQp68F+C6dh/tX8q6dh554L8F0UhX6i/BdZ7CqccF+VdY7D9hflXWew/DhfyrrHYfsL8F07D/av5V07D/av5V1nsP2L+VdYQhT6i/BdOR+wvwXWe6fYX5V1jkfsL8F1nsPHHBflXRCFPqL8F18ZoOyIjzMaU5FecbIW3wbQibJUVEJEJFReF9eFRU9PXVHYF2xzsG3vd15hl+4rkW+JjlVrcOfS4DLb9QLj/AMgSYZEw4TsnQVQPe5VOURdXtyP2F+C6dh+wvyrrKEKfUX5V1jkfsL8F0UhX6i/KusoQp9RflXWFIV+ovwXTsP8Aav5V0UhX6i/BdOw/YX4Lp2HnngvwXTsK/UX4Lr9IvKcpr4T50OmQZFSqEluPFitG8+84XANtiikREv1IiIqr/wAa5nwnQ69nq9qtuvuGPIp8J6FJo2LafLBxsoNJNOp1ZxshRRfmGiGnI8jHRseVQtUrtsqUJnDGJdvtUke1ZitXJ8uRW4KESy6Uceoy5MyfJRevdl2G4bYukXRxZQIKmQ+PV37wccXzUrqw3nKw7ZmXLJxTc5TKlRYSCcqVS5YA1KOO2qj5Xm0ASEO4ovvc88caqDcLlWVee57bvf1oYby3VbcsmfWnJ9Qasae2LhSY7TIA226AOciY8ERiAcLyJEiFx4hwVYOJc35bqWfcJ3VdtCvi4Xbrtm47epdRqID7Shm9Tn2IJd2XQcHgCIFE+3KmPomuqtttrx7LxN4IWIomPIUqdPqEK3ooqspuKbpKwctOxf8AluNCBOAhl1VUDn3fTieThPKecaVuosNrF96Wu/lurQbjteZXqP7LFd9hMXUYecU1RlxwhQB5/u5+pdWtnK/cjbjdvKbeLEwxfNGv66mINLrzVcoL8WnUGOJMlKfcnOoMd8OokjfhcMy+PVFRR1C77whgy77zuu0s4YPyLFqFlOU+gWRf1p25UVkVOOzTYnjEnIQGD0kHRc4debRvqSAJJ414692sU3KdH29WJTM1vynb0jUhturFLkI/I7oRdEecRV7uo340MlVVUkLlVXlVp/KttXvh7ebRNztOtKtXFZFdtByz7mWiwDqE2lK26r7MhIrQq6bSqAIRAhknBen9KFqty1Ay7u0xJdbFhWI/T6TbNTo1btBqtR36dPuSTFM3ZaK0+gnGZIDBtlXAEzcAlLgFRU8+5Ss3LvFxtStvViYuvilP3LVqU9eU2u0KRTGbap7UgX3+HpCC1JkITYiIME6JJ2Xn4Lqk7wxTaWRaBeN5NYRyfYO4YanV2LWq9pUKp02PXjYlOpCkkbSLDZE0FpX3HSaJVbJwVVFFV/pBRotxO2PBh3I407XCpTTU8wVOhS1ZRHVRURE4Vzt8EROPq1wltTsbM0fCdD2gVOh162FplHvel3w7UKC4kESmOGFOONMMPHJ5WQbiIw4vIgalwiDzoccYex1ZWHY2JckbP7qr2X6VFdpDEUYFRkUSuyBJ0WJfygDiRGohdWycVxWyBFLgC93lfOIcS37Ovo8n7fb6tHJNv1KXS7JuewLaqjDNTCO0IQ/AUcSaUmyAWfLIFsSBQUTT3uncGL5F+2Zt9tmVlOJVKvd9GtiIdcYhikyZKmtMCrwAgrw86RIqei+8X1rzzrn7+H/Tryte1r7xxfOLL3tiVW7rrlzRZlWo/giFEkkyLY+XuqebjlfH9gl6+mqfxBgPGWDMfVDD2d9sd5XfeNEmzo9Jn0Sl1GdBuyK68rjBA8w57NHXo8gOA+rQigKqqS9k1Ma5Q78tncnt0rsbbxc0Cj4ut2fTa8za1GKRSoT8+niINQ3VNFfbbcNQM/qUSX3taquWpeN73/lmHuZxzky67pmVOVTcXUaExPW2RgOCox3WpEYkisnyrZPuyuqgIoqdl7CMFszFe5CqbZsYRqJiGsxK1t3uCnVuPSqnDKHLrMsJ9QOotR0cXq+2DSwVaMeqGRvoimoii9pwdx1duyoU2RZOHb5OiQIMuoXU5V7dmU+ZCNtrlqnxWHRH2yYTpCi+JSaQANfIqqPPHll4BzDkDZzkLDiYzue37uiX09flJj12AkOPVGvaQcCMDykqC6QAfovohdUVUReyXBuRuK9N4uI6dt9sDFd90GqXTVKb/OLtw289T2Lcp7MgXniWQ+gsyHe7YKAxyd7iir6c8a8tmybvtDfBfWT38K5NdtSXZka2IU8LeU/PJgkJESIhpyBiyvQvgSkKcJymo3b9Q3M0vCW4pjEeJb7tq97qv2pXhQTqdKCO6VMlnEAvARGoLLRtp5Ua+KfFFVeNQa8seUWBcWFcmYlwnmWvv2LdUCp37Xa5R6o7WpElxE5BY8olKU55RNXTj8st8tohqhoqXTiEMkbec037kPL2Pa2VHzDSKHcEqZbdIlVgKXXWoqNzKe41GE3mx8rp+I1AhUUTs4i86rPG1nXrmqq7ucbyMZX5Zz+WpCzKFPuK3XosNvxtGjYvvLyAqZqPCCpqgqq/FONT+v5Cyfcu0M9s9v4MvuJleXazdlPU2bRHQprLaMBFfmrUy4hrHVryEBI6pqSinTUJr+A8NBXP8G9x+F7wqtKx7bFv0a1ciWzblTN83Agj52HHYImbhC8pON9mjbBORJUJEQ+k9t2OcizNpbWMsvVC4EqdTg1elg9WXRcqjVMkOPhEWQvvIjwxjb5EuVFU6r8OEq3bVkfKW37ATOAL2wrd83JlnNyqVb0en0aQ/SLhHzOLFeCogPgYZRCHyk+bZCIqSCqqga2lPpt9beN1V55sv2y6xWbYyxb1ECoVG1KZIqg0OrQGW2HGXY7IlIJhzkiB0QJfgionBKld3PZOUb2kbidxE7Ft5st5Ks5cfWLbzVJQqm9GKISe2zI/ZDjgT4Dx5OpCJ+8K+6usXC/kR3Zfi3DEXAGU37joL1shUmgt3gI6UuVGekn2VxOyEjZI3x6mv1InKp2xXr0VjGDt7DaF0SFkQAkJRo9MVyqj5uE8axuyL5B7+8Pb06l6+mv5/wCOKHuqsP8Ah/UDEdhY8yJa910G4kbuhyHThZqiUWVNlPOuUlScTzvCKsoXVRIe6+qepJ8LktE7Iz1jTNe1/bxkOoUa26fXqUtQrFMqpP1OuSqa4MX2lmYqSgji84AuylQG+TdRFXx866j3hR2a9buP7TvvCUvI1qV+tnFuqnUqkuzpcBhID5JMjONqhsK08gL3Fe5B2AeSNEWsNveE5FsVnLds4FjXxFw3cdlrHotPu1uZDaZuJ1ZAODDZnAEgGEaJtDcIU7EvCqfRFSo7rmZEpX8OKHtjp+Fchzb6pLUaFcMEbXl+OCw1U/aFdbkdUZk90RtARg3VXuqqKIhKNqbysgrMvrahkULHuwPJers5aE7TOlYBPE1y2sZS58qJyvTnlePT141ILxt64t2u5PHNy21aVxUTHWMY1SmSbirdDdprtSqMlhGm48WPKEJBNh6KZk2IqokiLz1JahxJg3HOIMWycQZq2q3jdeQ6E7NhU52l02pTKZdjZumbLjcpo0isB0cAXEfVvoiKqoq8pqdZfo99UXMm2WdTMAXR8m4hhzHLgZtKilKpkRZVPYbCPBNSFXhBwCBfRFRE5XlV101uExPC3Ebfrkx3IiLEfuCk+SnrNZUXIU4RR2MZCi9hIHRDlE/9Sevqi1vsgoeVpmOJ2aM90uoxb+uyNDgyIUkHBfjwKaysdgVZc9W3XXfapJonxOTz6JwI860yTkihTdxtcqO1y+q9Tcm3VQ6jBo9XtZXGqnTEltMTGCHuvifVp5xW1X+ghQ1VOq8TLB2HrUxnuIt25tq1oZPtuxVpVYPI1CrUOoxYQPjGH2JthqcKLIl+flFVk3BQQXg0FferlzBuWs02VuZsKNi28bbqWRLvS+LYer1J9kiy2o74ODGceU1Rl5z1QRX0T4qqIi8XJuIvS/t12D2dv9hYhvqhXVd8inxroGv2+/Dh25DB5t1905byCxIXkE8YsGZGnK8Ivpr43JTrtt7fNYN3UzEWRalaNlWU5ZT1XYofkackGa+N0SQ0QmkEkUnERERUX09PSXbaKxdc7c3m27a1iHIFtUjIMiizaPLrdF9maUIFNCK6jhIZeMiNOQFfVR9V4XlEzett3Nhbeg5uIO1q3XLEvGzQt2tSqPT3ajKo82M6jjThxmBV4mDABHsAOEhqvKCPC6rCyZ9byHvcyzMkYpyZQ7dyPYse2KdWalachiOCiygnIdVzhG2+P6UNUNVVEURX4RLFeFseY0xGuI8t7SrsuXKdFGTTYQQ4FSlUe5iU3VYfCc2aRWY6ioeTzK0oJz7hfDXb1zWJWqhtsq2M6TQaPTqtKsiRQ41Npx+OBHknAJkGGSJE6siaoIqqegoirrha+q/f0LYBau3+jYTyNUbttwqKxdUIbUmD8nMw6i2+pNOkKNSScNttA8BO+4REXREVUtvchWrzvPO23jIlu4PydMpFkS5tdrSt26quR25kZoW2VDv6vCQKhh/p+1dbmm3JkKo7ybmv2h4Uv2HCmY+btGk1GsUVWIDtUjS5MkTdcFxVbjF3AUcVOVXn044VeZLsxTfGVdt10W/kHFmW7w3K1Nt16c/W4s1uDTo7D4uokNxC+T1aVnkG2meXHHTX3U4RU79wFet41TDRXPddhVakRqc0QUSmuQHGqrKp0eK0IE9FNewPuOA+gh6cj4l4RSVNUHsyqt5YsLNZ3jhPJsJLnv2uXxS+9uFzIgPK14mk4c//AJJcL9F/svquqNsXB2dndr9uQqNiO7IF+4gyWORItKq8AYzdWjFIcPwxyJVR10QRFUOR+z3lUUXuCgbhrgvyt0SPZGIryZprMeVNu164KFKpj1LRtglCEwDwikuWbygPDKm0gia9/UOaB213HfGMarn+4Lm2/wCV0C9r0qF0UWOzbfZ2TEfVG2w4VxEF3k+VElTgUVVX0XiGwYe5Cg7OcPY3t+xsnWtDturt0zJHyRTyZrvySiG4awBE+7jRI4qEbSo4hCKIi+8i+SDaFWx7uft3LO2fbzeQ21MtSVaNGk1en1HxzKwskFKROGUSSosbwqX073XurJqiL6drx3eUCw77ylalkZvwPWb4x25Qp05+s0WhTZUuhTwkNI2Svw186NOB2Emm0IiXoSj1FVGtresO/rI2nZ1xva1tZQuazrocmUXGUGpwHXqq3Fk0zqpmw70ejw/aEJB8giqIvboimvaK3HJrFPsTarQG7IyZTMh46gSIT9MoNFjFc0UGaW0w7NYYlCbDkBXurRk6og52RE95OEtrbRk/GuOb8uu2K9j7M1IyTf6SLokzr5okZibdJxWiLwQxhl7OpNN90FkBFfeX/qL7bqnfmLrQz8Fx4CyqUm9r5rtzUWMzbfLkmHNEQYH1cRAc55UhVeBT1VV1F8o23lC6v4aNB2+0nB+RjvRuHS6M5COgqKNuwX4r7zhF39GSFSRs/wDWTZJwnGp/ulq16X9XNvldtTB+T5rFnXdT7uq4Jbio5GhsmbRtkPk/z/ou/i9fcMF59UTX3uusXpcG+bGWX4OEMmjbFFteTRZ0t23VBGZE3km+U789A8qI4X+hRJPXhdfbbpNunZ/WMkYiyNju9KjQp91T7js2uUCgSKszVGJSiqRHFigvhkoqCn0qNt89vfREQi0eUJOZ7zypZs3dHY98UvEb9re3zKDY4TqjG+XVecNuNVPYF9pNAb8ScChMq6I/6exJ+dltuZKxVnbINpwMG1617WvG5BuJHqrGdViFQlgP+yiEjuorMWQTAHHJSIB83PCgirjZYGZsP0C18G1GzLnpz9pVq6qnerRUFwokmEQGcFIc0g8Ug3H3WlAWT7EgOduETgpjsej3nRsk5vW7MV3vbUe+r2qF30iXWKOseOcNwhEAI+y9Xl7c+NU54FV59NR6w8AZHtvd7c2N2qW4zhIq9Hy5EMAeaZSrkDjQ08C/oIUlKkkmk9E9mYX3UJRLbbmId6VbcdR4OX6RkGXgCPb3mCNZ8SbKYm1sTIkCphAX2pW0RB6D1VtSRvnjk1SM7LrbyXivOuQrTp+Da9a9rXlcY3Ej1VjOqxCoSwH/AGUQkd1FZiyCYA45KRAPm54UEVZ7CpFwbcN2+UcpXDalwVSwctUylyvlei0mRVXKbUoLfg9nfjxQJ4AcFxVE0bNFXjkh4Lin8cW7d+YMo7t7InYvyDZzeZoEaPRKlX7aejxGEZgPtdn3fUA7EYKIopEqEvoioqa+Nl4oxrTsQUXGNxbMblq2YqfDj0V6l1ODUjocySzw38ou1FDWF7GpNo6XBd056g2vu66V3t4TuzMe3KZa+PIEVy5aFMp9dpFP7oyxKehuISx+VT3UJtXEBOR97oikKcrqhd72V6vl/D9m0S1cJZZkVaBd9FrNbjfyTOFKX4O5usmSjw6fvcIrKuAvH9acpzKtxFYvK7txm3jI9v4TyZNotiuVKrVpxq3SU2AqERoWWuqmiq6JCqOB/o4X46+Fh1u87a3rZZy/UsG5Q/lq47fgU2nSW7cUleegNJ5fd8nKIatKja/61Ifhymq8kYVylm7bXmrHMfFd2W5cNTybUskUSFcdPSE1Uor01Hm4iPIZCL5NoaKiLwJdUUuF7JYll2Vha4rrsRMdbQLgh3XErESoVo7wpNTixLXbaJTceR+QSsSJPI8MIwriKpISqKIuvTt+k3jTN52ar9rWG8i0ygZPcoEejVCbQFaZbWFDJp85Bd18Id0RBVeeyKi+nw177CKvbT85ZllX1Yt21e0Ml14bsolftyhyasDbzjbnmgyWIwm6y4JIiAfVQNFRVIV9NSzZ7jLINKu7MOeckUGVbtRyxcTMyn0OUjaPw6VEbNuGT6ARdHzB1e4KvKdE5RFVU1SMXBFgYfzJluRn7CV1XdSL0uaTdts3Jb1LqVRbJJaGblOeZgl2ZeBwVQSMOp9uVMU668GYbDuxixcH27Ym1m5LciW1k6HkCTSLepKyUhUduS+g+0n5VRaiTXiM2UJeFNB7e7xrfXjhW16FuhvDNuZsOXRdNhZVpFInQ51Ops6RLtqdHYBk4s2HCJXkRwVFe6AfUh6+nBLrT3FhS6KUVgbjsD7apduxLDv2RVAtcWvHXa9RJUaOxJmPsPkpDJUm3fE0ZoQtkhkPZVTXXFiZmrGU70hRbLsKvxLNi012RWKzcVGl0h1JxECR4cZiSAOOkieYnXOnjFEbQTIiVE5q2jxsvYlqK4Rk2hcdNns5NuK4LmMqI4dOk287AdKObE8g8Jk5KKH1Bs/L7poSCiEi73aNIvOjbic01a5cN5CodNyfcTFWos+p0JWIzbLEZ3t7QfdfCSqqCKKi8qSJ9fp98LSK9s/u3LdmZBsC86tRLvvKfett163LflVdick0B5gmEUTKPIEmeqeRBAuee6Jwq1Rc2GM0QNpWbpFfxhc0y/8AcBc8isMW9SYbcsqQz5wcYGUTZ9QJWwJSXleFUR4QudTbK1y3vcdkbeaJSNv+WHpFh3Zb1y1v/wDTXCR40BiRGeBE8nJOqSoQinxBUXlOURdlkRm8K7vws+/2sQZEctSnWdKtObVWaFy0EmYZEJoqn6tALydz44FRL0XhdfPaxdF+7TMV1LbnkXEd71OsWlPqP8oyKJQ350G5IrzpvtC3MZFWmHO7qoayFaEUMfX3SQdk9SMo4c3QQNy1/Y/qNVo99WHBt+6BtOI9VCtuqsm24aqw2ivvxV6qiOtiZIqLyPHCrvcPWbeuUt310brKzbVYty04loxrNtJirwvYplTZV72iRKcjH9MyCOdkBHBAiExXhONQfKNNuOt7nLwXc3aGTq/jSFDif4d0e14E+ZSJ0lQRHlkjAJC9rUlJA9o4bFCNewog9vZ/DooWWsYxLjw7duJapa1NptbrtUnyJ7Jqykh96H7AxCldvHLbVlJROGKLwoM+vvKmvjmq9olgfxLrEuCo0Kv1KEGK5jUpaNTHag7FbWc/y+bDKE6TYqiIvjEiTsi8ccqmtr1rbgso5cyluvxdYVUt2TSseOWhjpiswwgzqxINxXHJyx3fpGuvvKyL4gpKTSEiIhDqm7/xctzYssit0PEWZLkydbNw0e5skVy4KdUinNiy71lNR23yVqSvbgm2onYRab7KqKvC2Bft55Fq24y3sgxrSyLT76DHzsasxMZ0mBPqdHjv1Nx2GxVGKiJstq9F8LiAp+QHW3OqdfXUjsC91t3bnkrA+1exMgWtmOg05yuhTL5htRqxU3JT4DJqjaoRMumo9uqBwKOI0PHqnNS33jWFOpGIrzsbDOZrhuqxLxoFzZKuCvUupuVU1bd4lMtMSCUZTncSNRid2mxAOD4cTm1aDcWZajvJtDOd/wC36/IjLGNktWrlTKCb0ZmqOzie4bUnFJWRbcHs5yvCoSfVrvYv6U9OPVP/AM6/nhspzvDxnjHK9ETHF+XDWXclXC/R49Gt2RMj1R8zaHwDJbEmWCAkFTV8mxQTRUUvVE8VibVsz4EoWB821K0JNx16ybjuGt3jbFCBpyVGbrbYMmsMALq97OIApNiS8qpdVUU9LRvorl3IbhMa5Jtuxbyh45w0zULlmVCoW+9T5lXqhMj4oMKJKEH3VToiEXRAVeREueFX7bA2Lxs2blG2LzxTfVvHduQK5eNNmVWiqxFWA/4EaE3O6oLy9S+j49OPiupLv2whceWbQsi5LbtZy6yx9dcW4qhbbLvikVeAKKEhhg+w8O9V5EeU7eqIvPCLE7FomGqbkah3th7ahdApa8KdUazWa3b9TjTaYfs5CMGnMzC5kTXDJBLxIraAhfSKqjqucHjknH+03L+Ma5t/yktwXXU7jcpcZm3uyOhU2DCOSkrnAoKj9J/bynx5TXyzXHyVfWy/FWHaFgXKB3LbDltM1Fhy3VAW/kyOyMgkJXOFFVJUBf8AUol8ONT/AHLVi9Lwztt6yBbmEcmTqTY86ZXa0TVuqpx2pkdsW2uvflXhUF7h/p+1dU5e2J7JyjQbrvs8FZPsLcWFTrA2vV7UoFTprFakMyX0hye7aLFYEx8SPOvE0a9DcQlQhUrwx/Ev7bHuCyDkDKNmXBWbfy3TKDUJFetqkP1UKZVoUXwyI8mPEAnRE3HCIHBbUFThPT16x2FZWUJrO5TcbcmMbuZl5apSWradsx6aLlTWA3COOxKksIfZhTJQ5E1QgRCUk9U1dOxNbgo23i08dXbYN02xWbOpUanTQrdNWKDzq91VWC7L5RT619OOU+3Vw5GoV6XLZ8+jY+vz+Ta7I8aRq18ltVFYvBipqjDqoBqQoQp29E7c8Lxxqj/8Bt5P/wDfWZ/9sqN//wB1L8WYt3GWjdYVfJG6d2/aKjDjTlIdsmn03lwkTo4j8cu6KKp8FRUVFVOPgqXG+y3IZNh4ezbgqBJz8UVOFTVJ/Mq2zfdhH/Up37+nzKts33Xx/wBSnfv6fMq2zfdfH/Up37+orkfb3smxHQG7oyTbdHt6kuSRiDMm1WeDXlISJBVUeXjlAJfX09F14MX4a2G5pYqErFdNoFzs0o225rlOrE5wWCcQlBCXzInKoJen+2tJTrP/AIcVWv1cXUyZakm7EqDtLWkN1ucUlJbZEJtKHm9CEgJF+zjVqJsq2zL6pjCP+pTv39QS6cO7CrJvqj40uyn2/SrouBWBpdLlVicD8xXnVaaRtPNwSkaKKJz8dTv5lW2b7r4/6lO/f0+ZVtm+6+P+pTv39PmVbZvuvj/qU79/T5lW2b7r4/6lO/f0+ZVtm+6+P+pTv39PmVbZvuvj/qU79/T5lW2b7r4/6lO/f0+ZVtm+6+P+pTv39QW7sO7CrCvWi46vGn2/R7kuJWRpVNl1icD0xXnVabRtPNwSk4nVE5+P/Op18yrbN92Ef9Snfv6Lsq2yp8cYR/1Kd+/qCWDh3YTlGt1e28fQLertUoK8VKJDrM43Yi91D6QfMij7wqn/ACmp38yrbN918f8AUp37+nzKts33Xx/1Kd+/p8yrbN918f8AUp37+nzKts33Xx/1Kd+/p8yrbN918f8AUp37+tVcm1XZ9Z1PSrXdadCokEnQYSTUa9KjNK4a8CHdyQidlX4JzyutoOyzbISIQ4xjKi+qKlSnfv61dx7Vtntnw2ahdtqUKiRZEgIjL9Rr0mM24+fPRoSckIimXC8CnqvC8a2vzK9sqpymMI36lO/f18o2zPa9MYCTExvDeZcTsDjdUmkJJ9qKj/C6+vzKts33Xx/1Kd+/p8yrbN918f8AUp37+otkfb3slxFb43Xkq3KNbtIKQERJs6rTga8poSiCl5l4VUEuP+Nbi3Npm0q76BTrptmw6fUqTVorc2FMj1ScTUhhwUIHBXz+oqioqLrY/Mq2zfdfH/Up37+nzKts33Xx/wBSnfv6fMq2zfdfH/Up37+nzKts33Xx/wBSnfv6iuSNvuyTEFvhdWTLdo1uUhySEMZk+rTm2vMQkQh28y8KqAXHP2a3VvbSdpl10GnXPblhU+o0qrxWp0GWxVJxNyGHBQ23AXz+okKoqL9i62HzKts33Xx/1Kd+/p8yrbN918f9Snfv6h2TMF7GcN0uLW8oUWh21Amv+zMSKhV5zbZu9VLoi+ZfXhFXUnpez3avWqbErFKx1ClQpzDcmO+1U5yg60YoQGK+f1RRVFT/AJ16vmVbZvuvj/qU79/T5lW2b7r4/wCpTv39eKt7Rdp1t0ebcFwWHTadTKcwcqXLlVeY2ywyCKRmZk/wIoiKqquq8sqyf4cuQVMLVl2pIdGYxTxZfrs2I66++PdgWwfeAnUdBOzZAii4PvApJ66tD5lW2b7sI/6lO/f1CsnYT2JYYhQqjlOk0G2YtRdJiK9UaxObB1wR7KKL5vjwvOpfD2a7XahEZnQsbRHo8hsXWnAqc5RMCRFEkXz/AAVFRdfb5lW2b7r4/wCpTv39PmVbZvuvj/qU79/T5lW2b7r4/wCpTv39PmVbZvuvj/qU79/WqrG1bZ7b06m0yv2rQqZMrL6xqbHmV6Sy5NeTjltkTkIrheqe6KKvqmtr8yrbN92Ef9Snfv6fMq2zfdfH/Up37+nzKts33Xx/1Kd+/rUydq+zyHcUW0Jdq0FiuzmCkxaY5X5Iy32R57OAysjuQpwvJIionC6i2UcS7B8LlCbybS6NQ3qgBuxmHalUXHnGgUUcd8bbpGjQdkU3FRABOVJURFVJFbO2XZfehSQtCgW5WyheP2oadcMmSTHkHsHkQJCqHYfVO3HKeqa3vzKts33Xx/1Kd+/p8yrbN918f9Snfv6fMq2zfdfH/Up37+vPP2c7V6VAk1SqY8p8OFDZORIkSKtMbaZaAVIzMifRBFERVVVXhERVXXxom0baZctKjV23bHpNVpswPJGmQq1LfYeDnjsDgSFEk9F9UXXu+ZVtm+6+P+pTv39PmVbZvuvj/qU79/T5lW2b7r4/6lO/f0+ZVtm+6+P+pTv39fGbs22u0+I/PmY1itMR2yddcKpTuBAUVSVfp/qRF1EMZYS2JZlhzqhi6lUC5Y9NeFiY5T6zOcRhwh7IJ/TJwqoirx/tqa/Mq2zfdfH/AFKd+/p8yrbN918f9Snfv6glbw7sKtvIVOxTXqfb8G7qt4vYaO/WZwyZHk56dB83vc9V+C/VqStbV9nj9xu2exatBcr0eMMx2lhX5Ky22FVER0mUkd0BVVEQlTj1+Ott8yrbN918f9Snfv6fMq2zfdfH/Up37+nzKts33Xx/1Kd+/p8yrbN918f9Snfv6fMq2zfdfH/Up37+nzKts33Xx/1Kd+/p8yrbN918f9Snfv6glwYd2FWpf9LxbcdPt+nXZWvD8n0mRWZwSJXlJRb8Y+b3uSFUT1+Op2myrbMqcpjCP+pTv39PmVbZvuvj/qU79/T5lW2b7r4/6lO/f0+ZVtm+6+P+pTv39PmVbZvuvj/qU79/Xyk7NNrsJlZEvG8JloVRFNyqzRFFVURPVX+PVVRP+V19fmVbZvuwj/qU79/T5lW2b7sI/wCpTv39aqnbVtntYrNSt2k2pQptVoytpUoMavSXJEJTTkEebGQpN9k9U7InKfDW1+ZVtm+6+P8AqU79/T5lW2b7r4/6lO/f0+ZVtm+6+P8AqU79/T5lW2b7r4/6lO/f0+ZVtm+6+P8AqU79/T5lW2b7r4/6lO/f1adkWRa+OraiWfZtKGnUiCrix4wuuOIHcyMvecIiXkiJfVV+Ot4qISKJIiovoqLoIiAoACiIicIiJwiJr5jFjBIOWDDYvOiIG4gohEI89UVfiqJ2LhPq5XX0VEVOFTnTqn2acIq88eunCInCJoginqgon/WnCJ9WnCfHWdYVEXThNERE+CacJrOscadU+zThPs04RU4VNEEU9UFE/wCE04T7NFEVXlRTn/jThNOE4449NOE+tOdEEU+Aon/CacIn1ax0Dnnqn4aIAp8BT1/21nhNOE+zRERPhpwn2acJ8dPh8NOE+zRURfimnUVThURU1joH9g/hrPCcccJx9miCKeiCif8AWnCaKiL8dOONOE1R+bdrkbNt9Wpfk/Ld52/JsmUlQoUWktU1WIk3jgpH/kRXDMiTqiiZEHupwKevN2RmTYjtMuSDfMAESdcROxqicKS8Iicr8fRET119OE+zRRFV5UUX/rTWdflABPgKJ/1rPCfZoginwFE/604RPq1joKryopz/AMayginqgon/AFoqIunCJpwn2azrHCawoCvxFF/61nqKLygpz/xp1RPq04TjjjWOgJ/pT8NZQRT4Cnr/ALacJrHQP7B/DWeoonCCn4acJ9mioi6KKKnCoi/86qrJWB27xvemZWs6+KvZl8UemP0ZipwmmZUeTBdcR0o0qK+Kg615RE/dVs+RTg0+rW2pt5qK5Do+V8vZMqN9XHbMeRHoLSQGqZTKYr49HX24rKl2kG2pNq4ZknReEEfjq5ugJ6dB/DToHw6p+GnQP7U/DToH9qfhrPCfHjThPs04RPq04TRBFPVBRP8AhNNOEX104RPq0VEXThE04T7NZ1jqn2ax0BfiKfhp0D+1Pw1lBFPgKJ/wmnCJ9WsIAIvKCnP/ABrPCL6/Xpxx6Jpwnx+vRRFfiKL/ANacJ9nw04Tjjj00RETThNYQBReUFEX/AI1nhPjooiqcKKKn/GsdA/sH8NOg889U5/41nhPs+Oioi6fDThPjpx9npqi6ztYbrO4ODuMPMl7R69TY3yZFhNM0z2JumK75ThcFEVxWyJS5NTV1EJeDThOL04TThPs1TV17eqgWQ65lnE+TapY9z3PFhxK4iwI9Tp1SCKKhHNyM+iELjYEQiTTgJ73vIWvdjLAjVnX1U8uXretTvS/KtTW6MdVmMtxY8KngaH7LDite4w0Tgi4fKmRGnKl9WrX4TWOgfHqn4a8Vep0yrUWdTKfWpdHlSo7jLNQiA0b8QyRUF1sXgNtSFfVEMCHlPVFT01U+3XbPT9uMeu06gZKuuv064Ki/WJMOsjB6BPfIVekCUeO0fJ9RRRUlBET0FF9dXNwi+mnCfZoginqgon/Wipz6Lpwn1pzrHQP7B/DToH9g/hp0BfiKfhrPCacIuioipwqIqaIIj8ERP+NZ00000015apTYNYpsqk1OK1JhzWTjyGHQQwdaMVEwIV5QkUVVFRU4XnXE38PWS/ha+cwbMq8+8r1hVxyu0ByQ6JE/RZfVQNURfRURWTL6kV/j0X42xtqfot1ysjbqKokeNFvKqvx6TKeZFlGbdpanHYdXlOwo6YSZBESr2Fxv4IIomtjby6/WLDquc7YwLXariSkhLk/L41aMxUZsKMpI9Nj05xEUo6KBkim8DigBEgL7qFCN4V0UC+Li2k3rbE5udSa3lKizoEoE9HY7oCYEnPqnKKnKfanr6pq3YG56dL3HV3bk9iStxKpSbWl3VElu1KEo1OO3JFhlGQBxUBHlVVRXjbIePfFEXnTHm5iv39bmSKm3hC44NaxzXPkSRbzlSgLNlGjLLpmLiujGHgHVL/OJCEeRJVJB1WNr/wAQmfcuEB3GDtyu6PYMGS4zWKgVRik6y0jytI/FZ9DltCSgjpfRo2qmg+TxnxPV3eM0+57EW5sZ1Sj2Pk6pNUe1LmfqMcjlyX2/JFJ6En0rDT4p9GSkpoqijjbfOt5fG4yfFym7hLEGO378vGmQAqtcbKpt02BRozn+SkiUYOfTOenRoAJVHkiUUTnVbXr/ABAqVauB/wDHGFhq5qlHp1ZkW3cNO9vhsuUKqsvtslGfVTUnOyudgJltxFTr26dtTyh7n6qWUrNxxfuF7ms4MjRpD9rTZ0iO8bhx46vvR5rLSqsN9G0QkBSPlFXlRISFJ/mrM1k4Ex7PyVfr8oaZBNlkWYbPmlSn3XEbaZZb5TuZEXonKcIiqqoiKuuNN12QcjXlde2d2+sJVKywlZfosuE8/VY0xRa7IgsSRb4KPJJD7K0iGCI2X0iqnCdM3xuMnxMqPYRxBjx6/bxpkAKrXG1qbdNp9HjOf5KSJRg59M56KDQASqPJEoonOpJgXNtEz1Yzl20qjzqNMp1Tl0OsUmcoE/TqjGPo8wZAqiXHIkhIvqJivCLyiUFiSSzT/wCIluRmOoqNR7Ytl9zqnrwMQFJePrXhNbqzt9sS4LctHK1dxbNouKr6q3yJSLqWsMPuRpRSDYbSfEQRKMBOtOB3Fx0RVEUuBXtrpW6rqt+yLZql43XVGabRqLEdnT5b3PRhhoVIzXjlV4RF9ERVX4IirrnmNvOqkaBaOQbtwfXKBjK+6tEpFEuKRUmDmCUteIsiXAEe0eO7wqoflMkQgVRTtwmGN4921bOly7erf233TIui3qeE9XJNXgtQ+hopNuPvtk4LDRirXRffcUnOFaTqSp5qJven3nYtevOxMDXNNKxHJzd8QqlUItPOiOxOyvxmyNSSXJ8YK4IAiN9eENwDVAXV7ss0Yau3aLTswXZhapZNxvV2INbNgKgzAWEZONjGV9VdF0SV11WyRlHOODQk6rytjVXcHVCvZcSYcxmzc9wUeiQKxVI8yvM0mNBiyhLwNtmTbjj7nDaqqA30EevY0JUFaa3MZ6x5ee0ul5WzFtjqd3W18tv+2Ucq5GaGk1GHUXIDXmeFwTPuaOp9CDg8KQn7q9lm26m/J9+VCDtYxS7cEu763CCs16NRJrFPSNb6L0cbkT3RP2TzkQgKtNuOKiKnURPtr6YAyRZWOsfXThPHeFK3RLkw+EdKhZAVaLIfdbl/T+1xpj7wtPtH3dc7mTZenCgBEILGbX/iEz7lweO40NuN3R7BgSHGaxUFqMUnWWheVpH4rPoctoSUEdL6NG1U0HyeM+OuxqcAqalXKSDcNWfaFedXoItde3YlXjqnX1Xn4a4uzjubrWbdq2Wbpx3hO4KjjeTatXgRbmkzY8Z6UaNG05KZgue+cRpeSJ3uh/Rn1bVR1KsW55oOEdn2BW36LULjue7LZodItq3aaoJKqkwojfuoRqgNNgi9nHTVBAftVURbNxfn+p3VlKs4QyNj12zb2pVIZuFmK3VG6lEn0xxzxK+zIEG15B3gDAmx4Uh4UkXVKby8zZMtzN+E8d0XEtbl0mXe7FQZnR6xAaWuuRoyl7Iw2bwq2gnI5In1aFVaRE7CvOrqyTuMYxrRbOp0ywKxLyDfrvsdBstuVGWW5IEUJ3zSAM2GmWkVFceQiEUX0Ql9Nee1NyRhkUcR5jsn+Qbok0V+4Keq1hioU2fCYJUfVqUKNqjjSJ2MDbBUHkkUhRV1ROe9zNbzftMypdlgYRuCZjibbFShw7klzI8aRJJBVs5TcBz31iNr2JXe6H9GXVteOUm9o57pmA9nWAanLoEis1K7qRa9q0WGEgWG3KhKgCrXmeJC8TX0ZcmgGqcp7q/VZONNxLVz3VdONMi2e/ZN72fAbrE+lnObnsP0xzt0mRZDaCrzfI9TRWwIDXqqLyirC6Pu5uy4KDbeS6PhNXsb3ZXKVR6dWyuiKk0BnzmYjMh+CLZeMezwl0R0nERQQhBVJA+/8RVEXZblPlEXiktL6/aktjhdfur7gIuE8TYXokW2Xa9cV/MUm36FCWWMOOcooTZJ5pCifiFfQUVGzVSIU4ROSSQWBugoNeDIdIyFbUyyroxVH9uuikPSAmo3CVgn25kZ1pP/ACGTaAlRUATRfdIBVU5jlA3W3lWY9g3dIwn7JY+SatT6ZRKx/NEZ6UAzBI2XJMQG1RteoLyAumQkqCXVUXiEfxW7gr1K2d3RApVv1KREqjkBqdU40phpqngk6MqC8BOC64LvKtojYnwv9fUfXUez45hq1aZZeVctbL5ztYuu66Ky7NerEBtxiptL4IRyTiyTV0fAjhiAibfAoJ9FVOL6vjcbPh5XkYNxJjw73vKlU9urVxp6rN0uDSorqojPlkGDim64pCotttl7q8ko6593VZ3oW4j+G5lC+aTR5FKkwJbFGqVPfcF5Yk+NVYgOgLooguB7wkJoiciScoK8ilsWJuhqdIk4pte98L3RbNEyK0zSqBWJj7BmkwIxGDcyKCqcXyg2hNIpGSoS9xb6Eiby+dzldp2YKthLFuJ5F63JbtAZuSqsuVlqm8xHS4AYqmBo+7z1RRNWhRTBOy+8o/H55eP61iyxsh2FSpdbnZIqBUagUeRIZgGNQAXFeZmPOKoR0a8LndU7qvA+MXFIUWW4ny7eV6XvdWO7/wAYjZ9btan0qpmjNcbqbEpmccwW1bMG21TqsI0XsKLyq8JwiEWnuLcLcErKtwYexFjYLwrtnRoUq4vbK61SWooywVxkGe7bhSD6cESoIgPcEU+yqiUllbPWMr9pe3nJmSdtdRrDdzXbTmLbqTlaji1QqvIlG11PxmjrxAkcXVTxKySiKduyJq6cl7lZFtZNXC2MMa1LIN6w6OVwVWBGnsQGafAReAUn3/dN50lQW2hReVVFMmxXtqtra36V668ZXBmyibbrolWJRqXLqYVJutQEe4iOGEpp9lwhRk2/Gp9QN1SAhUUJewjsre3w1CoWbYGUrjwFdVBsa/J0Cks1d6bHddiy5ZCDLpRh+kWGRKaDIXqRKgqjXDgKv0yfd2NadvbxJQrswNMk3hVo9UhWvezlTZFlmO1DN6SIMNuEZqKuE39M2HCuGQKqKuqhkTqtfn8R+9rRu/B9Zr1GqWN49vy6fKqNONpulFVG1KoEhSET2Yv61aFVf9fVrnlNWHt5vvBFj5XzxBpmCnMTzrFptKqN3zpVQbki9GGM640qNR3HW2222A78NlyXdewoSLranvhnwKJZuTrgwtUKVjC/a5CotFrz1bYKoEMtSSPKdpwgqgyXQi9HiNA4XpyvVJXee6Cvw8vXNhvF+IZl6VqyaVFrFebWsM081YkD3bGGJgaSXOvxEyZTsQIhLyqjV27DdbKuDY9Vsv4StGp1u37wt9+K/W/bosVKCj7gxDR9onPMbyG6YILImiECqpCnBLb1KuyvVzbfUH7ywDcT0dKK3T37bk1WluP1ennGAHnBcGUrIgrZuci44BqgFwnKii07jfddj7DOzixss2Ntwuil4ycblt+y0mpRJQ0X/wCpOsCr5yHgdPyu9nFcQSQVc94k+K3ZdG4uoWzXccWz/g9c1RqmSGXHYseFUaWawfE2Lj/mJZSCQNtkJE60pt+8AoSkYCsVuvd9VYN65ItqwcOVC7YWIBiuXg+3WGIktpt5lX0OHGcFUkojQOLwTrSqrZIieoqslufdPZ0a0sdV7H8Errn5ZLpaMNZbcBqSqR1fNZEh73Y6AAqJD1JzuqAIEXom4xFmG6r7vC8LAvnG42jXLPZpj77bVabqTEluaL5ATbgNgqIiMKi9hRe3PpwiEWku/co+3l2VgvE+OqhfF10aIxULhNJ7VPp1FjvJ2aR+S4hKr7icKDQtqqovKqKIqpQ2yjIFLty4N1uSb/hP2hT6bfsmqVVioq2TlObBlwnBc8KmJEnC/wCWpdlVOvPKas+DvJq8eNZl73ng+uW3jjIVVi0eg1+RU2HZguy+fY3ZcAR7R2XeFVDR01RCb7CilwlrZzznZuALG/ne8GajMSTOYpVNptMjo/NqU99VRqLHbVUQnC4L0VUREFV1yNn+9sjXVuS2qDkHD8uy3lu6VJZJaxGqLSibLSKwZtIJNvjwimHVQ9U6uHwvFtU26sbBvzK2ahgebSchS7LkSWrwkVNk25lIZkI2HjjtOGidyEk7OC26iNoiooqmvnbu86+b0ylfWGLT2wXS9dVjsxXpbc2u09iICvNq4IPyWycbaI0UPEIK6pqRco2jZqksh7ysXHtzXchV6fXaVSUkP075HkxEWqHUW5Bx/YQZFVQnidBRRELj61VEQuMW1uXutjJFsYxy9hafY9TvuBMm2uoVqPUhlORW0dfiSFbEEjyBbJC68uAvBIh+76wKNvwuepT7nodG2u3zUK1ZNzxaFcVMiSmJT0CM+I+OTzHRwHT7eXlpsiERaUjcFCFFn8vcxXroyHclgYKxU7fn8kPBDuSqvVtmlQo00vX2OObgGsl8RRVNEQAFeEU+V9J1hLNVq51sorytiPOhLEnyaRU6bPEBl02oRz6PRnkAiFDFeF5ElRRIVReF1UdY3nVCXTb0vvGOGKreWPMeyH41cuRqrMRFklGTtL+TozgqUsWR55IjaElRUBS+OoLuruiiXxk/Z5e9uSfaaVXr2ZqMCR16q5GfjMuASc+qIokK8atau7oK7Ur2uux8IYkl5Bcx+2iXPP8AlhqmxI0pRU0gxzMDWTKQUVSFEEBXhCcRV418Z29LH8rGGO76sig1a4qzlh4oVpW4Ktx5MmY2qjIbfdNVaYBg0UXXFUkHj3UP4a0UneLekObkGxJeA5T2RLDpLFecolPuWI/Efp7rRmkn2x1GUEQIQFwEBXOHBUBc95B1GwbJmSK1tToFUq2LbkqUhmmTalGqZVOm9bglOTpBk2wKyEJklIlRPOLQJxwionGvdivfHWstS7UW3dut4lTatcsy1a/UGngfaoExk1RFcVsFR1vp4zN1CEAVxBEnCEkSEZscHeBkCbQ7Zse5MkYwxrOKn1+kRq8xQ6dVK40SGYtOKiuziZBeniUmGUcUVR1UJSSY3tv8s6zsGWlnGz8V3Ncdr1+Y3RyGO/FZepc5HlZKE+yrhPK8Pjd6o2BiXQfeRDEln9s7lqnKy7buI8hYgr9mS72pUmrW1JmS48kZIx2xORGkCyq+zyWxLsrfJj16+/2XrqHYWu/Gk3d5lqiQcDzbNvxmjQJ1w1yZU2pBVJlSQWOjTLjjbYq343OUUSX0QxQhTXgrm/NY+Oaxn61sPzq1h6iTvYnLnKtMxZU4UljFckQ4BApONI6aIiuONEXUvdThOZ5XdzkqsZDl4swZj1y/q9RafGqdeefqoUmn0pmSCHHbcfcbcIpDgKJo0La8CqqRCqKOpbhLOdAzVBuBuJSKhQq/aNYeoNwUOok0UmnzG+F4UmiIHGzFUIHBVRJOU9FFUSytNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNcD77cXZYomf8c5iwK1Pj1u+YkrGdclxgNxuOzLAkjynBFF4RpDdd7L6do7Xw49esrgxHCd29VPBFquNwYblnP2lTjdFSBhtYRRWiJOeSRE6qvryvr665asHL9bxptMY24VTFt5JmKj23JtaBba27Mks1GQIvMMy2pYtpGchqieQnfKIiKKirzwqwm98W3rh3H20vFC2RfFzVDF90U26LmlUO2JtRjRI5OuuvgL0dsgcJsyIEbFVNRES68EnNo3tU/8ADLfpTtwN80eu02wbgxUNuxawNGlSBbqXtwyPZX22WzcjuK0iqiOCPKoop6oqJqdteXJ3y9uVl3RinItJk1O6Ha9DiJaE9512C7GjxI6IDbZL7QSCDhMf1CKmv9LZqNZWQl6W7/C+mYCn4Yyqt9P0+qUoaU3Y1SIvNInuvtl5PF08fjMSU+eEXkfUvdWwd0dz1PIDG3qRaGJ8qS2rOv8Ao9xVgBx/VWyiQIvZt4lBWEXsipyjae8SKiiioqKvhuLGtoWRupyJljONr35/IGVKdR6rRbgortchN0qVHYRlyFUmacYutOH2BQJ8eEVFFOCU0SJbg7KiVHapdFq4S22X9TBve9o1ZpIN0qrVSo1mPFcjK9Up/mFx2GrhK54gfNDcAO/VFJdXRmfJTty7g8CXZRcVZXk0a06hVqlWJg2BVUCK3LpbkdgSRWUJTVwxQhRFUE5UuONSvfljK+L6x1Z92Y/t+RcNWxpetKvT5Ejpy7UmIhF5WQH4mfUuyAnvFwqDyvCLSm8rOdq5EreCqhaFs35Uodp5QplarklqzKmgQG4/Pljn2ZRVkihIvhBCL0X/AG5+lxY1tCyN1ORMsZxte/FsDKlOo9VotwUV2uQmqVKjsIy5CqLNOMXWnD7AoE+PVFRRTglNE6N2nW1aFFtm56xYuI6nY9Cr1wOzoLlYkzHKnXG/E0K1GSEwifZVxxHOgOF2UBE1QVPXOca4cs0zdLuLyJjfEN+OVC7LShQbNlVO0p0WFKqUGEqEhuvtC0Cd216K4oi6vURVe6c0nlC2VvvbxRJxQMy3tmCm1Wm3Dfw1SDVo4UFht7/yQSnL1hoIKqC02w2TitiTvoKGo905Qtq990O0K8LcGg/y5Xrvp1SbpUKoNuMl4hluFAJ4HUQ2DeZaYMxNOWidVFT3eNc2W1aWDa7i+28cVPb9kyu5WaYpsGdZFw1W5moDUpomhclyHXHChDCBUV0XB5BUQRAe3A6m1g3PUrc3z5dyfUsW5ObtiuW3TqdTp4WJVTbkPwWkV4RQWOePoiQF44cVRQOykPOlxfdFYpuC9xVvVPD+VoVXvi5ryrVGivWDVPJJjVPkInqjKj3VTTsPPIIhKXCIq6iF90+9ax/Cyp2DqfiPJbt7ew06jLSf5LqSOjIizY8l1S5a4FrxqvV1fcIhIRVSFUTY5Mgbes2ZGnLn7Gt+Wa3RLdo7dAvin25WKXNbM2nBdiTCRsuHgcHyMi4zwoCXvKnCLr80W/m6r/w628T161MkXjd9WrprRFK3JcqoPUmLVQcjuz/GBezOlG6kgvdTXjjhVFdWjArEnEW6uublLktG7xxxlC0qfA+VEtucj9DnQjBnxVCGjSyGAcEewvGCD6onw97SzGLhujcBlbeHMtC64lkHZkSzbVjNW5KKp11o3AccmDBEVkqKOpwCq2PLZ9uOBUtVHY6Xrbv8L6bgKfhjKq31Ip9UpQ0pux6kReaRPdfbLyeLp4/GYkp88J6j6l7q9wVOk/417cKva9PYrFEK67Xm0QBq1Nep8yMbkc4/Y2HxFxvgvVOw+o8EnKKiryWeS5FobAq5txvXHd6U/JdGsSpWu5QYVsTpfkRtt2O3PB5ttWTiknQyfQ+qKpInKoiLF5GOalkPCu1LKzVgXxWqHiOF/L130WnwKjTaz4n4UZh2VERvxyX22XW/eVhV7ohIiqiHxf8AgSg4NrebI95YSxdc1Qh0ygyos6+bjn1xUjuOm0rVPhhVDInSJFeN1QRBa6oKl2c66+W9ukVin5M2/ZbOkT5FrWJeLsm4p0OK5JWnsPttttum00hOK32FUUhFUHlOfimoRcg5ZkX1gfePcdmVuvUu337ng1mDSaM78pRKNUH5AUyd7EIq8YjFKOTraB5B+KjypIPizzZVc335cttcaRKpCsOzLUuJs7ql0p+A3NqtRi+zBDY9oEDdEE6EZi2oDwadlL01r6rlB+3P4f8AV9u13Y6vWBkqjWHKtd+gQ7XnSiXwtlGCcjzbaslFJEA1fRxQ95eOV4RfDVb3ydUtu2222qFDyJbOM2KfFo2S65SLdlt1WAMSEwHRsVa9oajGflEpjA8IgLwS8dS0tnvTsa7ra7kHCuJb1rNsXjY8ehW3NuNurTI9TJqox1qEh1+WpvMNNsA+Yi8raOeMeidXgUtDa+OrDcgWNkzbPbWSMa5xnzqPUKnY8amVGLR3mnZDKTidakCTDUDx+R5sle69VAVTsqIPX38QVqtVraxedj21aVy3DW7nijBp8SiUWTUDVwXm3VVzwAXiHqBe8fA8+nPKomqWypduSajRsE0Gpwsl2XhtKMsW+qpS7emxqqxNjtNstxpHDXtcKOTgCnnbFEMXC4XhEJK9teoXBinN2YLwxThK7KpbmQLThP20l1QapNizqXEjPLOlSHZKm6gcgPSO+Ym4LzQCKeQE197AxlYVIvLGN3bUqLk6xL+m1+kyLysSVCqDNOiUhwkOeUkJYeJpoAVSaJHi7eUEFFIx46C/ia0647t2sV7G1m2VdVy3Bcj8JYMaiUOVPREjTY7zivGyBCynRCUVNU7KKoPKouobvYr9WynhvGVPsfF+TalKjXtSK3JjjY1UF6NDhE4D5ugTKK2vJIoiXCmnqKKnrr7WnctQ29brci5WvW0bpbxpmumUmrwbiW3pbpUmbGZ6exzmQBXoal5CRBcb9S6IvCoSD9N312XpmDZ3kK3LcwjeLb92VMIdpQ4FAlyZdRhx5cR0p0pltrmELvjfJsXupEAgq8EXXTMuQJlf+bylGxLlqUFoXVT7hrRhj+rcQ4jEKTGPsnh7K55DTgBRSUfe+CipaO76/WazuQvtnc4zlOFakQosfGlu2zEqcWFXRNtBIll05BcelKZNfRPOAjSuHz6CvWiMXwHKPiSydsefNst01e0ot01wbsmhQag7UaBOJXnYr8J5njyADXV115ryp4iROC7ii9UbKLNOyMmXxTMTXRelewk/SoEijvXKEhAiVdX3vaI0IpINuGyLfVSJB69iRFVSRVWD7g7O2+5M3B361nazLws2o24tLh25kK1qdUmvbEdgsveB1+ODrbspl1TUEUE+jER5VQVEiGQ4mcp+C9s1AyBYGSbiu208h067a2+xasyY8zRI8yWLTkkmAIUlez+AiYVfNyXvCi86k2er2nUTd8/fWKEyVHrVSxtS49RWyrHZuCZG7y5DqtVODI6nEe8awibUuCRAISFUVNfu2rww5G2TZL264VtTJr900ygVCjzbeqtqy1rxVKosSOsl+M0JeNp10S5Mfo2+QEuvI9vjctduE9mOGcWx8P5XfuOgyrRSqRGrDqirEGmSI7ksjVWkRRRGyQevKmvHVFTlUlmebhqte3hbd8kUfGGTJlvWZGrUmtTGLHqhjFGpU9tIwqiM8qfYurgInZokJDQVRUT0W/W6vTv4jFzX/KxpkYbaqVmxrLj1dLMqSwyqQVBvsvlRnqjHAqXtCr4uvvduPXVbTrAvDMWYd2dCgWFf9Fj5goFKhWnVKrak+BCkSoEAvIDz7zSBHAnWxbQnFTsh8j25RFt/D242tQsJ2ji13DFyHmCiQ6fQnrRqNDlQ2G3WfGwU85Stmw3CQOXfMhrynuoikqJqA3TVq5Xc+5Ni7n4uU2oUacNPxfa9tNVKHTq5GIVAXRmU/okiQZEwpC+6Is+Quy9UVG6qsOyM41z+HNfm2ODiCuhV7WpjhTBlQ3o77tV/mFyS5EjC4KBJEYTbb3dpS5VwQTlSFF6vxzmetXZj2+7hYo9w1Ox6Tb9GpFDbhWtMKoP1E4ZDOAIyN+0PCBuxUUkDqKo76+4apF9mONCvPYbH25ZRse5rfnNUypUirRa5QpUBQWVKkutOMk6II71E2z7NqvUkRFVF1+9g1p5fqEF26c6U9+LVcd088Y0EDUxB+LEkkUmcgGKLy70iMof+oYaL/qXVUVn+bMhXBl+jbj6flJ2/p82pUbHFmUluoQKO/DNshiPsyIStx5XJf5r0pzoAB73oqokRsmTAr+CcP4Mz3t0uWfYdGF+m1OqJb9TCs0eqMhIckSGRbEXG48dVYFx4RMTQzThVZVE6P2Q2hKs29chUrHdzXpXsMHGprlryrmbeTwzlV72yPEKQAOuMNorSdunXtyPKkJKvnsV9/a3uUzbU8l0att2hkyoQbioFxw6RKqDLkjxk29Ad9lbcVp0TJfGBJ74Jyi8+mqPx1bVcz5b+8PE1DtW6qHW8iV+RW6IletyZBZUGzQmm33XQQGHHDBBQDJCT3i6qgEiSa27WwVcmPrXx9J2/5MrmVGwpkafZdyVS52oEOS0TKPTJLrrhQxiN+roOIiifAiA8r1S8t7ePr1rB4oy7ZFs1C5XsXXtFrtRokFpXpMmnknR9xhpPeeeb4EhbH1VFL7OFprdHnG0r1zpt1uezrevqs0W0brly6nPiWZVFaBSbabRkEJhDdeQkTlsBVU5Tn1XjUzrtSrT38R23r9ZxxkE7aiWEdmvVgbQqKwhqTs8nBRXvF08KAYqr/PjH15JOF41eCLtqNp7rdxeTa9ivKcW3r0+QZFDklYNWVZYwYhtyEQEY7ISGSIIqiKfPI86rKXirImWdm5W1TcV3zFuKxMnSMgP2/V6NMo8uqQHKhNdRiI+aD2fVh/t9EREJIg+hEPNv2VRdu105QsqXijDuQbgrtvVI6hVJl1S7lbZtFsGXkIyCombZzVcAGgjghEXKnygh21jaFWKzTtyOdKjWsbZFo0DJNyRalQJtUs6pQ4rrDEZ7yK6860IR/XhERxRUlVETlV41+cG19Nnt4ZhsjMdBuSNTLtvmfedt1+nUGZUINUZnCP8A4gLFbc8cptWVRWj4IuUUeU4VZtsgxlf9uUrJWUsj0CTbdUyreMy42KDIbRt2nQ15BhHQQi6ukKqRDz6e7zwvKJzjhbE2I8D2LVsL7k8fZRfuimVWoRqX8gv3I7T7shPOd2VgtwHUi9iF5ANkuqivKuL6lxKcx0WvW9P2qUii4BvCjxscVWNXa7SLboNRrcOhxTaHlgZbbRJIdAhJDQVIufX1RUVdbZ+MccYVydllvcbbGRmKfeF2SbvtW4aE/cTMGdHnIriwSapjiI3MbICRQdFHD5Tj0QdeusY1ujEtTwLuIx5t4rtFtKyKpcDFWs6EL9Tq0GlVJwxaqDjBkrxSCbXyutdjJpVEV56l16SDKLud2btoOLLKlzrcftGayt0TYr1OCVVHhJtmDHCS0BuoIoZOOegAqtjyqqXFLbI8gXZZmM7HxbNtu42ouOLRrq33T/5alnLiVUak37Cwzw3zIM2vbiRtjydkQVX4jzu/4cZ1+2LMu6wbux/fFuVSZd1auSOVatidAjOwnnWUbVH3mxbVxfVfF278IS8cIq61O227A2cUS88L5ite62pYXZUqtbdQpduzahEuSLKJs2QinHaMRkcqgkwSooqvPKpyqUVeGHMv2vtgh0ivYyvKbe2QMvJk6oUSiW5KnN0aJ5+Daccji4DZ9BBxG1Lt7/CIqiXHR2TMgSbs3Y4Gu2jYsykdDtONcCVaouWJVG2I5VSFHbjCqkyi8oSKjnpw3691TguI5bVMrV171c2vzLEyFSbeyJZ8a0qZXn7RnsxUktR1beNXjaQABOpKDhKgGvXqq9k5bZcvV3Au3xnb1k7EVzlk2zQmU2k0CPQZL0a5+HnTjOxJQAbBtFyiOOmQoHUjVEFNbHG9VrG1rP2WbmzZa9Wp1vZVOl3FBr1IpsqqU2HMCMQSae8UdoibMXDJGyMRR0RRU4VeqS/aPYl7T8w5t3I3dbtQtuHkqrQY9ApVQiLFknTILHjZmOskvdo3UJPcNBNFElUU5RNdUaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaawqc6zrHCLrOsKiL/86ccev26zprCoi6azprHVP9/t+K6KiLprOsdU9fj6/wC+s6xwnPP/AL6zpprCii/b+Os6wqc+miIiazprHCf7/joicJxoiInw5/7XRU59NONERE04T/f7PjpwnHHr+OnCf7/jp1Tnn1/HWdYVOfTThP8Af8dOE559fx1nTWFRF1nTWFRF+38dOE/3/HRERPhoqIv2/jpqlKtgO8aHku6cq4aysNtVO91iOV6n1qhhV6bIejMCw082AusPMuI0KCvDygvxUeeNbPF2CpFoX7Xsv35esi8L7uGExSnah7IkKHBpzRK4EOHFEz8TXlInFUzcNSXlSX1VbZ0001jhOef/AH0VEX/5040ROPROfx1nWNOE55/99OE/3/HRERPhoqc6IiIvPr6/76cJzz/76zrHVP8Af8V1nTTWERE/+dZ1hURf/nWdYVEX19fT/fWdYVEX/wCdNETj4aIiJ8P/AM6zrCoi/b+Oms6axwirz/76KiL/APOms6aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa/9k=

 

c)

en su caso, los gastos que se asignen directamente a emisores específicos de fichas significativas de dinero electrónico se añadirán a la tasa anual de supervisión de dichos emisores.

3.   Para calcular el volumen de la reserva de activos de los emisores de fichas significativas referenciadas a activos, la ABE utilizará los datos de la última auditoría independiente disponible de la reserva de activos a que se refiere el artículo 36, apartado 9, del Reglamento (UE) 2023/1114.

4.   Para calcular el volumen de la emisión de los emisores de fichas significativas de dinero electrónico, la ABE utilizará los datos de la última auditoría independiente disponible a que se refiere el artículo 58 del Reglamento (UE) 2023/1114.

5.   Si la reserva de activos declarada para las fichas significativas referenciadas a activos o el volumen de la emisión de fichas significativas de dinero electrónico están denominados en una moneda distinta del euro, la ABE los convertirá a un importe en euros utilizando el tipo de cambio de referencia medio del euro aplicable al período durante el cual se registraron los valores. A tal fin, se utilizará el tipo de cambio de referencia del euro publicado por el Banco Central Europeo.

6.   No obstante lo dispuesto en los apartados 1, 2 y 3, la tasa del primer año se calculará con la fórmula que se indica a continuación, reduciendo la tasa de supervisión a que se refieren los apartados 1 y 2 mediante un factor igual al número de días transcurridos entre la fecha en que surta efecto la transferencia de la supervisión y el final del año dividido por el número total de días de ese año:

 

Imagen: data:image/jpg;base64,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

 

La tasa de supervisión del primer año se abonará después de que un emisor de fichas significativas referenciadas a activos o un emisor de fichas significativas de dinero electrónico haya sido clasificado por la ABE como significativo, conforme a los artículos 43, 44, 56 o 57 del Reglamento (UE) 2023/1114, y en un plazo de treinta días a partir de la fecha de emisión de la factura pertinente de la ABE.

No obstante lo dispuesto en el párrafo primero, cuando un emisor de fichas significativas referenciadas a activos o un emisor de fichas significativas de dinero electrónico sea clasificado como significativo, conforme a los artículos 43, 44, 56 o 57 del Reglamento (UE) 2023/1114, durante el mes de diciembre, ese emisor no pagará la tasa de supervisión correspondiente al año natural en cuestión.

Artículo 3

Ajuste de las tasas

Las tasas anuales de supervisión cobradas a los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico se fijarán en un nivel que cubra el coste total de la prestación de los servicios y evite que se produzca un déficit o una acumulación significativa de excedentes.

Artículo 4

Pago de las tasas anuales de supervisión

1.   La tasa anual de supervisión se abonará íntegramente a la ABE a más tardar el 31 de marzo del año natural por el que sea exigible.

2.   La ABE enviará las facturas a los emisores de fichas significativas referenciadas a activos y a los emisores de fichas significativas de dinero electrónico al menos treinta días antes del vencimiento del pago. Las tasas anuales de supervisión se abonarán en euros.

3.   Toda demora en el pago comportará la aplicación de los intereses de demora establecidos en el artículo 99 del Reglamento (UE, Euratom) 2018/1046 del Parlamento Europeo y del Consejo (2).

4.   Las comunicaciones entre la ABE y los emisores de fichas significativas referenciadas a activos o los emisores de fichas significativas de dinero electrónico se llevarán a cabo por medios electrónicos.

Artículo 5

Reembolso a las autoridades competentes

1.   En caso de delegación de tareas de la ABE en las autoridades competentes de conformidad con el artículo 138 del Reglamento (UE) 2023/1114, solo la ABE cobrará tasas a los emisores de fichas significativas referenciadas a activos y los emisores de fichas significativas de dinero electrónico respecto de los costes soportados en relación con la realización de dichas tareas.

2.   La ABE reembolsará a las autoridades competentes por los costes estimados soportados como consecuencia de la realización de tareas con arreglo al Reglamento (UE) 2023/1114 un importe que cumpla las condiciones siguientes:

 a) que el importe haya sido acordado por la ABE y la autoridad competente antes de efectuarse la delegación de tareas;

 b) que el importe sea inferior o igual al importe total de la tasa anual de supervisión pagada a la ABE por los emisores pertinentes de fichas significativas referenciadas a activos o de fichas significativas de dinero electrónico.

Artículo 6

Entrada en vigor

El presente Reglamento entrará en vigor a los veinte días de su publicación en el Diario Oficial de la Unión Europea.

El presente Reglamento será obligatorio en todos sus elementos y directamente aplicable en cada Estado miembro.

Hecho en Bruselas, el 22 de febrero de 2024.

Por la Comisión

La Presidenta

Ursula VON DER LEYEN

(1)   DO L 150 de 9.6.2023, p. 40, ELI: http://data.europa.eu/eli/reg/2023/1114/oj.

(2)  Reglamento (UE, Euratom) 2018/1046 del Parlamento Europeo y del Consejo, de 18 de julio de 2018, sobre las normas financieras aplicables al presupuesto general de la Unión, por el que se modifican los Reglamentos (UE) n.o 1296/2013, (UE) n.o 1301/2013, (UE) n.o 1303/2013, (UE) n.o 1304/2013, (UE) n.o 1309/2013, (UE) n.o 1316/2013, (UE) n.o 223/2014 y (UE) n.o 283/2014 y la Decisión n.o 541/2014/UE y por el que se deroga el Reglamento (UE, Euratom) n.o 966/2012 (DO L 193 de 30.7.2018, p. 1, ELI: http://data.europa.eu/eli/reg/2018/1046/2022-12-14).

ANÁLISIS

Referencias anteriores
Materias
  • Activos financieros
  • Control financiero
  • Dinero electrónico
  • Entidades de Dinero Electrónico
  • Mercado de Valores
  • Organismo y agencia CE

subir

Agencia Estatal Boletín Oficial del Estado

Avda. de Manoteras, 54 - 28050 Madrid