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Welcoming the decision of the Heads of State or Government of Pacific States taken at the second "Engaging with the Pacific" regional meeting, held in Nadi, Fiji, on 1 and 2 September 2011, to support the reinscription of French Polynesia on the United Nations list of Non-Self-Governing Territories,
Taking note of the communiqué of the second Polynesian Leaders Group meeting, held in Rarotonga, Cook Islands, on 25 August 2012, in which the Group affirmed its support for the reinscription of French Polynesia on the United Nations list of Non-Self-Governing Territories,
Welcoming the decisions of the Pacific Islands Forum, taken at its meetings held in Apia, from 5 to 7 August 2004, Auckland, New Zealand, on 7 and 8 September 2011,
and Rarotonga, Cook Islands, from 28 to 30 August 2012, to support the principle of the right to self-determination of the people of French Polynesia,
[^0]
[^0]: 104. Resolution 61/295, annex.
105. E/2012/43, para. 39.
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{
"Header 1": "Resolution adopted by the UN General Assembly on 17th May 2013",
"Header 2": "Resolution 67/265. Self-determination of French Polynesia",
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[^0]
[^0]: 104. Resolution 61/295, annex.
105. E/2012/43, para. 39.
Welcoming also the Final Document of the Sixteenth Conference of Heads of State or Government of Non-Aligned Countries, ${ }^{106}$ held in Tehran from 26 to 31 August 2012, affirming the inalienable right of the people of French Polynesia to self-determination in accordance with Chapter XI of the Charter and General Assembly resolution 1514 (XV),
Recalling that French Polynesia, as the former French Establishments in Oceania, was originally considered a Non-Self-Governing Territory in General Assembly resolution 66 (I) of 14 December 1946, and noting that the Government of France has not transmitted any further information regarding French Polynesia since 1946,
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{
"Header 1": "Resolution adopted by the UN General Assembly on 17th May 2013",
"Header 2": "Resolution 67/265. Self-determination of French Polynesia",
"image_references": [],
"images_base64": [],
"start_index": 1936
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1. Affirms the inalienable right of the people of French Polynesia to self-determination and independence in accordance with Chapter XI of the Charter of the United Nations nd General Assembly resolution 1514 (XV), recognizes that French Polynesia remains a Non-Self-Governing Territory within the meaning of the Charter, and declares that an obligation exists under Article 73 e of the Charter on the part of the Government of France, as the administering Power of the Territory, to transmit information on French Polynesia;
2. Requests the Special Committee on the Situation with regard to the Implementation of the Declaration on the Granting of Independence to Colonial Countries and Peoples to consider the question of French Polynesia at its next session and to report thereon to the General Assembly at its sixty-eighth session;
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{
"Header 1": "Resolution adopted by the UN General Assembly on 17th May 2013",
"Header 2": "Resolution 67/265. Self-determination of French Polynesia",
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3. Requests the Government of France, as the Administering Power concerned, to intensify its dialogue with French Polynesia in order to facilitate rapid progress towards a fair and effective selfdetermination process, under which the terms and timelines for an act of self-determination will be agreed, and to extend its cooperation to the Special Committee in the implementation of the present resolution.
[^0]
[^0]: 106. A/67/506 S/2012/752, annex I.
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{
"Header 1": "Resolution adopted by the UN General Assembly on 17th May 2013",
"Header 2": "Resolution 67/265. Self-determination of French Polynesia",
"image_references": [],
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The General Assembly,
Having considered the question of French Polynesia,
Having examined the report of the Special Committee on the Situation with regard to the Implementation of the Declaration on the Granting of Independence to Colonial Countries and Peoples for 2024, ${ }^{107}$
Taking note of the working paper prepared by the Secretariat on French Polynesia, ${ }^{108}$ which contained available updates requested by the General Assembly in its resolution 78/91 of 7 December 2023, and other relevant information,
Reaffirming the right of peoples to self-determination, as enshrined in the Charter of the United Nations and in accordance with all relevant resolutions, including General Assembly resolutions 1514 (XV) of 14 December 1960 and 1541 (XV) of 15 December 1960,
Recalling its resolution 67/265 of 17 May 2013, entitled "Selfdetermination of French Polynesia", in which it affirmed the inalien-
[^0]
[^0]: 107. Official Records of the General Assembly, Seventy-ninth Session, Supplement No. 23 (A/79/23). 108. $A / A C .109 / 2024 / 7$.
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
"image_references": [],
"images_base64": [],
"start_index": 0
}
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[^0]
[^0]: 107. Official Records of the General Assembly, Seventy-ninth Session, Supplement No. 23 (A/79/23). 108. $A / A C .109 / 2024 / 7$.
able right of the people of French Polynesia to self-determination and independence in accordance with Chapter XI of the Charter and its resolution 1514 (XV), recognized that French Polynesia remains a Non-Self-Governing Territory within the meaning of the Charter and declared that an obligation exists under Article 73 e of the Charter on the part of the Government of France, as the administering Power of the Territory, to transmit information on French Polynesia,
Taking note of the section related to French Polynesia of the Final Document of the Nineteenth Summit of Heads of State or Government of Non-Aligned Countries, held in Kampala on 19 and 20 January 2024, ${ }^{109}$
Expressing concern that, more than 60 years after the adoption of the Declaration on the Granting of Independence to Colonial Countries and Peoples, ${ }^{110}$ there still remain 17 Non-Self-Governing Territories, including French Polynesia,
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
"image_references": [],
"images_base64": [],
"start_index": 921
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Recognizing that all available options for self-determination of the Territories are valid as long as they are in accordance with the freely expressed wishes of the peoples concerned, on a case-by-case basis and in conformity with the clearly defined principles contained in General Assembly resolutions 1514 (XV), 1541 (XV) and other relevant resolutions of the Assembly,
Recognizing also that the specific characteristics and the aspirations of the people of French Polynesia require flexible, practical and innovative approaches to the options for self-determination, without any prejudice to territorial size, geographical location, size of population or natural resources,
Reaffirming the inalienable rights of the people of French Polynesia to the ownership, control and disposal of their natural resources, including marine resources and undersea minerals,
109. See $\qquad$
110. Resolution $1514(X V)$.
Conscious of the responsibility of the administering Power to ensure the full and speedy implementation of the Declaration in respect of French Polynesia,
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
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"start_index": 2001
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110. Resolution $1514(X V)$.
Conscious of the responsibility of the administering Power to ensure the full and speedy implementation of the Declaration in respect of French Polynesia,
Mindful that, in order for the Special Committee to enhance its understanding of the political status of the people of the Territories and to fulfil its mandate effectively, on a case-by-case basis, it is important for it to be apprised by the administering Powers and to receive information from other appropriate sources, including the representatives of the Territories, concerning the wishes and aspirations of the people of the Territories,
Recognizing the significant health and environmental impacts of nuclear testing conducted by the administering Power in the Territory over a 30-year period, and recognizing also the concerns in the Territory related to the consequences of those activities for the lives and health of the people, especially children and vulnerable groups, as well as the environment of the region, and bearing in mind General Assembly resolution 78/71 of 7 December 2023, entitled "Effects of atomic radiation",
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
"image_references": [],
"images_base64": [],
"start_index": 2887
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Recalling the report of the Secretary-General on the environmental, ecological, health and other impacts of the 30-year period of nuclear testing in French Polynesia, ${ }^{111}$ prepared pursuant to paragraph 7 of General Assembly resolution 71/120 of 6 December 2016,
Recalling also that, in February 2017, the administering Power amended the Act concerning the recognition and compensating of victims of nuclear tests ${ }^{112}$ in order to allow for the compensation of a larger number of victims, and that further amendments have been adopted,
Recognizing the need for the Special Committee to ensure that the appropriate bodies of the United Nations actively pursue a pub-
[^0]
[^0]: 111. $A / 72 / 74$.
112. Act No. 2010-2 of 5 January 2010 concerning the recognition and compensating of victims of nuclear tests.
lic awareness campaign aimed at assisting the people of the Territories in gaining a better understanding of the options for self- determination,
Recalling the admission of French Polynesia as a full member of the Pacific Islands Forum at the forty-seventh Pacific Islands Forum, convened in Pohnpei, Federated States of Micronesia, from 8 to 10 September 2016,
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
"image_references": [],
"images_base64": [],
"start_index": 4020
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Taking note of the statement made by the President of French Polynesia in the Special Political and Decolonization Committee (Fourth Committee), at the seventy-eighth session of the General Assembly, in October 2023, ${ }^{113}$ and of the statement made by the representative of the President of French Polynesia in the Special Committee on the Situation with regard to the Implementation of the Declaration on the Granting of Independence to Colonial Countries and Peoples in June 2024,
Recalling the invitation extended by the President of French Polynesia to the Special Committee to send a visiting mission to the Territory, as reiterated in the Fourth Committee at the seventyeighth session of the General Assembly, ${ }^{114}$
Stressing the importance of regional ties for the development of a small island Territory,
Recalling the legislative elections held in June 2022, and the territorial elections that were held in April 2023, and noting the establishment of the Special Commission on Decolonization by the Assembly of French Polynesia on 26 October 2023,
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
"image_references": [],
"images_base64": [],
"start_index": 5219
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1. Reaffirms the inalienable right of the people of French Polynesia to self-determination, in conformity with the Charter of the United Nations and with General Assembly resolution 1514 (XV),
2. See A/C.4/78/SR.3, paras. $7-13$.
3. Ibid., para. 13.
containing the Declaration on the Granting of Independence to Colonial Countries and Peoples;
2. Also reaffirms that it is ultimately for the people of French Polynesia to determine freely their future political status in accordance with the relevant provisions of the Charter, the Declaration and the relevant resolutions of the General Assembly, and in that connection calls upon the administering Power, in cooperation with the territorial Government and appropriate bodies of the United Nations system, to develop political education programmes for the Territory in order to foster an awareness among the people of French Polynesia of their right to selfdetermination in conformity with the legitimate political status options, based on the principles clearly defined in Assembly resolution 1541 (XV) and other relevant resolutions and decisions;
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
"image_references": [],
"images_base64": [],
"start_index": 6296
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3. Takes note of the statement made by the President of the Territory in October 2023 that the Territorial government fully supports a proper decolonization process and self-determination process under the scrutiny of the United Nations;
4. Reaffirms, in this regard, General Assembly resolution 67/265, which provided for the reinscription of French Polynesia on the list of Non-Self-Governing Territories, and takes careful note of an independent self-governance assessment of the Territory, presented to the Fourth Committee on 4 October 2016, ${ }^{115}$ that the Territory did not meet the full measure of self-government;
5. Calls upon the administering Power to participate in and cooperate fully with the work of the Special Committee on the Situation with regard to the Implementation of the Declaration on the Granting of Independence to Colonial Countries and Peoples in order to implement the provisions of Article 73 e of the Charter and the Declaration and in order to advise the Special Committee on the implementation of the provisions under Article 73 b of the Charter
[^0]
[^0]: 115. SSee A/C.4/71/SR.3, paras. 71 and 72.
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
"image_references": [],
"images_base64": [],
"start_index": 7399
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[^0]
[^0]: 115. SSee A/C.4/71/SR.3, paras. 71 and 72.
on efforts to promote self-government in French Polynesia, and encourages the administering Power to facilitate visiting and special missions to the Territory;
6. Reiterates its request to the administering Power to facilitate a visiting mission to the Territory, and requests the Chair of the Special Committee to take all the steps necessary to that end;
7. Regrets that the administering Power has not responded to the request to submit information on French Polynesia under Article 73 e of the Charter since the reinscription of the Territory by the General Assembly in 2013;
8. Reaffirms that an obligation exists on the part of the administering Power to transmit information under Chapter XI of the Charter, and requests the administering Power to transmit to the Secretary-General such information on French Polynesia as called for under the Charter;
9. Urges the administering Power to ensure the permanent sovereignty of the people of French Polynesia over their natural resources, including marine resources and undersea minerals, in accordance with the relevant resolutions of the General Assembly;
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{
"Header 1": "Resolution adopted by the UN Decolonization Committee on 21st June 2024",
"Header 2": "Question of French Polynesia",
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10. Takes note of the efforts made by the administering Power concerning the recognition and compensation of victims of nuclear tests, and in that regard encourages the administering Power to take steps to this effect;
11. Reiterates its request to the Secretary-General to provide continuous updates on the environmental, ecological, health and other impacts of the 30-year period of nuclear testing in French Polynesia as they become available, in follow-up to the report of the Sec-retary-General on the matter, prepared pursuant to paragraph 7 of General Assembly resolution 71/120;
12. Calls upon the administering Power to initiate a dialogue with the Government of French Polynesia in order to facilitate rapid progress towards a fair and effective self-determination process, under which the terms and timelines for an act of self-determination would be agreed;
13. Requests the Special Committee to continue to examine the question of the Non-Self-Governing Territory of French Polynesia and to report thereon to the General Assembly at its eightieth session.
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{
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"Header 2": "Question of French Polynesia",
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Benin, Guyana, Libyan Arab Republic, Panama and United Republic of Tanzania: draft resolution
The Security Council,
Having, considered the telegram of the Head of the Comorian State (document 3/11953),
Having heard the statement of the representative of the Comoros,
Recalling General Assembly resolution 3291 (XXIX) of 13 December 1974 which inter alia reaffirmed the unity and territorial integrity of the Comoro Archipelago,
Recalling also that General Assembly resolution 3385 (XXIX) of 12 November 1975 by which the Comoros was admitted to membership in the United Nations reaffirmed the necessity of respecting the unity and territorial integrity of the Comoro Archipelago, composed of the islands of Anjouan, Grande-Comore, Mayotte and Moheli,
Concerned at any action or threat of action which violates or is likely to violate the unity and territorial integrity of the Comorian State,
Expressing its concern at the declared intention of the French Government to organize a referendum in Mayotte on 8 February 1976,
1. Considers that the holding of such a referendum by France in Mayotte constitutes an interference in the internal affairs of the Comoros;
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{
"Header 1": "SICURITY COUNCIL UNITED NATIONS",
"Header 2": "DRAFT RESOLUTION S / 11967 5 February 1976",
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"start_index": 0
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1. Considers that the holding of such a referendum by France in Mayotte constitutes an interference in the internal affairs of the Comoros;
2. Calls upon the Government of France to desist from proceeding with the holding of the referendum in Mayotte;
3. Calls upon the Government of France to respect the independence, sovereignty, and territorial integrity of the Comorian State and to refrain from taking any action which may jeopardize the independence, sovereignty, unity and territorial integrity of the Comorian State
4 Requests the Government of France to enter into immediate negotiations with the Government of the Comoros for the purpose of taking appropriate measures to safeguard the unity and territorial integrity of the State of the Comoros composed of the islands of Anjouan, Grande-Comoro, Mayotte and Moheli;
5. Requests all States to respect faithfully the unity and territorial integrity of the Comorian State
6. Requests the Secretary-General to follow the implementation of this resolution and to report to the Security Council as soon as possible.
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{
"Header 1": "SICURITY COUNCIL UNITED NATIONS",
"Header 2": "DRAFT RESOLUTION S / 11967 5 February 1976",
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"start_index": 1037
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{
"Header 1": "LE PROJET D'ÉTUDES SUR LA DEPENDANCE ÉTUDE ET ANALYSE SUR LA GOUVERNANCE DES DÉPENDANCES",
"Header 2": null,
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j2BqIwRbt2xc/SolTTNo1mhyXcKINsm71IFSi6hYZ8zB9xUaoAeFA/CnlAw5A/Ks3QLWIZKjJJ0cfnSNkHAqubdQdyfK3rT4pCX2SYLdcis5U3HY2hVUybHvQaD97ilNZXNhlOGaSnUxBgUlLSUALSnpTRTj0pDG9aNhPeijnFMQm3BqpeyEIFMe5T15xVzkcnpUUsscS73Ix700DWhjhMzhoiwwOm7NasWWQF1w1Z6S758qyupOQV7VpDOOua66dzgqWTsITzS5pCKK0MR2aKSgUgFpKU0lMYtFIKUUAGKMUtFA0U7yySdeDhs9qbBEbePy0RlB6nNXjSYFQ4JsuNRx0I0TavH508cD3o6UVSSWxm/MXk0YNIKdTGhMUlOpnegTFopaTvQAU7tTaWgAzikzSmmk0AKWwM4pqybhnFIzDGCQBVRZjIxCHbGp5aplJRQ4xcnoXPMUHGaYbqFWwXGfrVcKjZ2R+aM/fZv6VIIGIwXIHoBUqcmaOEIim8jzhQW+lJ9syceXz6ZpRbxjhiT9eamSNUHyqKrlkTzRQqMWXJXHtRu5pSfUU3IJqjMfR0pAaCRQMN1OxxmmdaN/Y0NoB38OTSMTjgZzUbSln8tWAzS/YQv35GJPoazdRI2jQclcUuF64z9aRZo2ONwzTlt4l42lv97mpPIhb7yL+VR7ctYbuyNmQfxComZ3OE3bf7xWrH2eBeFjX8VpdoqHWb2LWHSepVe0k27llGfcYpn2iVGCNbuRj7w5yaunFLtAXdyBUqrJFujFldZ3xkwuB60faUzyGH+8KdLcxRAZcE+g61C7NOg2oFGc8nJrWNSTMZ0oJFrHcEU3fzjFAPXAxTSM+1bpnM/Ifuz2pC1N6UBgelFw1HZzSjrTaUHFJAKetFJRQAtFGaO9MAozSGkyBQIdSUvakoAWijtSUhjscUYoopgGKMUUZoAMUYozRmgAxWppf/Hu3+9/QVmZrU0z/UN/vf0FY1vhN8P8ReooorlO4DWPqn/H0v8AuD+ZrYNZGp/8fI/3B/M1pR+Mxr/AUhS0m4Utdh54UhNBpPrQMOlANBGelRyOFGBy3tSbS3Gk3oiXJFNDA9KgLXDMoVNvqW6U4wTueZF/AVDqxRqqE2TZHSjBqEQXC/8ALVPxo33Ccbd30FCqRE6M0Sk4ozUW6X+KFvwo83+9Ew9zVc8SHTl2JwaM1CJkzjBX3NPV0JwHBNHMmLlkug/NBNIx49/Smlto5BqtBWHEigtxxULXMSD5nApjXkRgZ0IYjgKO9TzIfLImlk8uIt1OKdaohTdwWPXHSoYZlliyy7fVWpNqp+8SQqvtWdSPMtDanLkeqLdxKsagFQc8AVnGSWZykYVP+AipkSJn3iQs3oTUN7CfviTYPTvUKnbU0da7HpYTQD5Zc9yuM1IxuIk3Mgb2A5qtbSXUKhljeQH3qwl7JLJtktZF9zU88kV7OEtRolnADlcIew7U+JJHhMqybuehAq4ACMdvQ0bMLtQYFHtpMpUYIrK++P8A2h1qo5kkykiBQDwxqzKjxNkAMPrimpcxSOEb73oa3UlJHM4+zd2hklnG6qVZFx1J70gfau5wNq8AEVI9vDvy3P1PApsKQNL+92nHQHGMVm04p3NItVJJIVDNPGT5caqTx8opWUIyw5ILdaJiLVwykBG4xSTxmdN68uPujNOKTjdCqOSlaQl1AiRoCATnk4qrZx+fdN12KcYHSpY3mCGOdDtI7dqdbyWlo3yzEg9j1rO8ktTWKg3dFi5hjh2shKkmoVuSzYVCTU897B5eV2s2OBVeHUVZ8PAUYdxTjKcRThCTJfMljOZYiq+vpUwYOAwIKnuKcxW4T5m+Q+hqP7Cuw+W7AdhTjWfUmWHXQfkDpRmq0nnWkeSN4psN2k2Bgq3pW0ZpnPKm4lyndqYOnNKTVkAxOKgmyEyoO7tipxzTJ1Vo8NkD2NTJaFQkkySNtoAcgNj1qTJPINYRuWRmWSPK9mNXrG5DAxjPHNcbjY74TvoX6KTPNL3qEaMKKKUUxABSnpS8UhpDGYOaZOHePERCsPXvUpPHFVbtnLBQHAx1UZppX2E3bcqkS4PmByO+01DHL57+XjCjjDHrUqIYVJAnY5z8w4ppuIZJV2piTvjtXQuxzu1r3LcVtFCMIMZ9KmAAFMQHbT63Sscb3EooNHNMApaTFLSAKSloNMBBSikFKKAFoopM0ABNJmjilI56UBa4maKYZFU8kAetNE6M2F5/rSbSGot7EtLnnrVOSa5SThBs9SOlQNfOrli6hfpU+0iWqcjTLCm1VivY5ME/z61bXDDI4/GqumQ00KKTFFLmmSFFHXpRg0DEJpjMFGScCnGkZVcbW6UgW5V8t7vIYlUzxt6moUs2WQjzWKZxjNWXgkhIeA5weh9KQeb5pfZtz2NYWblqdPNGMdCdVCAKvQU8U3GRkmk3qDgsv03V0KyOfVsecGkY7UJpcjGRzVeMCWY72J9h0qJy5VcqnDmdmSKZpBlI+PU00SjJD4GKtEnGwHC1nMoMp7/NjFZU6jdzoqUUrWJorhZd/YKcAnvTjMg46j1pktgJM4bYD2p1patApRyrL7im62hKw+upCqxOSWZ/qDxVqO0iK7ld2Hrmor+1LR5iXv0FS2QaODawIPvWUpN6m0YW0aHJaxRyblzn3NTs2abgGlqHruahijFFApAOpppaKBkTZ524zjiqLWl1IxLTbR6A1pYx0pDmnclopLYr0cl/c8VKLSHoNw9gascnrRtHpT5mLlRAbKPHDSf99VH9mZT8jEe7GrlGKFOSE4RfQolLrP3kP4U5bbdzIzZ9jVvGBwKMZ61TqsSpRTuZs21HwocH+8TVmI/uxlgT6irJjUr90GoGgdBmJlBPaqp1LbmdSi5fCKGA4PWnZGKjS3ZxmUnd7cUptFx1f86t1kjJYefUGJVS3YDNRLO0ybo4mYetO+xhuGdtvpmrEUSwpsTIFS6/Y0hQt8RUMkq/M0TKoGSTTI76GVSQeh6VdddykE8HrTIbaKIYRF565FJVmN4ddCJLqFuN3PpUvWkltIGbcRh/ambJ14TGPetI1U9zKVBrYlyKTNReXcn+OMUeXcLyXQj0Ap+0iT7GRODRmo0kEmRgginblU4YjNaXTM+VjqTOaXIxmmdTkHAo0E00OopgniP8Y/Kl82M9HX86Lobi0OzWtpZ/0dv97+grH3jtkj1rW0khrZiP7/8AQVlWfumuHvzGjRRRXKd4h6Vi6us32tWQgrs6e+TW2elY+qTLFcruPGwfzNOLad0TKKkrMzfM2n94pT3NSqwb7pyKT7TDKPvKR71WEUpkwWCxZzkVvGs+pzSw/wDKyycg+1LndxVQzrEcCVZB/dHWp/ORY97ny1P96tlJMwlBxZC00glK5CKO5q1FGijeuGJ7k1X8wzn93GXHYioykiN8sbhvrWM1fqdFP3d0aSg49RSEHsKq273O8CRCFq739q57WOm9xnJ6igZHQ0p60lAC5b1pMZ6gfjS9qb3oAcyKRyq/lVFYUNw6nOeMYq8ec5qsv/H5JjsBTuxNJ7jfskiNuST8Gpos3ZHMjncegFXhknNBBzT55CVOO9jKTTyxxMcj0q7HawRqAqjI9amI5pMc0uZj5UiOSBJfvjH0oW1iUDbk47HpU23PWl2gCi7DlRWa2iY5IIP+zUb2jEcSD/gdXCKTbnrTUmhOEWZLiSBwA459CasLdSImCFb33VdMQYYZRj6Un2eIHPlrn6U+ZPcnkd9CmLqSQbQ0aj360w7t3EsjN/s1dlt43TBCj3xTLW3KDBIPPBpqcUthOnK+rKkzysm1ycf7a4NOgigij3BlJ960WTJIPP1pnkRA8IufpVRqpdBTpOWlzImuDFNuI8xf7opYszI7GPaT90HqK1jCvXYv5VGtsnm7sc0nUvqw9lpZFSys38stOdxHQGnpFNGxA4UnOQOlXgCXA7VFLeQwN5cjAN1rNTaZo4JqzK6yZjIY5wcZNJbWSurvIqkfw8c02cRxjzI8tk546Uxbm6MoZFBQDoDWspOSMYqMHdi28W2dgyrjsMVaMSAn5Rz7UwK7OJWAU+gqbaH5NbwVlqc83eWhmjzo7gshwpOACvFaMVwThZAQ3r2qIwIhyNxxz1pIj5r5xgA1lOEbXNqc5XsXHzggAc+tY0dk0d20sisOfwrZAHNU2vx55jWMsR61jB2ehvUimtR6zRu+FbPtUvXntVeRYrgbtwiYelQwvL520HcnrXTCo29TknS5VdMu9DSMN4waMHdS+1amWxRuoEVCcbz/AHd2KSycyzZCiPAxtzmi5T/SIyFyCcHNXo4Y1O4Kob1ArmqtLQ6qMW9SfjPSg9aUdKTvWB0hzRQTxUUkyIhJYZxTtcNCUE4psr7E3Y6VWS9R4ycZPoKXLTjLAqvaqjTbZnKrGKAXqMMhTn070faXYfLAx/3jTtiY6DNAODW6opbnM8RLoM2yScyNtH91aVYIo+UUc98U/eD1qD7WhchQSBVpRiZuUplhcAU7Iqt9qiHHel8/PKqW9hT5oiUJPoT8UcVEsyNwTtb+6etSZz0qk09iWrC0c0oooAQUlOpD1oAQUopKcKACmHJp5IpjkBSc4A5o2BCE7eWIGPWqct8rv5aH8RTnYyAO33ScBfWrEFsoXe0YBzkcVzzq9jpp0OrM94ZJvlRXB9SeKdDLPbMI3iyc43AcVsqAVJxz7VVvniWHaWAfsBWKk5HTyxiNCTTH95gL6DvUOoQJ5KYwvPJq7BIHt0IIyBio7tC9uwABOKkojgsbUR5T5sjrT/sWPuSuv0xRAFNqBGQuBVY3FxBKEZNyk4zVJvoTKMeqLDRXEY/1gcemOaQTDOGUqfel+1HoYmA9c02W6j2Y8s/7xrVTmjGUKUtiXPy8c/SoDdbckr8o4NNR2KYVGYeopqWruCS205/iq5VEtTOFJt2ZaEiFA2cA81G0oI+RGYetPitiMFyrY9BxU5GOgA+lQ67Ljh09yitxOGx5Z21Lm4bkQ5X1Jqxjmnc1PtZF+wgUyZ1BBUMD2XqKfDbRtH86DPrjmrIWl2gCk5t7lxpRiVms1wdkrKe3PFV2imU4C/MOjL0P1rSwPSo3yo4qed7MPZx3CPeVUyY3Y521ScbJZFHJ+9SPPcgldnGeopYYnc/NlR3z1qoaasmfvaIiH2sR+b5yBfQjmr1pP58WWIJHtTjCvlbP4aSKFIUwmaltFpMlJPSlxxzSLyOadmpuWN6Uo96WjpRcQUUlLQMKKKKACk5paKAEopaKBCCloooAbQc0tFACA0tGKKADJ70ZoNJQA7A9KbTqSmAnXrQBilpO9IAxml57UlGaADHtScntS5NFIZEbZCSx3Anrg0C2i77vzqXJpcD0qlJkuK7FY2MZOd0n501rSSP/AFcmB/tVc6dKTljzT55CcIvoV4YQI9rhT7inNbRf880P1FWNoA4pp+lJtsrlS0Kptos55B9uK2dHQJaMBn7/AH+grOwOtaunAC3bH98/0ouwSSLlFFFIYGsPV4Ve8Vj2TGPxNbZrJ1P/AI+V/wB3+prSl8RjX0gzMMEZGcYPtTXM4XYrDbVjGaQjjFdMqaZxwnJbFJDawSbcgP1O4VYPl3CdAw9cUslrFNy6An1oit1gGEzj600ktBNt6shSCSB90UgHsakklnbgso98U6T528sA7iO3anJaRr1Zy3uawnyJ6nRTU5LQS0MjR/O27nqKsZ54pFXy12qMClArD0OleYppKd1FNyVPIyKBjscUm00gfJ46U4OB1pgNYYzVdP8Aj8l/3RVo/NyKqxn/AE2YewpDLSnAoLU3POKADmgQ7GaSn9BTCeaBhRS8UmaBBSmkBpcigBvOaXtSnFJmgBCMjBoHy9KUGlpDDJNN5zT6b3oABml4/GjNIcZwKYEL3sUD7ZCFPrUE0trcMMKJT6qKS5P2llRUXg/MSKdDarbggDnOc4xWsKVzCdVR2KqxrC7ZLBW4Ck1NLFCiB0dt2OgqyY1YfMoJHfFRpCqSEqOtaun2MFVT3RAl2qgKx6+tTS7nj+TJ9MHFPaJASSoJ+lNlkMagrweladNTK+uhXMblduxt/wDvmpoGa2G1wME5JHajM5GShOehBoLMFxNCVX1rFqL6mydRa20Lm5ChYH5fWq22CfPlOBIKjIZVzG2V7L2qrLEyESLGwY9dp4qPZNbG3toyWpMSskrRPxIvpVqJQigY6VVtYGDGZ2yWGMEVb6nNdMVZHJN3dh1J3pRRTIInQMp9e1RQyTed5ZxgVZ71DKjI4lUZ55xWdSF1c2pVHF2LY44oOScCmRvvXd0pxPPFcmqZ3aMivGeK3ZlPOKrQKXiDPyT6ikIkmnMcrjaOcCrIAHAHAroox6s5K9TohqRqp4UD8Kk9qABS10WOYTbSYp/ak70CGMgKkEcHrWU8DxS5dvkLcAela5pGVG+8BUyjzFwnyjYDbqnylT9RStPAp+UZb0FMMSZ4ApwVB0AzWXsfM6PrOmiI8GR9xTA9+tWAKaKk7VrGPKrHPOXM7iUUhNKDVCQUjdqUmmnrQDDvQTRjmq00r+Z5afe9aTaQRTk7Exfb97gVE251Ln5YvfvUkdqQA0r7n9ulOuS32deBtzzxXPOrfRHVToW1ZDCVkuhgExAcH3q9yMdxTIQBANoAB54qG5lIjAQneTisdWzobsrkk8wiRgp+bHAFVUIWMM6hpD/CetPEexGJ5YDPNPt4VVfMOSzetb29mjnu6r0CBG3FmIAI6AdKndS6EZxkYFOGD1pjMQc8AVzt3OlK2hDZkCIoP4Dg0+4TfGNvJBqrGN91ujDBc/MexNaHWhOzC11YzZJJQwAwuOMEZzT1iml25VcZzV8op5Kgmk6HjitHUZkqSTEVMDH6ClIGelKDSGs2bWDOKXNJR0oC4tJRmigQZpRSUZFAC0pGRSZpc8UDQzYKdtpCacDQIMetJgUuaQmgYdKM0maXigAzRRxRQAUCiigBaKSigBaSiigQUUUUAFFFJmgBTSUZooAWikFLQAUuBSCloAKOKSigBTikxRS8UDExSGnGjFAWG4NKKCQtRfao1OCaaVxNpbkxHHFNJK8UxbuN2wp6VXuLognyxk0KLYnJFsNml5qO33vHmVdrelS44pDQgPNBDYOMZxxmkIxyeB61E92oGE+Y+oppN7A5JblZ5buJ/n2hc9cVvaQztaEsQctxj6CsKSSeZdpUFfetrRQVsipPO7+gq5RaWqMoyTlZM0qKKKzNgNZOpf8AHyP93+prWNZGpn/Sh/uf1NaUfiMMR8BTpM80Ud67DhHU0mnU3FAEM6F0JBw+OCKZDO0SAOjZ9as4FMkjEibSSBWc6akbU6rjuWQdwBo2tnFUXgbb8shz7miItDNlpAVFc8oNHTGtFstSyiFQWOM1QndpHVZJNit0waW6nWdlJGxV9e9SxCKcBtoOOhNXTp9yKtVqWhB5ZCokZcgHls1YWOWPkNuHvU2xV+7SjNa+zRi60m7oh+0uM5hYn2qu160Nw8nlHBGMVeIpjKD2H41LoIpYiV9RYrpJ492QpxnFOiuopGwrgkdqz7izDKxRmBPpVWGJy5wwDx+ncVlKm0bKsmb5fJxSdarW1wJojnh16irScjJrOxsncO1N5qTFIQKQDQKWlpKAEzSUpFGKAEFKKMUCgBc0Gig0DGHNNmJEfHU1JgUkkayrtJIxzkU1uS1oQhCijA7U9ScfNUPzxybS25fU1IDk4yK7ISTR50otPUdmlGOtN60VZI48ioLpcw8VKelRyq7KMYA75qZbWHD4ieE5jUjsKc3zcdqjgfKdMdqk7Vw2sz01ZoqvAIypR2GTyO1S5AOf0oniMyKoJXnqKh8qbHlqRj+8etb06llqc1Wld3iHnjft25HrU3XkUCDZDs+8e5qOJirmJuo5q4VbuxFSjyq6JQKWkzzijvWxzid6RuVwTxS96KBEDRMfuuV+lIryQ5zl88cVYpMVEoJmkasole2VsszjDE8Zqz3pOc04c9apK2hLd3cQU7FJinUCGk0gpcc0uKYCUmKWjrQAYHpSYpwooAbzS5NBpKAFPNNJIFOBqvNK6yKiEbu+RSbS1ZUYtuyJx0FL3qnb3RckP1J4GKuHOaSdwacdwJA59Kpx3CpfmJiMt0q3gE81VmgAu1uAAdo6DrU1FdaFUpKMtS+xCnBIqteSBodinJPApkspdcuCi+/WoY0j85JEYlc9/WufkZ2e0V9DRg+WFExyBzVa4eNWP71FI5+Y1c3Ddms2eCK6uWEgBUc0QTbHUaSJ4ZRNGW4+o70gmaEHKFkz1FOVI40CoAFHQVHMylCu8BuwrolFNanHCcoy90cLwMMon/fTCqk88jNh3VgOdidaWKVF/wBZBwOC+M1JZiBneSNR1xkiuZuK0OtRk9blq1kDxZ8tk9jU1IOeadjio0NNhMmkOacaSgABpaQUtABSYp1FAxuKUClooENpDS96KAEwaXmlxRTATFLRijFIBOaMGlxRmgBMGjFLmigBOaBmlooAKKKKBhRRSZoAWikzS0CCiiigANJS0UAJRS4oxQAgpaKBQAClpeKTvQAnXgUHjrSN8vzE4Aqu87zE7eEHf1qoxbJnJRV2SmZFOC4B96XzVI4cVXEUZGSMmjyIxyM/StfYMw+spE5nRSAWHPenrIGGFOfU1WWGNeQOfeohaqGZt7gsc8Gk6DGsSiV5/Mdox1XrQqDGSBmmJBHCxkG4seuT1oeVm/1alj3x2raMVBGEpSqPQhkTbJjIwedq9aUIRIvmKT3Cjrj3q1FCEjMjYMmMjFV0b5yTy56+1ZJqTsjZpwjeQ5rmQt8sTD3NOM9yPmKBh6DrUoAApRwatUY9TJ15vYh2NOQWYqv901MFVV2gDFIc54pa0jFR2IlNy3CtXSgBbN/vf0FZQ61r6X/x7N/vf0FRX+EvD/GXqKKK4zvENZGp/wDH0P8Ac/qa1zWRqY/0kf7v9TWtH4jDEfAUqXijFFdhwig0U3ODk9KY0yoVB/i4FIaHc5pkssca/OfwpgZ5VZcFCOOaalkinczFn9+lA9CIXTTnYkbBf71SC3JYbm6VaC4XG0D6UYpcvcHKysiJoUkAD9u1SKoUAADAp2MikxVEjqTPNJk0UAO7Uwg07NO4NAEOCTUbW6GYyDhiOcd6sY5prDrQCM5SwuX8r7y9RWhbStOm88dqrRsHun+XBHHSprdxC3l7eM5zXLUh1OyjUV+VlwdOaKM5bijvWJ0hQaKTNAgooJpM0AFAopaACijIozQMKQ8dKXNJmgQxokb5m6/WomtVflWK++asYo2002thOKe5U3vGdrLkD+IdDTxNG3G8ZqxjjGOPSmmGNm5QflWsaz6mEsOnqhmeODmkdwFwaihwCwPrxRCm66YMc8ZraUrRuYRp3lYmt0JBPQZ4qc8HFJ904FHU1yN3Z3JWVgPSmj1oowaQx3OPrVG5SSOfz8ZGOauDNLIMrhhxTTs7ikuZWK6OJEDD8qlByOlZ0xZ2K2yMCDjJ6VZgmOwRycSDrXXGomcMqTiTd6U0D9aStDIKWkozQAtFFFABSg0lIDzSGh1FGRmjvTExtFBpccUAJmjNGKKACjGaKRyRGxXrjikwSuxHdYh8xA+tU3nC3yMp3BhjimG1nuisqyBh3X0pyQ7wxkXZt44rFy5/dOhU+S0yTzpGuDvi2xjoferakMMg1Xt1Dgx7iy44NSRkxko+Bz8v0opys+UdWDkuYlHBpuBknvTiflzUTTJHy7D6Vtc5rX2KV3aia4AkkYJjJ5pA/wBmgKY4/gqaVVu5FwD7GneTN5ixlEIH8RHSsHJcx0qMuVaEkd2DAoRdzkc+1OjU4LOMMetVvNkiuBCLc7j0YdDVpoJZFy0m0nstOLhHUclUnoR3D7IzgHgdagjhluIdweMD17017K8dtvnps9xThaXNsDIJEYKM7QMVFSpzbFUaTje5IHls4v3qhovbrTIjKZPNjgYQkdO5qaNZroq0wVYzzgVdJCjAAwBxWJ0WIIZxIduwow6g9amVsgZqlcf6PN9oJBUjkZqzC4lUOvCnpQBLSd6dSd6AEpRRS9qACkHWk5Bo3AGgB1BpA2aXGaAG8Zo74pufmwOtVGuZWnMcQQkccnmgC4TjvTWlVRliAKrmG5Y4eZV+gpy2cI5Ys7epPFAEouom4VgTUiknvVeW2UplVVWHQ1XE1zCQJEBX+8KANEtim9aptcXDAOqYjB6HqatQuJFLdPagB4p1N60tAC0h4NGaDzQAA0vGKZg04ZPFACHNIKeRjrTcE8igAxSij60UALxRSU6gBKSg005HNADqXHFQNcxoTucDHbrSLfwMcBsfUUAT4opA6v8AdYH6U7GODQAmcUySVY1yaceuBVSeGQEurDPoe9NWE720FZmmHI2x/wA6eANoAHAqvHM7DZ5ZDH1qVZApKSDYwrrhypHDU55askFOI4qNZFYkA5x3qTNabmQ3HNO7UtBIxQBFIcJ9TU0UQjQ56nrUMgyn0NWQcjdnt1rmrt7I68Naw1nSNST2qlAWM7tj5X5FSSO0zsFKhAcc1JHGEQAEHFOlDqKvNNWDBBpcUuKM10HKwxRijNFAgrW0v/j3b/e/oKya1tL/AOPdv97+grGt8Jvh/jL1FFFcp3iHpWTqX/HyP93+prWPSsnUv+Pkf7v9TWlH4jDEfAUzSGlNJXYcImPWjaCR8oOPWlopAIwBOe9AHrS0UANpw5oxRTAXpRikpRQAhpKU0lABThTadQAUmM0tFIaGFAOQMGmOMxNjripjUMqb0K5IB6kUNXQX1EsGLQH5wWB71bByfesh7cwgYYgDo1WIb3ZtWQcn+LtXJKDR3RqXRoGkxUBuYScmZaeLmD/nstZmpIRSYpv2mD/nslJ9qg/57JQBIAaMGo/tcH/PZPzo+1QH/lqn50BcfijFRm5hH/LZPzpDeQd5k/OgCTFFRfbLf/nun501r62A/wBapPtQBZXmlPtTUO9Ay4we9GDnrTQC80A/NRn3pO9ICrLGYZC/UH9KSGRJLgshzgYJFXQN2QehpghWMnYoGeuKv2nu2M/Z+9zIeBnmg0AnFHOag0G45pRSO20dcVUku1xtVgG9TVJXE3bUuEGkzuOOpqkskrDiVCfSnD7QThmQfSq9lLoZe2giw8kcAOcA+1UXuUkuU2L3wTT5UEaszMS3aoijxThmjyo7iqUeV6ic3NPlRf7nFGKijnSRsLnPfIqbNdK2OJqw3HNLRRQAg607Ipnel6kUAULnWbS21WHTnY+fMMqKJNXs4NWi0x5D9plXcoAzXKeKoWfxFHcxg+baweauPY81nQTyX+uW2sBG3Th/LHsFrdUk0VY9J3DJywGBzTYbqK4iEkTB0JxkGvONHhvb2WK482FS2/zh9oyzDnjb2pYbaBdAsoraZ0klu9su1zkAk8UnSS6hY9I3Dg7lwelOZwvU4/D/AOvXC3dnarq13aXNw8UNvbhoQZCMn196p20qX97p8eqXLpCbUn7xXJB6/WkqVwsejFtvUjHr6VQvdUisbi2hdWLTttXatcTZyte/2daXtxItgTJtfft346ZNJDNI89nGJDJDHdusLk5+XB71SphY7mPUoZBGuSjyEhVfgnFTyyMkTFMbscKe9ed2cVvcX2kS3hcgPL8zMRnB4p1/exzanHdWarH/AKUIyTPliO/y9KTop6AlZne21wUhEUa/OTyWwMH6UkoeKBi3zkk529q4Q2rGw1DUTLObiK72xkOeBmuvutWt7eGIy3cakoC4IyelYugoax1NZVHLR7GpZzwFAsf3sc5ouxGsYkcZYcDBrAvNYs4NKmvbWQSmMZKjiuM1H4i77XbBGu8rjg9KiGEqSd0b+1TXKloejrqUBjZY33unDY55qBGRmwCWeQdCOleI6T4o1HSdQN1DKWDvudWOc+1ej6f8QNK1KWBpj9mnDANuHFaYjD1YLQVOCTuzv7eIxxKGxkCpc4+tVrO+gvYy9vKkiZ4ZDmpLgsI2K8tjivPlodCK9y4jlikLgEN61cBVlDLgis0Q2zqGdy745yelNETQHzIp12DnaTTA1NwIwKr3zN9lbb25IHeo0vw6/NC4PYgcU17gT/uo+HPXPYUCFt5pvs6sIcrjp3p63qD78br7EZqxEnlRqgOcClI5z+tIZnTO10f3UYZQerCnCWaAgylRH0wB0q8FxnA60ksQkj2lQaBArfKCuGU8g078aom3uIRiKUFf7rCnC5ki2rKgG7gEGgC99KT8aRQenalIPPtQAjMB1yB61Wa6jVsBTIf9mowJ5WcqylScEH0q2kCRqAFHTmgLEK3cQ+9lT6EVN58S4LSAA0kkKSptYcVGtpCg7n2NADpZUliYwsGYDjFVbBYzmRh+9zgmrP2SFjnlR/s8UsdtHCDsHX1NAE3LHmjaM0DOKdQAw5pCoIxinGk5oAQJxVeUGGUMvCn71WhwKYyh/lYcGgBsc8TjKyLT94I4NV/scO75l49AcU14WgPmREsv93NAFvmgnnrVE6kgG1lKuegPenDzZhwpQe9AF0OM470n8Waq/Zdo++wP1poN0hwoVx6k0ASvO5lKom8j36UgujwjowY96SKKVWLMoVj1wc1PJEkke1jg9jQALk854p5NU/s8rDAn4HoOaaIpof4mdfQ9aALoYZxTu3Wqa3kQ4bKH0Kmj7SZPljU/7xFAFk5z1okICZJwKqSPdQpuKo4/KmO084UGIqO9AC20KmWRhnBPU1aMEZU7gDSxIFUcU7GTTEQRjyZwi/dIzVjPTPWorlcKGQZYGkW9hYYIIfOMEUhkpB6inBc/epOnJP4Uv40DQpUDkAZAqjegOyY++Ov0q4Tg8mqUh/fSE9cDFXBXZnWdohFs8wlejVNj5uOlVvNjQRY+hq7x2rpp7HHVVpB2ptONN71oZDT90/SojLvgWME7gean69ab5SAkgc1EocxpTqcqYBV7AVIOBxTR0ozV7bGbbe440w0+mkUgClpKM0DQtaul/wDHu3+9/QVk5rW0r/j3b/e/oKyrfCbUPjL9FFFch3CHpWTqX/HyP93+prWPSsnU/wDj5H+7/U1rR+IwxHwFKlpKK7DhFopKKACiiikAUlLSDrTAWjNFFAAaSlooAMUUUlAC0ZpKKQDqaRSig0wIyob5TyDWe9u68LhsnpWkc0yBQZ3OOgrKrsbUHeViSK3i8sZjXp6Upt4s/cX8qlHSm965DuG/Z4v7i/lSfZYe8a/lUoFFAEX2WD/nmn5Un2WH/nmv5VNRQBB9mh/55p+VH2WD/nkn5VMRSYoAi+yQH/lkn5UfZIe0Uf4CpgKXAFAioLZ4j+6kK+xGRSOl6x/1sZHrtxVo80qjA6UDKgkngOZAHHtU6SrIu5TxUh6HiqzwNEQ8XOeStMC0p4p1QxS+YucY7YNSc9qQC96U9PemeYsY3OePWmfa4GP+sGKBlO8uGkPlqMY6mkgijdW8s/vQON3SpRi4nyqfKD19abK6W93uAABGOKpN7IhqO7IIPM+0Msm3IH8Iq6zBEySB9azLm9c3q+RESvdj0p10biZBEu3n+6a6ITVrM5alN3ui1NudxxuQc/LVT+3YTdSWoH7+L7yfyq5bRSRwBXPIrIiij/4Sm4YRruMS5OKv2andkwquPumhFMXui+MAjBX0q8OtMCKH3YGSOakxzkU4qysROXNqApaKTNUQGKBjPNBo7UAQSWkEkhd0VmK7CSO3pTU062iEeyKNRFnZgdM1awMUg4PtTuwuZ66TYW9ybpLZA/JJArF06+0m5vClrp8nMpPmbPlDDvXTy8RP6EGuH0O21MaNdyrcxrb5lPl+Xg9+9XHVO7KR1t3Y6bevuuYoZGjx8zY6e9ZtzoFvdaxFeSiJrRIfLC9s57c1gRLbWPhu0eWIzTXbbS8khA/Gs+HzLi1Nr5hEf28KfLckbfQH0qlB2vcZ6C+m6fc2ggaCIxL0UAYFLHZ2CRIEiiVITlemFrh9QRtOl1Ozt2kS23x7+T8oPU5qTXFtbW2sINLZGs5Jf3pMp2k4PU0uR6agdm+l2E9uimCMojFlOOhz2po0bTlm802se7O7IHQ+tUPCdvPb2UySzQyIZMoI337R6ZroSo9M1Erp2uTszhtc162iSaysYFwT+8JA61yFy8tyrlpDuYcH0rttZ8HyXF289o6jdyQfWueufDmpWo+a3Ygd15rqpyiloWjhbldSskkBmcxv1561mA/Su2u7cmN454yMjoa4uQBJnUdjiuuDTN6bTG06OOSeVY4lLyMcKo7mmmrelXctnqMEsON4cAZGe9VN2izQ9r8G2M2g+HYoprZxIfmkJ61vDVo5FOyM59yKit4Lq8tIZZZMK6DcO9WzZWsNucRg47nrXzU5OUnc16EEFmky+a/BY5xnrUBgH2s/Z0DeX13Hgmq5dlmZAs2w/dweBUsLfZQxidiSeQwzU2a3J5k9i+sdxIf3jhFPZePwqokEyXZMJyucZehbm5uVZ0kTCHDLjmtO2C+WNpB3dcmkMrSC8kGwBFH94VAguYySXBK9Qe4rVIIz6Vl6kzBshTgjBxRvoHmaCSAoGOBu6U7JzxWbBbH7Op3ue/0qMtcMp3OFAPAHUirdNoiNVNmlNcJGmXIP86pxyfapwdg2KeD3qIPC4I2vluAT0zV+2txDDjgk96JQ5QhU5iccHihjngGkDdjQCN1ZmhSVprSQgqGRj19KtfaI+MyDn1qvc7rglAcL7VGIYreP5suR61rGldamU6yjotS+GVh8pDClwB1qnAW8wnyyq44BqWW6SNtrZY+gFZPc0Turk2RS4zVYXSFgDGye7dKs5yMqcj2oGL0FGaZnml70hi0cUlIcg0xD80lNBoLhVLHgCgAJAyT0HJqtJeROrBXwQMYxzRJdRypiMMfUgVMsMZRTsGcdxzQBBHZpJbAn77c7m60KZoGAkO4dAatc8D0qC73eUOvBzxQBYPzH8KbjBqKO+hbIzg+4qXeD0OfpQA8YAoPNN56UozQAoyOlISScmlNM5oAXapPNIUCgkdaUttGTULXkS8M4z6UAMnSdirIAQOSDUbT3KPukRQncA05ppZvljjbaf4u1PFnHj58sT6k0wLEbrIgYdDT+BUaKqKAoAA6U40ADAN1qKSFSp6ZA4qUA0j4AJPQUgsVFa8CkYQDruNOtZJHZ9zBsHA4olvEZCqYyeKkhQRxDPGepouA+WQLGWHXp+NVduImY9W6mn7vPk9EXp70TLmArnAI61004WTbOSrUvJJEduitGVccg1ZB71XgiBw4YnIGasZGa1irIxm23qLmjFFFUZid6XjFJiigYd6XFJRmgBaKKKAEIpMU6jrQA0Vr6V/x7N/vf0FZQFa2l/wDHs3+9/QVjW+E2w/xl6iiiuU7xD0rJ1P8A4+R/u/1Nax6Vk6n/AMfI/wB3+prSj8RhiPgKVFFFdhwhRRRQAUUUUAFFFFABRRRQAUUUUAJRSmkoAKKKKBBRRRQAvamW/wB6Rh3p56VHbY+YehrGtsdGH+IsCloo71yncL2oozRmgQUUZozQAUlGaKBgaSlNJSEFKKQU4HimA3vTh19qb3pr5ZGUHqKAILc7nkIPyhyM0jXEpdlhVTj1pqWrsu2RyBnPy1ZhjSEYX9aAIUhaU75id3p2qdYYf7i/lTwMc9qrNdqGbYhOPShRb2FzJbiNIxdo4sKOhpn2dQjZYlunNc/ea3eW2srZ21p58rJvZM4wK2jqVvDDE9662zyKCEkOD9K7IUrR1OOpNtjlt/MAV8Ko9O9WkRI+FUVROoRrclGaMReWH8zd2pw1bT2jkZbuJhGu59rfdFWqduhm5SZd79KxoQB4onz3hFXLDVLXU7X7RayB0HJwelYUHioGcTzac6QNJ5InHTOSKuKeqQkjqQMD8KcOlZ0GqQ/Z5J7l0ijVyobdxxUx1K0WBJvtUPlP91i3BqeV9hWLVHFUhqljlM3cXzfdG7lqki1CzmnMEdzE8w6orc0WYrFniikHv1paQC0YoooAD0x+FQpbQwxNEiKqNnIA6561KaMZ600BVk0+0ngEMkMbRr0XHAp0dhZxKqx26KAdwAXjPrU44NOzxRdhcgks7aUyF4UbzBh8jr9agGlWCWzW4tIvKY5K7eKu5pQaLsLkFraQWcXlW8aomc4XgVYHPA603FLz2pPUCDzXZ2WNCdvU0nmSYwY8j0poWUTMUkCjHPepoJJHQ+bjPYgda55VGnodkKMXG7OX8WaY15pjywWzCZFPQda8PnikjnZZEZWycgivqAHIwRkY6VmXui6VKDJcWcLMePu810UMa6ekkaKnGK0PnO3gkupQkS7mx0BqcWN5DOuImDg8HsK9t0/wjpNjdtdQ2pXP97/CqWreE3udQWW02rE5+Yeld8cWpaW0MJVLOxNpGumHRrRb+7DTsAoC9q6uN/Ot9uefX1rzDV/CGpQ3Nv5EodUYMcGvRrVJvskRkAWUKMj1rgxFOFuaG4QqWfvEmPMUx4CsBgGqyTmzfZKvyE/eI4q0WEhGDsl6c9DUe7dmG6A9jisGlLRju4NuOqGWcsYv5GjHySdPekubZ0vwYJSvGcYqNrZYwxjYqE6H0FAk+zSq6F5iRzzxisWraHQndXLpS7dcM6Y9RUHlzCQROwdeuaa+sDbtjhZWJ6kcVH9sMDCSZtwPXaOBVQWt2RVfu6GgrYQDpTDCu/eRk1FHMkoHl5J+nFSiG4Y5DKD6GuiU47HJGnPcUxjb90AComd7ZcqGdeuBUm6RDtkQt7ikNwg4GfypPlmhx9pTegsF7HIuXVoz6MKnWeGVtqOCfSqPmsAxeBtnrVee4jCgwwuHP3WHTNc0lrodsXpqX41Mc7KfrUU8aCYSZbGeRUSNcyRqWQiQdT2xV1MPHkge9dEHzRsclROErksbrIm5TuXpmq+zN6c9QuRWaY5FmkPnMpDfKg6VN5tz5u0wsCRjfXPKPKzrjPmRpN5UuV+XI6iods0HywkMp9e1NFoEjLpuL9Sc9aW3uWkby2jKt6mpKE86aI7pEGzuR2q0jB1Dg/KeRRJH5kbL2YVTjuVt4ij5G3gHFFgLjuIxuYgL61G11DtDbwQeOOayLu7aWdFJJj67U6mtK3FtMAUTYwHK9DQBJ9qh/vAUG4gcMvmocjpmnSm3VcsFz09aqvEl0MRIqr3YigCe0XMOcDnkCrKjAxUcSeSioDkAVJmgYhBzQBnrTxTW46UCIpIoyOUH5VXjAt5fvfJjqe1W+tJ5atwwBBoAFlR+VkUj1FLn0YGo2tICcbB+FMNlGOUJQ+tAE5PvQM4yaq+Vdpwro6+4xQIC/wDrXbPoDxQBNLNEqnLA54wKZbwqUPmRqSemRTltYlwQvPqTU2MCgBFHljC8D0p+3IyabyaCDimmAhBzgUoB700ypGRuYZPanGQY3fw07ADNtGR0qCedI0IkcDcOKiknlkyIU3LVVrYMUWYkseSPSlFXdhSfKrli2ltWjBJUe9Su3nthfuCkSCFYgqKCB7VIihV4GK6Y0UtTkniG9EG0KuPSoGnVyYse1T9TzWW2UvWDHCk8Vc720Mqdua7L88XlnKPtJA47U6Is0eWwT6io41O9gfmHbNWV4HQD6VNNNblVJxew3mnD3pabWpkKaSiigAooooABS0UUAFLSCloGgrV0v/j3b/e/oKyq1dL/AOPdv97+grKt8Jth/jL1FFFcZ3CHpWTqf/HyP93+prWPSsnU/wDj5H+7/U1rR+IwxHwFKiiiuw4QooooAKKKKACiiigAooooAKKKKACjFFFAAKXFIKWgBtFKaSgBGOFpkRCTkdm6VKRxUUykREr94D5aicbo0pT5ZFrp160VFbuJYFY9RwfrUgriZ6N77C0lLRxQISil4o4oATkUtFFAAaSlxRikAlApcUuKYDSKTAp+KbQAvWkI/CgZzSHk4PQ0MCg+pHzjGqZVcA1LCm2IsRgnk1l2sLDVpQ24Jnv6Vo3d/a2IX7TOkQb7u44zXTSicdeV9DnfFH2BJhMZ5oL+OM+W0YPzegNYmp6heXlokF5EqS/ZtwdotzOfb0NdrPf6WqxyXM1v8w3IznJI9qdLfaatul3JND5Z+45xz9K7Iyto0ZXOFaCeSzJZHJOmqOnOcitCbTY4LiwWC2x5li6uAPvHAxmug0bVIdX+1lIozHFIY1ZedwqLR/EEOqXd9CYRG1ozKM9xyP6VXPJvRAJ4UNufD8ccMYSRARIu3GDWN4e8PyXtuJLy6k8iO4Z1gxgZya0dK8SQ3y3T29ukaR3Ai543e9bD6pp1rN5El1DG55KZ6E1F5p+oXOAuYblUiclo7dbyQuWj3AZzgkVct9KjeTTYvPa7t3uncnyyqjg8Y9K7hp7No5FLRMqfM47D61BLfaZaLD5k0CBuY/f3FV7V2tYLnPppaP4j1R47cfJABCCvAOO1ZPh+x33lo0t75dxExLx+RtY89zXXRarE2tXNq4RY44VlM3Yg1YgvdKuGeeGeAlOZHHUe9JydmmhGjwDS45qlb6rY3lx5NvdRSSYzhTV4HPPtWNu4huOaXml4opiYlBpTSGgBMUUUUAFJ3paMUALSFgvNFBpPYCr5u63mdCMg4qxakvbox9KqTHakiJG2WHarNrKq2q5IG0YINcc4tO56FOSaSuWMjGKrSlXnAY8gZFDXKbvkO4mmRJgs7tkn17VVOLvdkVp6WROACBx+NLuCio/OiUYDA+wpDLGy55+ldLkjk5ZdiO4IZ+EzuGOBU6EhAGGcVB9pQnaqsWHbFOSZZkYLkMOMUo2vdDknbVErxiUdgexqqEM7lWbJXjNIVK8MXBNWIIvKXIzk85NTbmepd+VEM8JjRTnK9H+lQ3kMc2xULIjcHbV+QFomHrWU0BeVdjuCD0PSpnD3rl053i0yxPbILQRpztHU96ktNPtmgTKgnuDU5gDReWx6jBIpLaRIx5THDLwPeiqtNAoy1sy0I0XAUAAdhSkcU0zIrBWdQfSlZwoySMGuZ3Ou66Bz35+tLgHqBUDXkKHmRTSNfQFcq34AUXYaEsyh0KjoeKwZjdKWRFBjU8YrRGoq8gRIpGPtTrKTfLIjxlSTkbqYEUV7IiozKVQrjDVPboIwWJPzHOKmuYEmjwRkjpioUkXAV/lK8c1vRsnqc1dSexG2ftgBVTG3fvmr/l7T7etZs0m5wIiGOe1TG2ZvmMrq57dqirvoXQ+HUukjAGeKilj3gMp+YciqyvNbsPN+aPoT6VdR1lXdGcisjYrpcj/VvwwqG+LkKgQYbjdS3LBn8tUxJ1yKqSTSoojeKRsHINO4iH+zp42LdT2IOKnDNCqqYWUk8uTUjSTugkdSqLzio5tUikj2+Q8n+5QBfitbdWDA7iec5qyUHYcVR02YTwAYKOOobrV3JA69aBigU6m85pwpDAUjUvFI1AhtFFAoAXGaTnoKdRQAnOOabinmkoAMcU3vT6MUALjjjrVWS6YEoiHd61ZBOaqXEPlv5o3HnoKqNr6kz5lH3SpcnYybgS5IqSfzcZztQfwnrSPKwkyyBh2A61NhpoyO5HeunkjJXRx+0lHRjuI7VZI+CaSOMKC+7cX5yagijYzCKQnaBzip1Hlt5YPTp9KzpK0rM1rNuN0SAYGO1LSA+tKSMHHbmulHIGOKgVFdZWdR14NMWdpAyqp64zUpUgpGeuMmsJyUmkjppwcYuTHKuFX1xUnagYpK2RzMM0tJS0wEopaKAEpaKKACiiigApaSigBa1dL/AOPdv97+grKrV0v/AI92/wB7+grKt8Jth/jL1FFFcZ3iHpWTqf8Ax8j/AHf6mtY9KydT/wCPkf7v9TWtH4jDEfAUqKKK7DhCiiigAooooAKKKWgBKKWigBKKWkoAKKKKACiiigAoxRSZoAdSHnikzRQwIg6wSbScIatKPlzkY7GoHRWAyM46VFuMDglsITzntXNUpdTrpVuhc74owag+2QF8CReTxVgOCOPzrA6RMGjmnH603n1oAWlpM4470UALRmg9KSgBc0UlFAC0lFH1oGAHNI+EySRjvSs6oCScCqZdrh/RM8e9VGLkyJzUUUbK3aTUJLo7hjIAJ61heLLqY3gtNoWEwswkMW8s2OAK68ADgdqGiR8FlBI5Ga7qT5Dz5S5nc4HRNPa5vNIN5Azqlq+Q44yT6VBbwNaPZSXls5s4ppVK7dwHpxXo4Rc7goBppiRhtZRtznGK19rrcLnM+DUQRam8cLRxPclkDLjI9a56a3vrQvdWsL7rieW3fA7Fjg/zr0hVVchQBnrilEagfdHXPTvSVRp3C550NOmtY7q3SJ8C8i5A7Adar35gttOv4Ly3f7a1yGDlM4UtxzXpYiQEkKPWqep6dFqdnJAw2l8fNjng5qlWb3C5xs9ybAazBLDKXuIk8oKud3FUZ7OX7UgvZmghktUVCYt+D/Q16RHboAgKg7FABI9OKkaNDjKKcdiKXtQuee3On3Ea3ccAklVbSLDkY3AHmi5WO9kmfTbZkhSyKy4QqC2BgV6DsywOBgDFL5KKCAoAPUY60OqwuchaactpqOgyQ2+zEREpAx2HWuy6DFIEXj5Rx046UprOcuYTYdqKKKQgooooASilNJQAUUUUAFFFBoENIU8ZqpJExl3qCVHGB3qYl5WIVcKOM1ZjQRx7e9YVJrY6qNJvVlFpWQZ8jbnirEVvvUMx606cb4yT/DzUkLboVxWTqNqyN40op3Yqwxj+Bfrin7EHRVH0pB1oY81ndmiKqjN62OgHWmx4W4YAAg96dGP3roThj/KoC0ltMVZdwPPHWtaTSeplWi3HQuFdx5oIwaiW6QnHI+oqT73IwRXUpLocMk+o7IxUUgwpZFG/HFOY4HJxTFlUtjpj170NrqCTexBFdz7gkkJz6irLorjkYPrjmndfmHFKPrSsgb10IhAgX1PqaYIAGzuY+x6VZxmoZ38mJm9B0o5Y2uNSkQ2lrA8shOGIPQ1e8mJUz5agjvWZp00eGldhlj0qYPLdSMD8iDoO5Fcctz0I/Crli1jRN7gDJPWm3PyAMn381YjVUjwM4FQ3aMYw6rkA54qSixwUHqOvtTTGr8soNRxTLIMjOe9TDpQDEEKIMqoB+lGDjNPz2pM0XCyI2QMPmGR3qhG048wRgCMtxir0+fKfHpTbYD7OnSgBsEQQ72JMnvU+wMeTSAc5oJKnNADLsD7OwI68VFHHDbwq20Dj0qJYzPdszFgg7VPeKGtsoMkYpgVJnAkEtuV8zGNuOtW7eczLiRdjr2pbfynUMiKff0NVpm8u+AVgS3UUAaAPFFNUEHBxTjSAUUhozRnNACUUuKOBQACloooASig0lACilpBS0AHTmo5XKIXxmn0hXdwelLqHTQqxxgfPnLNyamUAEGoFyjsue/FTDpmu6FraHnTunqRCRYrkswOfQUAF7gvgquOM1JgFskVDcSEOFTIzxk1PLaXMXz3XIEk21tqkA+9NDSOeHQgcnHXFU2iYSMuS3qanjtnQblP1pNykWlCG5aFzbxj5OT6UyKQy3JcggDgA09I1AA2j61IEUc0QpW1FUrcysg6GjvSmkrY5xaKSloAKKKKACiiigAooooAKKKKACtbS/wDj3b/e/oKya1tL/wCPdv8Ae/oKyrfCbYf4y9RRRXGd4h6Vk6n/AMfI/wB3+prWPSsnU/8Aj5H+7/U1rR+IwxHwFKiiiuw4QooooAKKKKAAUtJRQAtFFFA0FBooNAmJSUppKACiiigAooooAKKKKAFPAzUMih0YMM5FS03BoewbFRokaJAqqDkiiKKRVISQ7h1B5FTNHg/L060RPtfdjhuD7VzShodcalxM323gIP60MtxH85bcepAFXAx3cdO1OYHqKwOqxFFMrrvPftUvPXsaptHLCCqDIbmkCvaspLFkfrnsaBF3NJgk4FNJwM9vWq8kzT4EWVIPJ9apRbJlJR1ZcAODUTzxqcM4H1quIX/56MKiuLeZriOT5CoGDVqk7mbrRsXBcxHpItSFgQMEHNVfJQ5+UUwQ+WSyM2RzinKj1JjiE9CWcFnRDx3NP2qOB2qOVmKxSH6GpQOB71rR0RliL38hAM/WjvjNR3PmLaymHmTYdv1xxXHeG5VN3/pV5cjUVBMkEpwpOe1bxje7MEjtienI56UZ4z2rlF8TO9/NY3ESANG7I0bZPA6VFb+I7gx2lrZ2plkkh83Lt2HWj2bHY68EHmnE5XjjPc1xn/CS393c6YLS3ULOWEoY9CPSrHjae8g0y1e0laOTzhkKeowSRR7N3sOx1I9TnqaCQexFcD4i1+5ubPTRZzGNm2STFT74xWzqviOXSriINFG8J2gkv83PSqdKQWOkHBGBRkAgnvXMy+Irye5voLOzDLag7pGPtmqtrrN1NZ6VNfR7Xmc7SjdQBml7OQWOyHJxS8iuRt/Fl1L5U72QW1ebyd+ec5xXW57g1Mk1uIdkUlNFKKQg70UUhoAXNJmkpcUAFGDRTqAG80CnYpvegBaa5OxvpQTimM247F5Y8Y9KUmkhxi5PQlt1xFx1NOdxFy5xVZpTGwhj5fHJ9KcloVfe7l2PY9K4XueklZEaQPcFnZmUE8AdxViJPLG2pwDwO1DAUDEFGATRQTSAq3Y8oLN3FJApkXzz941LcjfAwPYZp0HMKZGOKAuI8YkjxgZqBS8PyMpx61bIx0oAyOauM2iJ01MqDbJKqhsjPNWHgjkwp4+lPESIdwABpc8570pz5ncIU1FWKKxSbmSJwQP71KDNHw67v90VNb8TOD35qcZzTVSSFKjBlPdcn5go2+neqeoSzG2IEbDPUmtWXIU7euOKzpJjNZPHIcODjmqVST3I9jFbEcMRjsEdQofuSKtR2JZfO8xvMI9eKS3tpXgjWY4UDI296vgYXGMYrM3KqXLRkJKOvGe1WMk8Aggio5ohKjLwCR3qsss8S+X5JfHGRQA/AhueeFIyatBwT8pBHasdAZLv9+GGeik1fjxDKo6of51XJeNzP2lpWLf0o70o6DPWjHzVBqIy5FVbYsjtGxBwc8VckA24rJRZIp3USY3HPIoQGmWC9TgDmqpWe5J2sFj9RR9mnfh5xtPZRVpEWKMIO1O4hsUQij27tx9aZcuI4zjvwKmLqDg8cdaq4NzMWx8i/qaAH20PlQKO55NQ3KMkwmCAgDmrq5zUc2fLcAE8cUgGRXMLqNrjcf4T1qXJNZ1vDA0e0ZEh5PtUqyyW/wAsx+Ts1AFo5zxTlB70yOQSLlTkdiKXzApwWG70zQBJSZzxTXmVBjaWYjgDrVZ7iSMh2UKmcc0AWxwadmoUlWUkqwIHGRUopDA0lOpKYhBS0UUAA60p70DrQTk4pMa0Kc8yGZFU/MOtSg1DNEgmyP8AWE81MMYrspbHDiNZCkZFV7mJjCSgywNWBS54xWrRjHTUgt0PlAuBuPWpsD0pQMUGkkEndjeKKO9FMQUUuKAKAEoFOxSYoAKKKKACiiigAooooAKKKKACtbS/+Pdv97+grJrW0v8A492/3v6Csq3wm2H+MvUUUVxneIelZOp/8fI/3f6mtY9KydT/AOPkf7v9TWtH4jDEfAUqKKK7DhCiiigAooooAKKKKAClopKAFoNFFACGkpTRQAlFLRQAUUtJSASilpKYBS4pKU9KAIpo/MA2nDA5qNnw4bb94YYelTgZaopxg7scd6znHqa05fZY+JjF8h53Hg1ZH61QQidFKNyp4q3FJvTnhh1rCpDqjqo1L+6yTmo5k3wlfbipQaMA1kjUoGUeR5buAw4qUAbRii6gjYKSoyTTgoCjHYV00VocmJeqQAmjvzSjpRW5zWFwKbzmnCkI5oAijIaCWI/eGSKeh3Iv0FRSQyby0ZAJ65qdV2KB14rOCszWdTmjYbKJPJfyyA+OCema5SbQdU1G8We+kgiMSMqNCOTnuTXXE8U3rjjPtWsZOOxmmcVY+FLsXEU0skAEMbxDZyWyOprT03w9LYXlvM8qkR2xhIHrms67muPCfiA3cjyS6Rev85Y58l/X6V2KMskayIQyMMgjkEetP2smUzl4vDd5apZS20kZltpXJD9CrHpWvqumSaj9jywHkyh2HY8c4/OtPGFpR055z6DpQ5u4rnGr4MkjS6USq3mTh4+fuKDnFMvPCd9c3FyBJA0c0qyB2BLDHOPpxXagDdgdqNuDTVSQXMTTtFa2Ool5ARdHII7cYrOt/DuoLBYQXEsOy0kJUr3Ug9f0rq8c4xQwzwKXtJbsV2c4PDsq6PDaCRS0dz5365rpEGBg9aT7q9CcUq+tJyvuAp4pRSHk0gbLbe57HtSExxplLu55OB70m5TjBHPvQFhwopAc9OlBbFIApwpo9aXPpRcBaQ+1HOfajjBJPA5oDcgk/egxoTuPHHamLbNbED7Sm7361YhQAGTuTxVeO3juDI0qgsHI5rknPmeh30ocq1IYXa3unaQ+YCPvAdK1EcMAwIIPcVDHawwglUHPXFUhJMkxMUJEYPIzWZqa2cUhOTzUcMyzR7u/pTyO9ABRSU6gCCf5YW+lOhOIUHtROu+FlHUjioYJQEWM8OKYFoClpoJ6ZoOQaAF6mm98U4YpD6ikBXjJ+1N7CrHcVWjB+1SfQVaHWgAIqjNAnngHo386vt04qvcJlAwHK81cHZmdSN4u24QsVBi6EdKmBOMGqbOSUlXt1q6pDc+tOpGzuKlLmQFQe1HReKU0zvWZsRSxCVdwADDoahjPmqVY4Kn86t87qzbsPFOjA7VJ5Na05W0ZhVhdXRZWcwthlZh7U43TeYPl+Q0hkXax3Ak9Kq7Nt0pZmII6elXKEbkRqTtsao5Gc1UvDEAP+eg5GKbiRRhHOPeolW58zcQhx0JrP2T6Girx6lyJm2KSMHFSFgR1qoPtGeWQZp6TLGD5pyfWlKm0io1Yt2RGEE0jh2YEHgDuKtxoEQKO1Z7zRG6Vo3JJ646VpAcA1mWB60pGRTT1pw6U0BXe2RvunaR3FVmimiBLZlX0xWhgE07GBigDFnMSxZi82Js9CabAN6NvVncdGFaV5EogLbAx7VDFHLGiPCUG4ZbNAD7GIhNz5znvRMWmZkjCn13U+GffC7ylflOOO9LbKBCXbBZjnIpgQQxG3uViGMFSTV4VTtnE1wXLDIOBVzdU2AU03nNGe9Kvzc0wCgUv1pM80ALTGIUFvSnE4FV5pQ37oKcnqfSmldkykkrsjTLyGT16VL0OKhaQxlEQcLxmpxzya7I2SsefO7d2OHSkzRmkqyRc0UUUAJQKU0goAUUtIKWgaCiiigTEooooAKKKKACiiigAooooAK1tL/492/3v6CsmtbS/+Pdv97+grKt8Jth/jL1FFFcZ3iHpWTqf/HyP93+prWPSsnU/+Pkf7v8AU1rR+IwxHwFKiiiuw4QooooABS8UlHSgBCcUpYAUnWq8iOkZcHLZ6UhoshgRRioo5A6huhxUwpiYUUUUABpKWikAlGKWjGaYBQaQnnFGRSAKDik5owaYCjFHFJijNAC01/mUr60pNNwe1AEEVsYpWOeMdKlJKsGHGOtPwc80SY8piemOalxVioyalcnXDKG9aDx0qOA5iX6cVLjiuJ7npLVEE3AQn1oHQ0s6lo8L1HIpiMCg9a6KL0sceJTTuOHSl60g9KiWN5nOG2qDjitZS5TGEJTdkS55qGa4ETbRyxpPL2T7QxOBzTygZwxAyO9F+ZXQ3HklZlVbq4Z9hCj61aSZcYYYPrTzGjD5gM+uKrSxiIFuSOmKl8yKXJLRlo4OBn3oztqos4VA4YEelWFlRlBLgZ7GnGSauTKLTIb2ygv7OW2uEDxSKQVNcpoN/P4e1MeH9RctE/NnM/Rh/dJ9a7MMrfdYE9eKyNf0OPXdPaJv3cyHdFKOqNQ1fYE+5rnPHT6Vxl7Iw8TTRaleXNtESv2coSEP1q74Y1ua5aTTNQxHqVp8rA/8tB/eHtUPiZL6aJ4rqWzjsXkVQ7D5/wAPetabXUVrFrVfEM2lXEf7pHtxtDNvGTnpVaXxELGS+mjiklImRAhbuRVS48H3s7TRpNC0Ero6yPywAI4+lXX8LzSNMfOTElwko4PRa0tTSGRah4mv4bO+RrURXkAVlAOQQa157m7/AOEWmuJgIp/ILZXtxVPU/Dk19dXsqyqoniVE46FTmtAWl5c6A9ncNGJ2i8ssv3RxSbjpYRxuh6lIdR01Yby5kabPnpP0/wCA5roT4lkh1pbOWBAkpIRlcE8VTg8M6nKtpFeT26xWoO0wj5jxjn86itfCV8l1bPI8AWByQyg7nz61XuPULj7nxTqU2jz3lrZBUUhFZj1OeaZNquqR+IYGS3Lyta7mizwOetaa+H5h4Yl0zzR5rNuVu2S2als9Jvf7Ujv7t4t62/ksE6H0pJxDQy9Q8TrdaVbxRxlZ7kHcN2NuDzzUMWtJNdaVMjPHCkUm9Cc/d96nl8J3CQ2zxtA88DvxIDtIY5q2PDc1wbQzCCERxyI6xDj5vSn7lhqxBZ+MxNMFeBRHKrNEytk8etMTxbfSfZiumErdkrES3cevtTtN8N3VoptnjtDEiFEkA+bn1q7DoEscOlL5iH7Gx3cdc0m6aYtCO08UGSaGK5tzEWlaCQ9lYCtXSNS/tNLhxGVSOQop/vY71zWu6atlpV+sk3+k3Nx5tuqjndXTaHYnT9Gt4D/rAgL+5PNRNRtdAaGeMVG53ER569acRxVaVJPtKMsgVcYrGbaix00nJFuf91bkJ1FJbx7IyD1Y7qiMEjsd0+5fTFW0XaAK4T0hcDbiq0DZ3g9mqw3Wq0HEjjvnNNCYskBRvMTrnlfWpUmWVcL8rDqDTzzVWaI4LrkMOeO9MSLCnnB604kAVBDOsxVej45FSTSrAvz8t6etIYSOkSb2NUysl24dBsUHqRzT44muDvl4H8Iq2AQMYxQBnSS3MJKlcjP3jUgeeDBkw6nvVm4TfAw9qSEmSBTgHjBzTAVHDjIYc1JnjJqq9uUy0bEN6UqXQI2yLtf+dAAkirdyZZRwOpqYypn76/nVRIori5dzgjAqx9it88KKAHmVP+ei/nSGZCMbl/Om/YoP7o/OgWdvnlRQBXikQOYcjB5HOasQscunpg1E9vFE6SIoBJwafkRTb+zcVu/egcyXs6hZUZFGOaVenB4oPWuc6RMVDdxh4OV3beRipuaM+tAyhHNboql/lYc4Ip1vsuDIVJxnipZmgibkKzH+HGTRbq2WlICj+6v9ad22KyIsGGXaSSpqcZB9qiBM8hYghR0zUucV2QvY4KqXNoDYxUMsQZckdOakzk05hlSD0qmrqxnez0ILYxytjyQMd1HFW1YHIU9KppvgJEYypNOs8rI6k5zzXJKFjuhVuW6cKbS5rM1Fo59aBzQTt+90o30AZOR5LZ9KoPNi0VEIJPGKmlAnYgMQntUaW0cRyuWx61uqLOeddR2Ktvudxbufl3c1sBAFCrwBxVG1jEc8jN/EeDV8nHArKatobwakrlO4jFsodOzc0+a6jjjEhyQegFOnmiVSJMMf7oqjFa/aMuWIXOQtSgJ/tMsoAjjIB6E1JDK+543I3L6d6iimlidYnHFJdRl5wUOBjkiqUXJilJRV2X1bcM4qOSZYxnr2qg7eVIiB2wetW0iTAyxJ681apNmUq9thjXLtwqEZ70+KPYhIOSe9PIH4UAVvGmonNOq5ldQWlYdhU/0pdqqSe560YA6VUVYmUrhzQKKBVEC0UUUDCiiigApaSjNAC0lFFABRRRQAUUUUAFFFFABRRRQAVraX/wAe7f739BWTWtpf/Hu3+9/QVlW+E2w/xl6iiiuM7xD0rJ1P/j5H+7/U1rHpWTqf/HyP93+prWj8RhiPgKVFFFdhwhRRRQAUEUCloAaM5oYFgBTsUUAQwQ7FOe5qU8cUuTSdaAFzSc0UCgA+tLmim/SgB1NLY9fwpaxvEepSaXo0k8IBnZljTI7k4oSu7DRsD5vUH3FIeOa5S70/UdO0i6vJNTlkcQklSABn2qKDxAtjHLJOZZTDaROy+pIq1TfQLHXgknqMUoJyeeK5uLxT5f2gXVlJAyQeeiseWUdaW18UrLLELm0e2imjMkUjH7wAzS5JBY6TJzSGuYtvGUE9yEaDy45FZoW3g78e3bvVa78X3jaYt7aaa5heQIrsRzzT9nILHY4pATyO9c9ceJJoJPJj0+SWeOMSTIp+4DTZPFatLBHZWklxJNF5oCnoB1zS9nILHSc0NypHrVLStSTVdOju0QoGyCp7EcGruDUvsLYijf7OdrZKH9KtJKkq5jIx71FtBBGKjaIhtyHaR2rCdK+qOqniLaMtHA5NVGVom3BSU9qctyQdso/EdKe11DtwAxHtWUeaLNpOE0QGWQglIz7ZqRJEt4tzyLuHJGetPaZfILg/L2rNYBrItIn3WI3etKVSUtGEKcYaos20hmDSsCMnABqyMVVhlTyRyPap1kRuAea6ocqVjhmpc1yTIqvPKI1O5SQeKmzQVDDBFXuTcrw+VJFuVRgVUlk3SH9zJhe+OK00RUXAAFOHQg9DUuNy1OxRygjDRq26pTclIgzoeetWAqAYAAHtQQGABAIFTGDj1HKpzdDlPFOlySImt6d+71C0G4Z4Ei9wf89qoW7T+MdXsbiRCmnWqh2U95Pf2613BQMu0gFfQ1yOv68dNk+w6ZBlnPzsi/drWMObQSZu3Gs2VpcxWzyDe5xhe1Qa7qNzDJaWNidtxdthXIztA6muFSzu57lJ5OGLAjceTzXa6vp15cJp95ZYN1bYbY38QPUVq4KLSAjtrmTTY7m4u9UW9EK7mjUAFTWl/bMP2i0hCNuuIy6/T0rmBompaheXtw9gloJrbYAGzubOf6U8aZrt3c2zvAlv9mtmiV92ctjr+lDjG+orI2IPE9s99JbTwvAVUvlj1A61lzeJnutV09YYpooXcnc3AcCqdp4c1OW5je5g8rFu8bO77ixI6/SrEek6tdSafbT2yRQ2m5C+7kgjFNRppjsjSTxbaTXAgVGRX3LHISMMRVXTvEZt9IthLHLcXcxfaickgGquleHbi0nFvNp4dY2cpcCTIGfb1qW20TU9MFldwwrNNCHR4t2OCc5ocYCsjYtvEVpdC2VNwedygU9VYckGmXfim1tUn3I5aObycAcljWN/YWp2i219HCslytw00kWcYDVQ1Gy1K1tzNcQos89+siR59ulJQgx2R00XiuzNtcvcRPDJDjdEw5OelWdI1yHVZJYVRopowCUb0PeucvPDuoaul7dXESwTSbPLi3Zzj3rY8OWDWjyzS6eLaQgKTv3bsUSjDldgZvSW8Uzq0kauV+6WGcVIM4xjijtSisOhA01HJ/CfQg1L3qvcl12iPBbPINKVuVl078ysXFwTkCn5yc1SE80WBKowe69qtKcjrXCeihzDPSqsYxdMParW7mq/S8+q0AT96HHynHWkOetOOUxkdaYFK5idF8yMAMByaSC3MkaSyOWYjPNT3MiiJsntjFOthiBB3xSAUZ7DFPyaDSN900ANmbETH2pltxAoHfmm3J2xbOpcYAqSBTHEiN1AoGPxwTUVxEskLbhggHBqxkCoZ3URMCQMDvTER2carapgc45NTgYqO0X/AEZP51N2oATikxS96XFICCcZi+XJK84FQq4lj+napLlzvWNOCep9qjSNYHYA5DDNbUpa8phXhpzIltpCF2HqKnLDbk9azrkNuXyyQWODipY2+zuyMTt25BapqRsy6c+eKLEk6R4DMMntVeS5ldGMMfA7mlghEmZHXknjPpVplAjOQAveszUrwQJ5YlY7nPf0olmDIUjOG71FGZsMFKhM8ZqRIwBkgbjW0KV9Tmq1ktIj0BWNRnJxzS0AYWiulI473ADmlxmkFOFA0NZcUyIAXAHtUp6VECFuFbtjFRUV4s0pO00WPSjHNKeW4pG6Vxo72BPpVaSQzHC/dB5oeTflYwQe5oACgY6963p0+pz1qtlZCgY4FKo4NOAyKXGOldJxEMi8Aj+HmrMfzojj05qBvut9KjW53QiKMHfXPWjdqx14eVk7jkiR5ZHbqp4qIMkF4wL4VgDiltZD9pCn+IEmrMlpGZN+3JxjmsNjpWpSuJfNm8yP+Ed6kt33xkqcsafLGiFTgAZAOPSoDm2uSAMoxOK1pySZlWg2tB4QSHGDuBySatgYFNQDaG/vDNP7V0JW1OOUrjaQcnFLmg4CkjqKZNiJ5gr4Kk+9SjkDFV0kVoJC3c/LU8fEag9cc1EJXZpOCUULigUp5pK0MxaBRRQAvFBxSUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFa2l/wDHu3+9/QVk1raX/wAe7f739BWVb4TbD/GXqKKK4zvEPSsnU/8Aj5H+7/U1rHpWTqf/AB8j/d/qa1o/EYYj4ClRRRXYcIUUtJQAClyKSkoAXNGaSigAzS0lLQAUCiigBaMUmaXNABnFZmu6X/a2lSWyttfIZG9GByK06QjIwKE7ajRzBttcvtNuLG8hgTdEUDg9TWPrmjXFppV7cMwIa2iiA91rviv51zHjCJpk09A7Kkl0kbqP4gTWkJPm0AzL/TtSuLO51G9EaCKyaKMJ33dTTtO0e/1e1sPtpjjt7e3KIy9TuAANaKa2+oXVzp6WYaCPdG7lgDwOuKraRqdxZeGIJEiWYlnGHfbhQTWjcyhml+Gp7QG2ksbb5EZEuB948Grs2gXX/CKQWERT7RAVcA9Dg0DxaZkshaWLzTXasQgI+XbTv+EqL2cTR2TteSytD5G7oy9ahuo9wIZ9N1dbua8tkh8y7hEcqseUIGMin6V4ek0y9gmLr5cVo0Tf7x5pfC9/c3t7qrXasjpNjyyc7eOlZHiTxBJPcta2zbY0OGI7mqjzt8oWN3QZ7XS7A2c91D5nmM3B9Tn+tb8UqSLlGDA9wa8byd2dxJ9a2tC12fTblUdi8LHBz2pzoPcLHph4pDyKakomiWReVcZFOAwK5kQxu0EcgGlCKAdqgGil6UWQXZWkhZZUYcoDllFJfXEbxLFGvB6gdqsg80ySFHJ4wT3FZTpX1RvTrcujGxyWscCnAIxioX8xwssaqqZ7dTSJaJBcqdxZD6+tW58bkUYAzWKTUkjovGUGxQPlBPUiil9qUCuw4OotJxS8npVe4nS3Qs5AxQ2OzexLTu1VEvYm2ZONw4zVpSD3pJpg00AGTXH6nb6sblxp9nGiEku78k12JAI4pPp1qoy5dUCOC0F4oPEK2mohzeOu5AfuiunGv27a+dJVWMwTcWHQCuZ8QQyR+IbjUIoyz2iJJwOozyKqWTyw6tHq0sDFp7d5WTHb0reUVLVlWPQIrmB2bbMjFeoVhxUFxq1hagNLcxjLAHDA9a8+t5mk1MSwrEiy2jsyQg8HHGferl1pVpD4V0yeSHcWkRpmbJOOc1Hsop7isdyl+jXEiDHlqoO/Iwc0PfxpbTSxOkjRDkIwz+dcNqqK7aqsAYQFIQhTOMZ5qTU7NNPubiG1Ro0ksQzBc4zx+tHsohY7dr2FY4zJLHGXGQrMAealSWNm4kQnGcbs59688l+ys93/AGozBhZr9n3Z4+Xt71LpF5HY3NnNcSFInscKxycmj2SCx3bzwRoZnnjWPP3mYYpJobe8SNnCuqkMp6jPqK8z3z3FrppdlW2kaTJmztznjNdz4Xt2t9GWNrhJsMTuToPYVMqfKrgbe0EYHH0oHHBoXkUHrUEi0neikoAM+tVxII7lnlIC44yan71n6lDvKMVLL0IFZ1FdGlKVpI0laO4iwjKwYc4PSqUdozyMxlcAHGAeoqtZI9rODDtIbtmrQmlilLSQsAT0HPNcdrHoXuT/AGCNussn/fVPjtFhk3BmJxjk0W84lOGXa3oaW5cCMAH5jxxQAk0/lsERSzHp7VVkFz5iCSUYbjjtVu2g8tDgkk9SaWeEyJjoR09qYXIVsYwwaSRyR1yeKm+0x52h1z0qi94dphbJYnGR0q2ttEUAI+bHWkBNk96dnHUgfWq32Vh92VhTTZcgtK5P1oAcp826cgghQKsgDOazJT9kvF252twa1B60AIetVZFWW58thuAAJHvVljzmqkRK3jhuC3T6UAXAAmFUAAelKTSA4wD1oPWgA6c0Fs8U122jJzgelQR3CyBmCkbRzmgCvPO6XmETcduKSX7Q2HaLbt5yDxViFWZmmPfpVpcMp44PBpp2E1fRmd5vmKrdCDmrciJMVLHgcisy8LW0pWPofWrcQlliQsQBjtWjTnqYpqk7MsSXKowVcEjtTMSufnb5T2oCIvQbj604OucZGfStY04rcylWlLYXYBgY4FLtA7UA8UuRWyOfqNpcUGjNAC0maTOaKAFPSopR8mR2OakPSm7cgj14pNXQ07NEynMYb15pJCfLb/dqO3bMTL/dOKfJxE2epGK4rWlY9FO8bkEIxGp7kZqXApsYxEn0p1dq2POluFFFLimIbzmkRVRun40+kxxSeo0yrGNt+xPfpV/zF5I6L1rOun8p0foQKGE32cyryrDJArmlBtnZColFXJLm43xOFjJHbiqyTPNJErRkDPU1oW2HtkY9cVEWWVwkQb5TkntWOqN1ZjozjcvZTgVIKiyC8mPWnjNd0dYo82orTYveg+nanChiMVQjNkl8t9hHyA5zVuG4SZf3fPrUDQ7rkM+NmOc0u1bVDLHgr6CsoqxpL3kXAccd6KbGyyIrjnIzTq1Mhe1FFFABRQaSgBaWk7UvagApKWg0AJRRRQAUUUUAFFFFABRRRQAVraX/AMe7f739BWTWtpf/AB7t/vf0FZVvhNsP8ZeooorjO8Q9KydS/wCPkf7v9TWselZOpf8AHyP93+prWj8RhiPgKeKKKK7DiQUUUUCYhFJinUlACc0YNLRSATFFKaSmAooyKSigaF60YpBS0CYdKU9OKSloAQ1heIdPvdS+xfZdgEM4lJb2rdooTs7gmcpc6JfXesRXeyCAI2WdOrjpg1T/AOEWvxFbKrRyrGHBjkJxknrXb9RikPvV+0kVc5TSPDdxp0+nO0iEWqODt7ljn+lNfw3fQslzbuhnju5J0VuhDY4rraXtmlzybuK5zumabfafDqdzdPG0twTJtj/h46V53KW8+TOSQxya9lYAr04PBrzbxHoctjePKikwsc5XtW1GfvalJnPFpPNGANnepOxPakPGeRWlo+kTandxhVIiB+Yn0rpckkNs9C0Au2iWxc84rUwfWooIBBbxxKMKgwKmHSvPe5mxuMUuaKbjmpAU0Dg0YooEMnTdERzyMDHaqEIkkYs0pGzse9aXXvVW6t28lzDjfjj3rOcbu5vTnbRkySDjIP1o+0IX2A81RTKRASFg38qbMphQOo5PenzsXs10L8m538vfjPcVXu7SPb5e4s4GTmrGnxs0PmSj5+30ouIQJFlycscGsJTcmdNOnyx1IrK3ie3DOMsOOOlTLbSrnY6BfQ1NGipHtXgdaepIFTztFckWtSqFnZwi4B/vHpVRpbqK4VH2sN3VR2rXJaqlzFI3zLjC881SqO5LoRtdA0MTkvsUkjByOopvkxYB8teAQOOxpkMpIw4wSeKsEAjiupO/U45XTsVo7K1hz5cEa5GOFqVoYZoPIeJTF02kcVl+INUbSrESxgF2OADTNE8QwaqgU4jmA5B71pyyauTdmuLW3wR5KYOMjHp0pXt4nPMakkbeR2p+ecdKcKi7Gile6bBd2zxSRRZKFVYr93iobLSILewt7WZI5jAoAYrWng03o3NHMxkLWNu8PkvDGYxyF28CpYYI4IgkSBEHQCnMaF5obbAd0pKdxTCCaQgNHakPH0pQeKYMaTRs3DB6UnenZ9KNCble3RLeVlKDr94jpVmOeKaTbnpUNwpaE9SaZOdkUZhALgjFclWNmd9GfMrElxJ5V0GVcseKiLS+fulQLGOaa1x5rwk4Em7kCtE4bO4ZrM2KLztcXYSGUquM5xUV1FPHKv8ApBZSuTVrAW9QKMcc4p14o/dn8KQEBSPZEqLy3OavhQBz1qlbgvLHnoFJH51e64oACMc5oAzmmnrimzP5ceB1PAoGZ8wDuzMSTn5RV1ZSyjgr9ainhCQq/dRTftcGBjLHH3QKALJcIhLdKoHzDILpjhFPTHapYrUzMZHaQc8KanuIXltmiTAJHekBGLsNIfkOwfx9qla5gVSwkVsc4BqtZ7Vj+zyr846+9WFtoVb5Y1GKYmQm589diqylvUdqZLbyQuI1kBEgAzV8DkHAHbNVN3m3QHZKALSKFQL1wMZpwBB46UDBPFOPApgZt3ZiWUM0hC55qRIpduxW+UdDVl1DAjrniq5WaDhQGT0701JxJlTUtxVtRn5nbPtRLAiSIFznrk063uVlk27GUjrupoO+Zm9OBVwvKWpnVSjAeRg0YOaD96nV1o4WIKKKKAAClxQKWgBMUlONNNAiJSYpx3DdafdvgKgHJPX0psqnaCvXNQsjPvkckHoK55QvK51wqWhy9WWIyCgAOcdxTj1qCMeTJ5f8J5FTHrW0Xc55Kzsx3SjNIaKogB1px4ptLnNA76GdfRmeWIA/KDyKvbcJt4AxioWRTIS54xx9afFuEZBJJz3qFuaNe6mRFZ1QxgjYeA3pSxo8A8lGDerVJIjMgA4OaeiCMdck9al0lcuNZ8thqRCMYBJzyTUgFKRSDNapWMG7u4p6VXmkyNikbyegqckdKhigKzvK2M/w0hoJo2aDZkDjvVezQi2dHIYZxV2V1RCzEAVTty07mOPbtbnNTJpalQTkuVFiJlACoOBxUpGKrwR+S7JknB71YPWqTurkyVnYO9FHeimIKKKKQBml3UlHegBQaM0lAoAWig0goAWiilxTASijvRQAUUUUAFa2l/8AHu3+9/QVk1raX/x7t/vf0FZVvhNsP8ZeooorjO8Q9KydS/4+R/u/1Nax6Vk6n/x8j/d/qa1o/EYYj4CnRSUZrsOEWikzRzQAtJijmloASijvRSADSUtGKYCUUuKMUAIKWgUtACCloooATvRR3ooABS0lFACUuMiigUAHtUUsKTxmORFZT1DVKeKTqOaFoBiv4Z0tpPMNv+A6Vp2ltDax7YYlRfapgMU7Ax0puTYXCjFApaQDe9LQRRQAUUUUAFIadRQBGyKw5ANQzRiSI5GNo4qY9abID5bfSk7WHF6k8P3Ex0C0siCUYNNts+SM1KOlcL3PSWxQkjeA5RmfnpT4Z5JJGVkxgcVbHX8KqxlReOvcjNAy0M96gvDmHZuxu4ps9z5LjKMQePlqHdLdZATah4yeopASmDMKhTkp0PrUCXR3EeW5I64FCM0VtKhYkr0IqzbDbAu1jluprSNRxRnOkpHB+NNQjluorNWAZBllPXNUPDFjLdaqjISqockiuV8a/arfxndsWYuXBQE9R2r1TwnZfZtHieRSJ3AZ+K9aUlCkvM5pw5A1DWNR/tw6dYW0cnlxq7OzY61oLrNmkqW9xcJHdYAZAc7TWHc6K2oeL7iR5JoYxAmGjOATmiDSm+268VhJlZQsTkcn5aycYmS1N6LW9PuZmijukZ0BYgHsKS31vTby5EEF2jSHoPWuI0rTUeJRJLc/aYYHTyzHgZwR179av/2W6aboiw25SUM+9gORkcZpunEdkdFe+IrGKG6W3nWS4hQnbjjI9TTtG1+z1SGNFnT7SyglRXNWTRjQbvTns3W+Cybjs+9nvmrFvp5gn0Ax25QqhEpVcEcd6ThFIVkber6vJZzw2dpAZ72bO1M4AA7mnWeoXaQu+qxR23zALhs5zWdrXm6d4htdUMUktv5RjfYMlfesCUXV0moywG6mtEeN08wHPB5wKFFNDO3vNSito3VZE80JvwxwAKjfWbK3MS3NwqPIobuRzXI3kk2p3l9LBbTCP7GEG5cZOR0qvqz3s8L2skcq+XDGsISPJb1yT0oVNPqFkdrc67ptpKI57pEfGcex6U+51mws1jaa4QLIAUbPX9K5i20x5J9Ukntizm0RVJHUgVnXb3xsY7KRJI41tfkKx5LMe1P2cb2Cx6PDKk0aSIwaNxkEdCKi2C3nMw+YelUvDsciaFZpMG8wRgNu61rMoK9M1zzgm2hRm4u5UeIfaUmVRtIxV3cqgknAqlNC5IMcmOehp6wYX5zvJrn9i7nW8RGwsbg3pOQePWkvJwyqsZBcdqQ26M245U+1SRRoFPAP1FNUddSXiNNCrElypVsKCBjGav28vmqQeGHao8AEnFNIdJN8YGcd6qdJW0JhiHfUknZ0A2jLNwBUYt5fODSPuUc4x0qDdKsyyO4yO2a0A24A+ozWEouO50xkpbEFzltsfZ+PwpyW8cf3QMjjpSXfCrIOqHP4U2S6jUAkgEjIqSiwG4xzmnYJHAJrO2SSIJkcls/d7UpW5lYbwYx/smgCS5xkMvEi9qmhYToHX8ahFhHjJdyfXNMS3mtztgI2nnmgC6c7eagnQBA69R1+lRrdhSUmIDD2qN7reyqin5jjJHFMC9G4dVYelP3VQCTwZJIK57dqlF4hGI1LN/dPWgCwcdqZJJ5aE9XPA+tVPtEtwdscZTBwzehqeOAh9zuXOO9ILjdvkW7SE5lb9KVAVQep5NI376XA+6vX61IetdVKNtTjrzvoN5606jFFbHMgooooGKKWk7UUAKaSg0lACHNMlBMZFSUUWBPUgUtJIrFSAq4qYdB60DrS1MVYqUnJ3YUUUc1RIlIGXdjcM+lLjmoZY081WbO08HFTJ2KhFSdmOmXch4we1Uo7l0bacls8jFW8CN8BiUPQmnW6qWZSBk/yrOcrpSN6cfe5GOR94yKkAqCLPzgHgHFTDOPetIu6uc8lZtDu1JkZxR7GopHEYyOWPAHvTbsgSvoJKSG2jqaYkjjMcnDL0J71BE1xHc7nQFyOF9qevmXFxvddoXtmsVUbmdLpKMLssuoki2kcVCyrbkMi8AdBVilKhhzWsoqSOeMnF3ILdflL5bcTyDU4OetJnsKAKcVZWFJ3dxaKXHFGKYhBSmjFFIBKKDRQAUUUUwF60UgpaQBS9qSjNMA70UUUAFFFFA0Fa2l/8e7f739BWTWtpf8Ax7t/vf0FZVvhNsP8ZeooorjO4Q1kaods4Pon9TWua5/xHC88E8MbFXeEqpBxg81rR+Mxr/CRFsHBIpcjOO55wa81l1q8nj0meKVttkgkuhnr820g1s2mqXTDU9RjmQrJc+VD5jYACjnH516PsWcVjsGYKRkgZ4AJoEisFKsG3E4wa4htbl1Y6RKR5bpevC4U8Eqrf40zSdUeCHT8xvLK4uXADHnaelJUnYLHefWjOK5/w5q91qxkebyQmMhVPzLk9CK3+q1nJNOzFYAaWkApcjFITCikzS0AFFFFMAFLSdKKAFopKKACiikzzQAtFGaKACiiigAoAoooAWkpaSgBRSUoooASlopKAFopKM0ALRRQelADOM81A0hecRp071LI22MnvSC2Uwhw2HIzmsqsrI2oQ5ncsL8vyjgCn1nGaa1IMoyjHAIq9E+9A46VyHcMmmWFcnPPTFUvM3X6yKrBSMVLerv8oFioz1FSeQphxuPsf60xEd5KcxrHy4OQKuRq3ljI5x831qvDbrGc7izHuascigZSRo0Z0bucmoY5ZRLtiVgM8FxWh5SM24gZ9aft460BY88vvAl7qnitdUup0MO8Hao7Cu4ePynUquFwFHvirgOw5qjNOXmA2kqD0FbKrKbXZGVW1rEyhQc8Z+lOwOcDr1qJZoyoJO0+h61MCpHFdF7nDZjCi5PyjJ9qUBcAEDjpxS8d6MDNMQhRSxYAZIx0oCYOTSkDdmloACA33gD9aQRqowAMfSnEcUnagaG7FVThR+VBQEA4GfpSilouJjMALik2AgcDjpxTyKQdaEwFVQBS+3ag8UUAJ06Uo5pRS0DQ3bmjGOlOprUCYmBSmikbOKAIpkTaXwCwGKgS5uWfyxGuAMjnrU043RbR1JqWC1WP5lyGxgkmuev0OrDrdlRbqWUOjRAgcHB5pIYiLeV2BBJwoPpUvlImobgAMjt3qW8b5YgBgluQKwOomhTy0CjpipCDQKWkMaOtDcAmjvTJHKqT6CgRX3BrzOAeMU+6AW33DqORRboBH5jEbm5NMkYTTCP+EDJx3pgWIxuRSeMimtEibpABuA61KBgj0pJsbGx6UgI7dAkZPHz81HNMD8kec9D7Uhk2wKo+8acqKqf7R61rTp82pjVq8uwIuxAB+NOoA4pOa67WOFu+otFGKXFACUClooAKKM0UAJRS4oxQAlFLijFACUUuKMUAJSikxRQAUjKpGGzjvS0YzRvuAxSOYnA9VNV8yLNnIUjpnuKmlU5DDqKlMazxrkkd8iuafuPyOym+deZWgnVp2QDvzxVvjOagi2q7r3B61KR8tbQ2RzT3dyu97GspT+LFLG8KPukcFj29KRLaOcSK4+bPWrEVnAoCgZA9a56k23Y66VJJXI4l8+583HyjgUi4imdT3ORVplCDCAACqJ+dmmJOU7UUviCvblsWSy5wSM+lMeVYx83HpVKOOWZWkLKATkEnkUscDSsCZQyA108xycti5JKkce89KIZFkTcO9RXKB7dl7UWabbZMU79BNK1y1nNJmozKinBbmnAg4wQaE0yWmtx1JTs4puaYC0GkooAKKKKACnUmKBQAuKMUUUAJiilpKACiiigArW0v/j3b/e/oKyRWtpf/AB7t/vf0FZVvhNsP8ZeooorjO8DWPqfNyB/sj+ZrXNZGpf8AHyP9wfzNa0fjMK/wnF2vhKK1h1eIzBhqDHacf6sen51X/wCETki0rT7e3uEMtmzMRIuVcnPJH41097L9nspZgyqVUkFzgA1yK+LrmG31MSJFLNaRrIhTo2SRj+VejFzlqjjResvCb2ywbrlWMV09ycLgHcpGBRB4dazlsyt0glg84KCM531GviK9sZ5k1KGML9la5TZ6DHH61US71O68SaHJeoiJMryIEPQEDGadp9RmtpOgXNpq8l/czw7nQJtgTaD7n3roSc0LjH6UvFYybb1JYg6U2pMCm4oEJS0daKADNKDiko68UgHE5FJTS6IpdmCqO5rMbxDpiymNrpN36U7NgatFRQXENxHvicOPY1KDnmgYtNIOadRQJjelLSd6WgAooooAKKKKADNFFFABSikooAKKKKACg0UHrQAHpSE0pppoAjlYBckEgdcVOkieTvJATHeqs+WjZU645pisZikWMIvUHrXNW3OzDbEocXTDAPlr0NNDNas6LlkPPFXEVVAAGB2psxjiQk4FYHQUnuBKY0KkHPer6D5MVllZJ75ZERtgPcVrAYNACBdtLR3ooENp2aSnUDEZdy4NZktpcRSF4G3E+tamaKE2gauU7W0AQtL8znrntTZQ1u3UFSeMVe5AxTGjV8ZHSqjNomUE1YqpIrck4PvUwKkZBp7RKeGRce9RPCqKTGOR2rZVjmeHstB2QadxioVcFRkgN6VIDxz1rdO6OdprcXNFJSimK4uKKKKBoKb3p1JQJh1paQUUALRSZpc0AFIetGaSgBegpDzxS9qb3oAjmUhQR1BzTmuhHGDjLMOlPxkdM1TnAt5Vcn92OSfSsK0b6nTQmloOSR5bqNmRlKjuKmiUyyOW7HAqP7fHI5CK5JGAwHFWoI2jT5up5rmOslxjjNFJnmlpgNJxVe7fbbt82M8ZqwRmoL2NTatkZpAULWCN5GXzJGA65NWvsgA3xFlf3NFjGGUyFdpPFXNuBwM0wK8c5X5ZhhvUdKnZwkZduhHApksAkiIH3uo+tVTMWVYpBgr94mnCPMyZy5UOt42Ulm5ycj2FT9TSF1WPcSAoHU9KFbjPY12JW0OBy5ncd3ooyMUfhTuTYKKQtjnH4etGfUUxC96Q0tFADeRTqKTnNAC0UgzS0AFLSCloATmjmlooASkNOxSUAGKSlpO9ABTbclWZO5ORTiMjFMcNtBXhlrOrDmRpSnyyGXSmEmRRk96bb3Hnxc43Dg4q0CJ4mJXJA5FV4IgqFlGCx5FZ0W72NsQla6HFhFMrdsc1Y3rtBDAn2qLy1cYaovsyBiRIwpzpXehNOtZWZLcyEQZHUkCoXKqiqOCTikCSPw/3QePepJk+TjqDmnCHKmFSopSRBPCq4Eb8g/MKmhhRE+UYzVcAgvKcnd/OrcWfKXIOQKKd+oqtuguOoxxjpSK6FQodQBxioXhc3AcOduOlI1iGYuGINatmSSELRwMySIXDc8daWCVfKZxwAcBT1onhZthQneOMmhECODKCMck+tYu8Xc2TUlZkhacguqjb6HrTROhOGO0+jVbWRZVJQqfpVaaNJJow69etQqzT1NZUItaEgyRxgj1pe2O9RmFohujfKjtTkkEi5wQa3hNSOWdNxHUuQKbgk1CZ088R85HWrISZYzRTdwOKdmgBaKQml57UhoKDScigGgTAUtJmlpgFaul/8e7f739BWVWrpf8Ax7t/vf0FZVvhNsP8ZeooorjO8Q9KxdWdEul3uFync+5raNeaeP3h/wCEu0uK5jmlga3ctHETkkE46Vvh43nYxr/Causacus6RLarMU8zG1wOmKxT4ReZLz7RdL5lzGsZ8tMBApBFWdK1LZfCwghKW6WfnDfncDuxzWVHrOralqOjtFLHGkplDqRnO1iBXeozSsjiRv33h+O/u1llk+T7I1swA9cc/pVOz8O3cV/ZXF3fCQWSlY1C4yD6+9MbxFOug3l55aM8F0YcDoRuAqrc67q8kupvbRwiHTyCd38QKgkfzotOwWOyxzjtRnvzXI654mnsraO5tZoAPJEjRMCzcgcV09pcfarOGfGBJGr/AJis5QcVdiaLGaKQdKWkIBS8U00c0ALijpR2o64pAcf401SSIx2UTFSRliPSuHbAHzHp3Nbvi992uv8A7oFc7dI8kJVACeOprvpRtFGi2NGx1O60+ZWhkYgHoTwa9E0PXYtWhAJCzj7y15RBPmImXb97YMVq6RevZalBMh43AN9KVWmpK6Bo9bzkcUlNjYMgYdG5FOriMwooooAKKKKACiiigAooooAKKKKACiiigAoPWikPWgB1N70tFAEEgZWRh65NWE2vmRV5PGaYRn73SmwMY5nTt1FYVo31OrDzt7pZwQMmqjETXZUjMY/nVvPNVE2xXDr3JyK5jqLYypwBgUUzec807PNAC4pM0pPOKQjmgBaXtTadSASjNFHFNAB5o5FLQaBiZz1pCBjig0CgCKaBNhkAw3rTUwUBBqWRgI2z6VDF/qx6Gumi2cmJVrD+1KKSitzkHUUgooGLTaWigBBS0UUAJRS0YoAQ0lKRQBQAtGKKKAA8dKrXsZltXXGfarJHFJjik9UNO2pTgguTCmx4lAHTbVi2kk8wxysGbGcipIWzGQOxps8bkiSEgOOOa4WrM9KLvFEnmorAOwDelSbtx4PHtVKK2MjnzyGJ9OlPtMqZUHRXwKBlrHrUVyM27gdSKkJxUUsyxDkbiegoALchoEx2GDUwOOKz4pGgnYyKVRj8vtV5SHII+YHuKAJBwwNcv4yLnRbtY2McjYUFTjqa6c55FZOtWA1GL7Ocruwcj2NaUGlUVzOrrA4i81a4uvCUWnrIwulykhBwwC85rUutdudN0ezeG5hYrArOkgJY8VfPhO2N7d3IkYG4i8sLjheMZrD1DSTH4itNLiuCPtVtsdiM4C/5Fek5QOJGqnip44p3nRVP2dZoR/ez2/Miov8AhIdYmFxJBFAEtFBmVhyTjJFVb3So7rVtK06HzG+yczSFcLt7D86173w3LPcTvbXhgjuABMmOv0ofIIzItV1S/wBYlktZoktzZiYKwOQSOagt/EWo2Hh+0kuZInnupCsbEEgDnr+Vbo8PNBfxz21x5aCHyZIyM5X2qqfCchsUtvtWTDIXt22fd69aOaFwui/4c1ifVbef7QgEkL7CwXAb6VtZzWfpNpPZ25S4lWVyc5VNuK0axla+hLEpwFJRmpADSUtFAAKWkopgLRxSUUALmkoooATPNFFFABRjOaKKAKtxvGfLYjjJpkEsvl/KAVHX1q4VB5IzUDRBWJXj6VnKLWsTWM1a0h6zptySfp3p6ski5BquInQ7wA31pJC5HmBMMOwo5prdDUItaMt80jLuBBOKrw3TsP3iYwOwqNb/ADPsCNt9cVV7mXLZlpIgke0+uafuz9apvfBSw2O2OnFSR3KeQJJcRk+tGg3fYnwc04HtVaO+iaQKATnuKsZ55pom1hTg0hUMpB6UCkOaYJkLERSKU4XoQKlkZTcwjPbNVLtZGKrEM9zT1l2TwiQDf0rmqwu9DsoTVrMvlcNkDIx2qpOhgzKGO0npTPPmeVlXCBT1PepRukPlyEbuoxUxg46lylGV4leQSlg4YgEcAdqfBalW3sTuPrUsbZypxvXqKkySK6Ek9Tjba0sNIweKUUmOaUZzVEATgc/Ss6z1yyv4rqS3lDC1YrKO4IrRPQ15jAsmk6fcatEpMEsk0Fwo6dTtatIRUtxpHpFvdRXNrHcRt8koymalDLgnPGM59K8zea8ul02ziP7kWIdf3uznPXPenzTatbMNLlmY3WpQRqpVshWBwcfgRV+x8x2PSh82MY6ZpwIri/CV5canqEjySOUs7dYGBPV9xyf/AB39a7MZxWUo8rsSx3Faul/8e7f739BWSOlaulf8ezf739BWFb4TbD/GX6KKK5DvENcvrelpP4kstRZ8G3hZAvrkmuoPSsPWplgkaRyAFjzk/jW1G/OY1/hOV1jTlk1aO5hv1tbgxeQy/wB5c5qO38LPbW+nC3vCs1kz4cjIcMc/1rib7U5LrUWlklxIWOwZ7V6L4avZbzR45JuWB2/UV6U4yjG5xszLnwhNILiAagy2s0wmZAvO7OTz6Vof8I+iw6rGJmAvsgn+6NoArbHHFJWfPJk3OUuvBrTTS+VebIp4likG0Z+UAcV0trb/AGWzhgzkRxqg/AYqbvnvS9TzUubejE2AozijpWTq+u2ulLiRt0h6KKSTeiA1aWqOlanb6pbebE3TqvepL/UINOg82dto6gd6OV3sOxbrOm1rToJvLkuUDg9PSuS1PxlPODFaLsRujd65h2aRyzsWY9Sa3hQ5viKsbHisxyay0sTBkZQQRWKKU5PUk/WgYFdMVZWKIPswaZWJAUZO3HerMK754kHBLAD86Znmtjw3Zi81qFT92M7jRN2iJ7HpVuu2CMHsoFS0ikHpRmvPe5mIaWiigAooooAKKKKQBRRRimAUUUUAFFFFABQaKDQAlLSUUAI33ajJ2kN3zipD0prLlcdjSauhxdpXLBxjNQTReYNyHDjpToW3R4bqDipCmBmuGSsz0ou6uZolaCZ/OZiO1TpLJcnZGNo9TU1xFuhfIBO3gU614t0OOoyfY0hkUG5S6sc7T1qyGBqvIskUpeMBgw5pyTxsO6n0NAE560UgOaM80AIaKWjFMAHWlNJ0pRQA3FKvWlqGaURICQTnjihK7sDdlcilbzWZc4VTz71IvKjHQcU2NAyE+pzTx6V1wjyo8+rPmkFFFFaGYUUUUALRSCloAKKKBQAtFFFABSUtB60gEpKU0lMB3akPSjtSdBk0AMtRhmU+uaskZFQW3zMz/gKsDiuKWrPSh8KG4IqoJVt55N5AU81dfpxVOeWFkZdnz4xnGagssRSxzqSjBqhlwLuLHLd6jS0HloY2MbEc4qvKtxDIDndtPU0xGo6LKNrcistS1re4Vz5WcY7Vfid5IVZsAnrjpVGVVmLFj+73jFAGoXGzPt1qrc3SAoyEMehxSfYlJx5r7fSlkgjijJVADRDcmXwjw4ZAR3rjp7mL/hYxllkCx21nk5PckV1w5jXHpmvIdavRP441OFGyNqIpHf1rvhDmaRwLc9Q0/VrK/c/ZpVdh1rSByeBxXnfw9gdbjUp2QCOF9kfua7+GUsmWG09xTnyqVkxNNEpx0ApcZ6is7UNXtNNYLcy7WbpVi0vYL2ESW8ocEdjzRysmxYxzmlpBnFFIBTSUUuKAEFLRiigAoooxQAUlLRQAlLRRQAGkpaKADFLQKDQAnejANFFABtApDS0lADfwzTDApUhSFzUtBAIxSsCditBGQSHAOD1ou7U3Dqpx5eKs7QKTqaXKVz2GRQRwRhUAwO9PzS54xTWdYxluT0Ap7Cu2xwIHBIzQeeKqtBNMwkbC49KdJ50aF12sAO9Z+1VzX2ErFgKB3qOaJXHzDp3pYmLwozcMRzSSsVjY+2K0e1zNJp2Egjj2Hbz70+RN68HDDoaji/dTGLtgEVN1pK0kOV4u5UmWdiG2rkcEjqatIcqMjnHNLjB4FGDu6URjYJSvuR3E8VrC80rhI0GWY9hWXp/iK01K4EUCTAMMq7JgEfWq/jOOSTw3PsUkBlLAdSueamk1jTYNEaeKSN40t8hI2wSMdBWnLpcSNG8vYrSxnuXIdIkLsFOeBUFrBYXelKghUW1yu7y24BzzXAxTyLc3kSL5cE+myvsE2/J9T6GiZry8uI7QsipHYoYfMmMYBx19609lbZjsdxfaVpZtY1uIF2QITGBwQB2FGnrpt9Y2V/HCqiNT5TPwV7GuUlQ3N3cQavdsGgsV8pkfartjkj1qHSFiuotJtL+4eOzFmzp8+0M+7qT9DTcH1YrHfW1na2YkMUccYlbe+3qSe9Omu0geFdrP5r7QV5xXAWCz6hc6PBcTzG3LzqMMQXRfunIqW2nmtZLSBZZWjg1ZkHJJ2bScHvU+z8wseg7wWKhgSOwPNa2lf8e7/wC9/QV5JDfm58R6XeWymJbm6KtmYsWGD1XtXrel/wDHu+M/fP8AIVz4iPLE2oL3i9RRRXEdwGvKvidqMkOuWtn5jCJ7dWwvruYf0r1Y1wnjrQW1SeO4gA85IgvPcZP+NdGFaVVXMa3wnlrIrSBig3jgGvTvCkZj8PwhgckknNZ3hnw8kVqZbyEGUsRhx0rqkRIkCIAqjoAK7q076I4mx2KMCk5oGawRAvFH0oNJTAbI4jjaQ9FBJNeTaldtfX007EkFjt+lerXMXn20kWcb1IryW9tZLG+kt5Bgg8fSujD2uyoi2d9c2LE28rIT6Ut3f3V8V+0zNJjpmqTtIHQKmQTyfQU8yKrhP4j0rpstyxxyB7UhfapPXHpQriQsF5K8GmCIKZHQ/M3TJoAfFL5kQcDGexpeoqu08iQxl1UOzAEVYpgJW/4SmEWtAswVSpzmsGlDshypI9x2qZLmVgZ7IMYyDxRXK+D9XkvI3tZzl4xkE9a6k8jiuCUeV2MmrDutFAGBiikAUUUUALiiiigaCiiigBKKU0lAmFFFFABRRRQAneiiigBcCmt0xT6aaAIg3lzZP3TVrIIyO9VyvGO1MVngPIJj9fSuapB3uddGqkrMsXB2Qs3tSQ/LGq+gqO6lU2uezdKsJ9xfoKwtY6fQUj0qvNbqys+cMBVjODTZMkEDvxQBFaktAD1PfNTD6c1SxNblOnlk81eB3c9qADFFLSd6YBRRQKAQYyaq3PJQe9W+9VZhmVB3ByacPiRFX4WP6DFJSt1oxXceaFFFFABRR3ooGApaSloAKBRQKAFooooGgpG60tI3WgTEooooAXjFRyN8m314p/eq80ioULdN3NKXwsqHxItIAiqF6YqQHNV/tdsc4faPRuKVbuDOBKv51wnpFjHzc1WhA3Pz/FVgSq2NvP0qmJUgnZXIG7kUAXMDvTWjSThsbfWnJKkifKcmqcsjTN5aA4B+agBHkDEx23IHGe1V/KngjRJNrKzYHsanW0aE74XOf7pHBpJ5HmtiVUb0boPWgCe3ZxGQ/wB5SR9afLhoWz6VFbZS3DS9W5PtSO3nDAOEHU+tOCbkRUkox1GNn7OApG8qcA964S58MSaet5q16YwIwXyvU+1LqHiGQeLobeNiFjIVR2PrWj41mkurS20uM4a+uFjOP7veu+cvZR9TjhFykWvA2nmLQrctnMuZZD6kn/Cuj4MsiqRwaltrZLS0jhj4REAGPQcf0qrvjto5p5GCxjksewrkpu8rm9VKMLHnfii4a51qUNgqnAzUPh+5mj1WBYpSEZsEA1lTaoNX1O8njjIg80rGx/jHrWn4ZgA1q3SMHAbJ5zXr6ezOdrQ9VB4p3FMwQcU6uIzAdaWk70tAAaSlpKADpS5pDSc0ALxS4pAKWgBMUUtFACUYpaDQAlFFFABRRRSASiigUwFooooAac0xjtUknGKkYhVJxVLdLdSeWqDbnkmplNRRUYOehKnmupk/hHOPUU3f5zopUgdavoigADIAGBmjylU8Vyuq2dqopajtuBVW6P7vGMc1b7YqN0Eg2noahOzNZK6sQoMKB2pk3Kge9K6tA2Blk9T1pjNvZVHc5/CutzTgcHs3GaHTqwdXj5wuPwqRDkA9amKhcgdKqxErvU9c1lRlrY2r01a5MTTcnNKOlKK6LWOQbJGroVcblIwQe9UIdE06BnZLVBvBUjHBB9q0STVHVr5dP0ya4JwwX5frTV9kNDItF0633LHaIAylGOOqnqPpVO9XQnvIba5SJ5QAiL/dHpXGnxLqTQGMzcHv3rJ86QTCYuWkDbtxNdEaLerZSier3GjWF0U821jZkXaCR29KSXSLCeKOGS2QxxfcXHAqLQdTGpaZG2cyIMP9a1CAfrWD5k7CKsdhbQtE0cKjygQmB93PpSJp1qrbhAhYP5g4/i6Zq2OmO1ITSuxNlGDRdOhm81LSNZA24EDoa6XSx/o7/wC9/QVkg5Fa2l/8ezf739BWVdtx1NsP8ZeooorjO4D0rH1Mf6UP9wfzNbBrI1P/AI+R/uf1Na0fjMcR8BRPFL1o7c0V2HALikoooATmlFAFLQAhArnPE2gLqEZuocCdBz710hxisLxRqRsNLcKf3kuQp9KqF+ZWHE82ZdhKHnBxTCilg+0EjpS5+Yk8k0c55GK7zQhliMZ82M7ccsB3qRG8xA2CAexqTvUbypHt3NyxwM0DHSbWU7lB71DasfIAdiXzyCOam6dvzqEeUbvIY+bjke1MQ+GYSqWUEYJHNJDE6Fmd8gnIotxFsYRsSNxzn1qX2NIDp/BKbtTlfIHy/n0rvl5H415VotxLbatbmInLMAR7V6qCSoJ4JGTXJXXvXIkL3ozSYoxWJItFJS0AFFFFIBaKSlpjQGkpaSgTCiiigAooooAKKKKQBRRRTASjqMdqKO1G4LQqTQl5vL3HaFLYq7bMXgBPpUan/Sh/umlgcIhUn7priqK0j0KTvEmIpplVPvGnq4PPOKrYDXDZAKjjmpNBk9xG8TgHtxU8BPkoPQVHcwxmBiqKCBnipIATCpx2oAlowaAeOetLSATmgZzS0hbFAxepxVXdm4Yn0xViQlU3Cq6Dgsep5rWjG8rmFeVokh5opoPFOrrOAKKKKBiUUppKACl7UlLQAUCiigBaKKKACkbrS0h60AJRRQKAA9Kimi3IDjoc1P2ppwQRSeqsOLs7gIopQpManjuKX7JBn/VR/wDfNR27HJXuP5VYJzwa4pKzselF3VylcwbIHKSsgHTbVRNNmlUNLMz9xmtO74tWFSQk+WCB2FIDLNkYJF/0iRFb0rRijWJcKxbPc96WaMSqQxqvC5UlJDgjhaALYbac1XtuFkZj95iTUznZCzd8VXjU/Yn77ufpQtXYG7IRm898DhB+tVbvULSyjbfMoIGNpPNPu5TBpkssfJRCRXjWvX98Y7i8yGKjdivSo0U1c4JSc3qb1pppufHumzO+VcSygD2FdJAh1H4hgHmHTYi3/Am6VzfhO7WbXdPuGfiOydyfTIrrPA0TXEGpaw/LXly2z/cU4H9a58RJvc3or3jqpW2xuDkADtXC6ncz+KNT/sOyfFjEQbydDwf9kVe8X6xM8sXh/S2zqFz98/8APFD/ABH8K0dO0yDw5obRQjOxC7uerH1qKMdR15dDhNatrS01J4LRQsKAAKOldT4NtrU2JuFQGfOGPpXD3DmWaV2JJZixrovBGool9JbhsrJ/OvTnB+z0OdnoIIxilBFYGt6rfWl9Z2dhFC8k+7mVsDgVBB4mDaLPczhIbiN2j253At+H41zcjtdEWOnxzzQelY+mazBLY2pmuUeaY7flGPm9KluNbsLYTGW4CiFgr8dzSafYLGjk4oGe9Yr+IbSexmltJ03Qkbt4xjJqSfxFp1tcJDPPiQgZwOFz60KDCxr8UVk3fiLTLOUxy3I3hQcKM8ev0rRguI7iFJomDRuNysO4os1uBNRSZ5p1ITEopKKAFpKKKACiiigAoooNAAaSiigQZA60pIxnFMZgBgct2FR+TPJwzbR7VDmkaRpykK7E/KOpqykYQAjHSmxwLFg7ix9TUo6Vy1J82x20qfJuN5o5paOKg0DJopKWgYhUEYPSmCCONtyDn61IabRqJpDl55NVZMJdf7LVaA4oaNJBtIpwfK7kzhzKxCAaXmohmGZkJyDyKkJNdkZXVzz5x5XYDXC+NNRLTx2SH5U5f3Ndz1riPG9nGk0Vyn3nBBrel8QonGDzfN4x5eKlyAff0FHI6io5laSF1T5XI4Nd25qbWh6zJo10fl3xOfmXNelWl3HeW8c8TZRh1rxCyvmlDQTYS4Tgg9667wnr5spvs9wSIZDwD2NYVqV9US0ekZ5pDWJqniaz09B5bCWQ9ApyKo+Gden1bULiOcjkblA7Vy8krXZNjqcela+l/wDHs3+9/QVkAnitfS/+Pdv97+grCt8Jrh/jL1FFFch3Aax9TP8ApQ/3P6mtg1j6p/x9L/uD+ZrWj8ZjiPgKlJ3o7UV2HAApeKSgUALSUtFACHpXHeO/9Va/7x/lXZVznizSZtRtEeDlo+cVdN2krjR5yBTIkZd25i3OeameKSJyjowYcEEU3Pr2ruumaCBg2cHp1oZVbGVBI6ZpiRrEzMv8XJ5p0ciyruQ5A4NADvrS7ULbsDce9Jn1qYW0rx+Yi7l747UPTUZT8sCdWDgccoP5055CsqJtY7u+OlHlgyiQj5gMZzUhPHWmhGx4Zg+067AcfKpzXqHUVwngaDdfTTEDCrgH34ruq4qzvIiQtBpCcUmfesiQoFOxTaAFopaKBoSloooEwpKKKACiiigAoooFAC0nelpKQBRRSUAHehulLxQcYoDoRqf9KHstV7gMt1sUkLJjmrEIzcMT6UyCLzHMrMTg4APauSp8R30VaCGtbSAhVmcgUsSG3fDtuRj95quckikkQOCrjIP6VmaiuqyIVz8rcZFVGja3dCJSVB5B9KGEloD/ABRevpU7eXPbZP3SKYEgdX5UginZqpYujRMqnO04qwTikNDifcCoXlUcLgmmSMZSQDhR1ojiRBkc+9bRpN6nPUrKLshrSSSjYy7R7VIAAoGc4p2OKbzXRCCijknNzeooFLQKWqJEopaKAEooooAKKKKACiiigAooooAKDRQaAEp2BSCloAD0pgzup9NIwM0AV5iY5oynUnBq8R81U3X7p96tKSSTXLWXvHbh3eFirMPNuBGWO3GcetXY8BQCMcVnzyiLUE46rVtp0hClySGHGKxNyU4BzVCYG6ciMbQDy9SSysw2xlSzccHoKmSIJGF798UAU2hlRlQzF0J5z1q6cBCoHAGDUFzgQksygjp60eeWXYgySME1UU29BSaS1K80e7TZk9VIrx3VigguLd87nUr0717ZsKx4OCa8o8Z250e6mmaB2iZs7lH3c16dCSSszgT945fw7qDxWkxB+f7EIU/3i2K9Yn1OLwt4SsbSBd948apDD3Zz14+prxLw3dRQeJTb3D/6NbkyORzuAOVH517D4Xspr6+PiDWI2E7Ai0hIyI09frXHVvJ6HVSai9TQ8N6C9gzXd+fM1C4y8znnH+yPYVrasjPpNyiHLGM4q3FuYs5GM8CnEAggjg1rTVkctWV5HjRypKnr0Iqxp8v2O9imQYwwziu31HwbBdSNPBLsJOdpHFQ2XglYZFkuJt4B+6BXc60XGwXHa5pr65qWlsrSJH5bkvGcYyOKw7jS7uPTbOJoJYxZXBEpjGWcH+KvRY1WNVRAAqjAGO1PPWuZVWtCbnAiyWxtrK/torqWNLsySLIuH54ziontbrUHu5ms5Vjlvo3Adeqg9a9C69aUcU1UYXOI1nTZTf6oILc7JIotoVcAkNzVeeCay/tO0msnnku1XyZAuccd/Su9Od2c07GSPUUe2YrnE2Ojyw3d99og3ubJIwSucnFdD4dhkh0G1jlXa6Lgg9a1j2yeR3oAAFTKfMADmlpBxRUAHeiiimJhRRSUALRRRQAUlKaSgAPAqNzlG5I44xUpPy81DIcR59DSew4/ESWsYWIMTl++anHPNMTkbl6GnZrhlqz01ZIXqaWkpwpDGmm0+kwKBDRTqMUUAFHAopCaYDs0n0ptKKTAhulLrlfvr/KmI29R2OOatcDnvVUjynJxwTzW1KdnY569PmV0PHB56VzPjS0abTUnXP7o810571Bd2y3lpLAwyHXFdcHZ3ORaM8hzn8aXbWne6Bf2bnfASgJwy81msrIcMCPrXfGSexpcp3VjHcESfckU8MOpqyq4TB6gdaC3NKFJHQn6VTb6hcCcck/WtfwleKmuQsp+VzsNZn2acJv8p8f7tXdK0+7a8heGB9quCSB05rOduW1xXPVBWvpf/Hs3+9/QVjqeOeta+lf8ezf739BXl1tIl0PjL9FFFcp3AayNT/4+R/u/1Na56Vkan/x8j/d/qa0o/GY4j4ClRRRXYcAUUUCgBRRSGjmgBaTjpRQBzQBWfT7WWQs9ujMe+Kx9T8I2V4S8GYJPboa6I9KTqOaam0NM8l1XTH0u9a2dg7YByKogBFwAF+ldf4106Rbtb1VyjDBx2rkThs8ZHpXbTlzItDUZXG4HI9RW14bufI1eKMgNHKdrKen+eKxkRUXaihR7Vt+F7N7rW4WUZRDkn0pz0iwZ2V54a0u5+dohGepZTiqJ8GWEmTFcOcHpjNWfGUpTwteMGYY25K9cZHpWJDqkGlaWlzpVrOZ5JUiIn3ANn0z9K5Y8zjdMSOp0nSINKidYmZtxycitEkZ6GuL1HxRqFjcixb7P9pji82Xng57LUi+JNU1C5igsYIVLWonYyHp7UvZy3YmjseMZpgdTIUBXcvJGeRXLReI9Q1EWNvYRQrdTRtJKZD8q7Tjj8aoPcaxH4mv2txAZEto3lDMccZPFCpsLHd80YqjpF+2paVbXjKFMqBiB2NX6zd0SwpM0hzSc0APzQaSigAooooAKKKKACiiigAzRRRSADSUppKYBRRQTgZoENiYKzueg4pbRSIMN1yahX5lVP+ejc1cxtOB24rhnuenBWihV4pWPFNPWlGSakoqXjP5K7V3c8iomuA8O1UYcY6dKv7cGqrHz5Qi8RjrTAjs1AclAcYwfc1dxuODQAqcDpTZpQqZHXtRvoJtJXIEwAw/2jUqjio40wmfU5qXoK7o7HnSeoUUlFMkWlptKKAFopKM0AKaSjNFABRRRQAUUUUAFFFFABSGloNAAKWgUUALTW5GKUmm85oAjlGEyexqeFwy8EdM1E/3eeRVMQv5+Uc7uuD0rCtG+p0UJ2dh90jvdDYATt4zUscDkK02CwGNo6U5YZHmEkuFYDGF9KtKB0AwK57nWkRpDEnKoATUvAB5pGXb9KoyXEpkJRR5YOCTSGR6gpzwpYEcY9aks8iHLgAjk4qWSTMAX+J+3tSBAISrnAA5reitbnLiJdDLh8S2FxffZYWkd923d5Z25HvV69trbUIXtp0R1dSpUgE1yYll8OXaJbTxXVncStiP+ONj796do0lumnT6xdXMsl0C5ePzMFecAYrtlTMLdTlPDXwwbTvF19qGoyK1hC2+Ebvvdxu+leqLd2gSL97EA/wDqxnr9K8+jmeW9mjUyJDc2bybDLuJ9/apo9Ps1j8PN5z7GY7j5vQ4oVFLQcm2eis6qyruHPbPNJuVmADDJ4HvivOSNSvdVuzFLtlgnCpum24XPp3q4I7kjXdQ8+V5rdyIkDfKpxzgU3St1Jsd0kgbOCDjsD/Oqc2qww39vaOcvcA7cVwtkdUt7J76GVdjWpZ/3u8k+uO1WLG3t4fEGhvDdPO7xF33SbsEj9KHSS1Cx6Bg5pTR+HegiskSxKKWmmgAApaTmloAX60Z9KQmkByaAHUUHigdKQBRSZpRzTADSUpoxQAUUUUAFNp1GKAGtytV7uHzbcpvK45yKtGkxnP0pMcdHcS2+WBADkAcVPUEOFVlHY1OOlcUtGelF3Vwp2eKZTqm4woNFFMBKKKSgANJTscUnekAmKWlxRQAh6VHMMw4981JTJf8AVn6UJ6g9hinK59aUdKZH/q1+lSDpXetjy3uISCu0qMVn3Wiafdg+bAuT3Xg1okCkwB0oTYXMSPwvpUPSEv8AU5q9FpFjGvyWsY/CruaKrmfcLkRt4dgTykwO20U9FRBhUVR7DFOoxSAAM81raV/x7N/vf0FZPStbSv8Aj2b/AHv6Csa3wm2H+Mv0UUVyHeB6Vkan/wAfI/3f6mtc9KyNS/4+R/uj+ZrWj8ZjX+ApUUtFdh54gpaKKCkFFFBoExB1paSigApfpTe9LQBHNBHPE8cqhkYcg1yGo+CS8hezmAB6K1dnSYx2zVRnKOw07Hn0Pgq/aQLMyoueSOa7DS9LtdFtNsZGW+85rSz71yvjho49OsxKHMRulVlTqRzVucqjSY73NnVbGPVtMktPMC+YQdwOcYIqLVtNiurG3SWcRLBKj7/pxj9a5WxvbnS47u4sYJVtbiZIrVLjIwxGCcHmpdX1K+NhqOm6h5fnRJFIHi4+UuB/Ojka0QG3qWgSXeojULO5SGbywh3xhww7fSrMOimHUGvXm3OYBCQFwPrWOfEs9rZ3Fs0a/bEmSGJAfvBuh/nVdvEGsCC6vQlv9ntJxCy93GcGhqYWZoJ4Wlt4raSxvTDcwKyhyuQyk5wauxaI6XVzczXJd7mBYnYLgDAxkfnXP33jG6i1G5W1VPLtyqtGykl84zj86uR65ey641tJJDaxgrsjlU7nU46HpT5ZhY6DSLRLDS4bRHEghG3dnrV4dM1xtvrMkWjM8UtvbSG4kUCQklsE9K2fDOryaxpAuZlUOHKNt6HFZyg0riaNntSdaUYIoHBqRBRRmigAoopaAEwaXFFFABSd6WkNABRRRQAUlLQelADCaRz+6b6UpFNY7Y2PtQ9hLcZCAZ0X+4uaudTVGP5JoW/vDFXz1rhe56q2Ajmk6UtB6VIENw5WJjnBxxVRYZbbEkbbw3LA1Yu8mBQOpNToh8obRkgUDI0mjeLdgggcg1Qt1lnuGdiwjU8ZqSUFbsqn8Q+b2qyo2jaOgropQ6nJXqdBec0E80p60YroOUKKAKXFACUUUUAFFFAoAWiigUALSd6WkoAKKKKACiiigAooooAKWjFFACGkFLSdKAA81Ew2kN6HmpTmo5c+WcfjSkroqDtIsLhlDUZwabE6+SvoBSGVAfvr+dcFnc9JNW1Jc7uDVU2qI7SO5KDnb2qU3Eajlh+FQFnnbdnEY6D1qowbdiJzjFXuZ15rVrYX1vDOHMlw22MKhNX7i4ijilZm+4hJXjJ/CsHxGyjWNHTcAfMPfpwaxFX+z9QuIbj/AEiSYSeXOkmQOOhGa9KFJcpwybk7s6TS7PRpEi1OC0jjeXLKXPP61ZfRtKW4kuGtolZx8zE9Qa4mW6jm0W0sxGfNiti5kaXYo+nrU+nQyaxd2CXU0rIbLcQrEAt61fs3bcVjsINI0qyjLxW0UYYEFs9j7ntVKytNFv7WaJLNFihnIwTgbh3HNc1aP9qOnWmoXDrZr5ozuxuIPGTUVtZmXSpDbzq8MN258uSXb5i/Wjk03DU7W70nS2b7bJZrI8a5DLnPH0NWbZbMW7SLGkazjc4bgnPrmsmC6juPBss1qjxBYmGCfmB571gW1qdTvEW5llKLp6vhXIAb1qFG+7Cx18OkaXYebNFbRxB0PmNnjH8qz4RoWnXlnJbW6brokJIhyB9ai0/fdeCJFmZiRG4yeuBXPwabZ3Fr4ft0ZtjSHzAr5Pf8qcY36gej7wU3hlK+vb86NykAqQQehBzXmd7JcWcF1YwSOLZbxUO9yMKR0z6V1HhO3ubdLtZZoniLgxrHLvCilKnZXBnTYptIM5pxrMSEpaaaq6nqCabYvO5HT5c9zRa+gWJpp4YfmlkVB7moYtRspmxFcxsfrXmGoajc6hO0srnBPC54xVVHeMhomKt6g10rD6D5T2Q80CuK8M+IpBN9ju3LBvuua7bHAx0NYThysTQgwaUUAelLipEFJQaTmkAtFJQaYC5ozTaBQA40g60UUAMh4uCD0PNWec1VRs3IB9Ks55rjq6SO+jrHUXvR/Ko2njBxuFRtcFhsjH45qVGTLc4osE4GSQB71G1xEOpz9KriLP8ArJST6GniJF5VBmtVQutTnliLbEyzRt0IHs3Wn5Bqq0SMcn71LbuFkZHJ6/LUzpuJrTrKRZOc0dDVdLnfeGNQCgHJqx97kdKzasap3DNJzmg9acMUgE6CoJ2xF9TirGRVOQ+Y+zqAc1UI3kTNqMbkiLhAD2pw6Uuc02u5HmvcXNFJS5pAJRSmgUwDFFL2o9+1AWG85rW0r/j2b/e/oKy8c1q6X/x7t/vf0FZVvhNsP8ZeooorjO8Q1k6l/wAfI/3f6mtY9KydS/4+R/u/1Na0fiMMR8BTopM0V2HCLQaSigAooopAFFFFMAooooAWim85p1ACYGaztU0tdTW33yFPJlEvHcitGj3oGjP1fSl1Wz8hpDGwYPHIOSrDvisk+FGmhuheXryz3AVTJs27VU5xiumA9aRjjpxT5mtguccmnpqXjGK6SKRYLOLEjMuFd+xHrWr/AMIzE2mXlkZm23ExlLDtkg1uADFHbpTc5PYLnOyeGpYr97qzv/IEuPMjMQfJAx36dKfd+Hpr+9hkuL8tBG4kWMRgEED161v5yeRS9DxwPajnkFzl28IhfIe3vHSSJ3YP5e7IbtitTRdHXRrI2wmaUly5YjHJrTz2pT1oc5NWYmwUYpKWioAbnmnCm45p3amAtFJRQAtFJRQAtBpKKACijvRQAUUlOoAaRxUUvKhB1bipz0qOMb7pvRQMVE3ZGlKN5oZszdIg6ItW884qCDlnc9dxFTdTmuI9AU9aSl60fhTAr3CF48ZII5GKgiaUjAkb3NXHZV5bgVXiBDMexNa0ld6mFZtK6FSPYxJOWPUmpO1KeaK6Uktjib5tWNzzThSYpRTAWg0maKACiiigAooooAKKKKACiiigAooooAKKKKACgUUCgBaKKKACkpaKAGU1uQRgHNPIpuOaAIPIb++wHoKesEePmXd9amopcq7Fc8u5GI0HRAKkUY4HSilHf6UaCu3uYOqXGmJq9nBdWhluJCfKfHANW49L0qC4aSO3hWdwcnGSc9e9ZWvzJH4i0hS4UgvkZ9q56GzEejLqIaQ3YvcBix+6W6Vso6blHVaxDo9jaie5s45TCMKgAyPwq5ZGzeVylqIjEgG4jACkZxXA6glpcWGpT3s7DUBOAq5OcZ4AFXpb/wCytqKSp5iSGJFDMQq5HeqdPTcDspNN0y4tljeCJolbcozkA/XNN/sjSp4PK+yQvEpyFX1/CuATzDa31qHCxfao1AhYlQO4BPrmup0e0TT/ABPd2sBZYPIV9hOecj1qZQstxFq+1jT9Mcaals8xCfNFDGW2r71Z0y40y/tzdWyIoA8p93BXHYisixuoNN8TaqL2VYnl2tGz8Db9aw5nMj3E+5k0y6vwCwyAVHU/TNPlGegILWG22p5aQHjGRj+dV0sNNswrxQQx4O4EdAfUc1x2vRQpcadaWLQjTmDE+ZIQjN7kUx28rTLbS7k29xIQ7LI0h2KB0AP40lS03EdvNaWMkciSxRFJTucE8NjpzT7KztLKLZZxLHGefl5z+NcDpUR1JtGgupHaHEoZVYgHHSun8Ir5VneQDd5cNyyIGOcD0pTjZbgdD34oOaUUtZkjDXDeNb0vdJZqflQZI967w4AyeleVa/MZtbuXJ6NitaMbyKjuZnOKZCXYN5ibcHj3pzuIxuc4ApysGGR09a7SySGQxTpIDgqQa9aspfPs4pf76AmvI4gXlVQMknAFetafEYNPgjbjCAGuXEW0JkWlPelJpoxjI6elG4Drxmuchi0HpSZy3T8KUjA9PWgBKKQsOBkZpTRYLBijpQGx1pGdQQCwBPIHc0gsBoHJwaN3Yj3FKOOaAsRujLIHXkimus0v38IvtUwbJ4pqyB84ZWwcHFS4RerLVSSVhFhjC42g+5pcKowBinjGKbVJLoQ2wxnmlxSU6mIaFBNRTJvdcHBHcelTd6Md6T1KTs7lErJBMZAp2ZwMd6043VlyvTHeogSD7UyKYAurEZzxmuerDqdVGpfQsnrS9qYZFRCzEY9aRJkePcvK+vasLHRdBI2xGb24qGJfk3dz1pJp45ECpyc9ulSLgAj1rooxtqzlxE09EKOlBooroOYSk70tGKADtQOvNLRigBJD8jBeuOKrW9zuPluQHHUVZ25NUprdvtKvEuGJx9amTsXDXQvHjjNaulZ+zNn+9/QVhLPtA8zhuhHvW5pJ3WrH1b+grKrJOOhrQi1PUv5opMUVzHcKelZGp/8AHyP93+prXPSsnU/+Pkf7v9TWlH4jnxHwFKiiiuw4QooooAKKKKQBRRRTAKKKKACiiigAoopcUAJSEA0ppo60gHYGKOKO1NoAdiiiimA3vTqQ0nOaAHUmaTmlxSAWiiigaCiiimJhRRRQAUCiigA70GiigBKXtSDrS0AJyajjdVeR1+7jmpAcGqInVRJHtG1ieayq7G1B2kXbYfuj6k5qZemKbbj9ymfQU/ODmuS+p32Abs4AzVJi73DASFQB2onkZboqJdmRxTo0Kgkncx71vTp3OarVtotxBCzH5pWI96m6YA6CkB70vWuhRS2OWUpPcKWjFFMgSilNJQMKWkoFAC0UUtABSUtBoASiiigAooooAKKKKACiiigAoFFFACmkoooAWiiigaCm45p1IaBMbS0YooAKKKKAK0un2txOk0sCNIn3WI5FO+xWyxCMQpsDbsY7+tWRSd6LsaKMulWU03mvaxNJ3YryadJp1pIrh7aNlf7wI61c6UlPmYMqLptlHH5aW0arkHAGOR0qdbeISmUIPMIwW74qSl4A6Um2IqXenWl5tNxbRyFehZac1lbPa/Z2gjMH9zbxVnr7fhScgdMj2FGo0UzpVibVbY2sRhByEK8UPpVg8ccbWsRSP7gK5xVwNx0NBGe1HMxkCWdtGUKQoCgO3AxjNSRQpCG8tFUMdxx3NPxS8You2SxaSlppoAU4KkGvK9ftnt9ZuA4IDNuHvXqQJzj1rE8QaCNWgDx8ToOMd61pT5ZalRZ5ow3jBAI96UfgKtXWnXVlIY5oWBB6gGrGm6LdalKqqhWPPzORwBXXzxRdzQ8J6UbzUBcSL+5iOfxrp/FSXsmjMLPzchwXEZwxXvitPTrKKws0hiHG0ZPqabqMV7NbAWMyRTZzl+lcc5809SGYWmXtlbaLcT6Zcu7Ajcl5IcofQ5qr/wAJQ17ZEzIhliu0iJhc7Tn3qSTwldzpLcSXcTXskqynC4jOARjH40+HwnNsk825QvLcJMWVcAbeoFX+76gMk8U6iGurmOyiNnb3Hlu275jyKtaNqWqXuv30cqxC0jI2jPIBGalPh1jpN7ZmcD7ROZQSOnIP9KmsdIubHWprlJo2tplAkVhyCB2qW4WdgOa8RXEI8VTRXN5cxBbUNEsTEZYk+n0q+da1LTfD9nJKYDMYyzid8MR249a2l0xG8QS6mzxvmJYwnBI5z/WqOr+HLm+1RrqC5iVZIjEwlXJX3H6Uc0dmMm07xCdQu4I0hXZJa/aM+hzjFZdvqkmp+INJnxsJ85WUHj5elWF8MXtr9keyvEWWK38hy6/eBOeBUum+Gm06SwkkuRJ9m8zdkY3butH7vWwix4g1afS4kaE233SzCV8HHoKoL4ovbyW0i0+1jd5rfziXPAqxq/h65v8AUjd21xGqvF5TeYu7aO5FO0vw6LG5t5PtCuYLfyWAHfOaI8iWoFaPxPeXkFnHZ2sbXs+7crn5V29f6VL4Nlmngv2uOJPtT7l/u89KYPC91bJby2NyqXUDuT5gypVj0rS0DSJNJt7hZZvOkmlMhOMdaJOPLoDNfvgUEU0Om/buG/Gdueadk9ayJDFApTz0oAoAMUZpaQ0AGAaY8aP1Xn1p1LStcE2tiv5IzguSv92kNuQ3yMVT+72qVkyCSSOO1RRrNJESrcLwT3qJckehrHnlsyVY1X7oA9qkHTmoYdyhtxJ571LVq1tDOV76i0UlFAhaMUUZpgAp2abnFJkA5JoBC5wahWX/AEpdwO0dPrSO3mSCNc7vXtUZEpbYMZH5VlN83um1NcrUiWUebME2DA6tW3pYC2zAdm/oKxkVlzu6nrWzpf8Ax7N/vf0FZzjyxNYT5qheooorA6wPSsnU/wDj5H+7/U1rHpWTqf8Ax8j/AHf6mtKPxHPiPgKVFFFdhwhRRRQAUUUUAFFFFIAooopgBpKWigAFGaKKACjAoooAKMUUUAFFLSUAFGKKKADFFFFABS0dKTNACmkoooAKKKKACiiigApB1paSgAozS9qaetAB1qhJb9QTjgmrskiQxl34GKqq4uUkm/hVSBWVVqxrRTci9ayB4EIweAKlxk89Kr2CCK0VfUZomZiQoOAa5Yq70O6T5VcqtCs975h/h4FWwOeKaiBBwSfrUgrtirI86cuZ3DHFHSlzSZqiQpKWkNAB1pcUCjrQAUUYooAKKKKADNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFIAooooAKWkBozTAWkpcimng0ABowaXrS0AFGKZuweacCD0oAQ0Cl70DigA79Kx/EGtJpNr8uDMw+UGtg9eOteceL7hpdaeMnhAMVpTjzSGkUZtf1O4csbll/wBkHpTofEGqQkYunP1rIlZ1TKLub0p+fl3EY4yfauvkj2NLHT2vjO+icC4RJF7+tdlpeqwapbB4W+bup6g15JDIsyB1Bwf7w5rb8NXr2urxgEhHOGFZ1KStdCaPTecc0nelAO0ZFGPauNaGdhfpSAgcHOfas3UdcstNB86UM/8AcXrXM3PjidmP2a3UL2LdauMJMaidx35FAHNcNbeOJ1cC6gTZ6r1rrtP1K21K3WWBs8cg9aJU5RHYsPFHIcOgb6jNYfiu9j0zQpBG4hMx8tSOMZPWt9TnBrL1HRY9Sv7aa4w8MIJ8o8gmlB+8m9gTOc07xHNZ+FXMTLd3NrMIck8HJ4JqWTX9fFzc25tbPfbxiZmy2Nvp9au3nhKOW5ke2kEEUpQsijAypBzV6TRN19eXHmY+0QCLHp1rV8gXMd/FF5Jc2kcCW8Ec0SuHuM/MT2U0kWt6lb3+sT3bQm0tADsGS3Tt7VZu/DN1cWFvYC6iFvGoX5kG4Edwak/4Rh/PukFxm1uY1WRGGWDAYzQnALmZaeN55fNMiW8hMBlj8rdxjs2asjXtYkhsgLW2E99zApJO1cZy35frVi28N3i2M1nNdRPEYjEm2IKR7k1PeeHnktrE21z5V1Zhdjlc54waG4XC5kaVqF3axa1PO1vFci4A/ek+WCFHTvSr4yvJdPZ4oYJblbsW+UJKHPep38H3Jgkdr7ddPcCfcY+CcYx+VSweEXRG8273SNci4JCADI9Kd4dR6FN/EOvRNfJJa2payAaVsnDAj+GtfX5BeeEprgbomaESDacEZGafNoPnyaqfNIF6oUf7OBUt9pM114e/syKYRt5ax+YR6CobjdWDQwk1m7s5LHTrfyERoEcSXTH94TjIBFPtbyS0vNemWaGOQTJtM5yoyoz0qze+G768s4bSS8h8lECtmP5gR0IqO58HtIJ2iudkhlSRNw3D5RjmqvANConjC8bTp2WK3luY7lYMoSUOR155qw3ia+sRfQ31vB9pgRTH5edrbjgZqSLwlJtkea63ySXCTEhQANvarGo+Gkv7q7n85lM8SqvGdhU5zQ+QNDFfUNXtPEUs95bxtPHZF1SLODyOtdD4f1K51G2aa4mtZAcFfIzlfUMD3qnb6DqK30l/LqIkufJMSny+F5FWdG0OXT7q5u7iZJJZ8BhGm1RiiTjYTsbobsOlL3oAHakrEkWk706m96AFxRSZooAG6YqDZIu5UwFY5JzU9JgZqZRTKjJx2GKu0ckmpBR1oqiQooopALSc0ZpT0pgJnHWoi+ThAWPvSTsViJ75qSGREhVwfqD1rGrNx2N6NOMtWR71hRwuWmJ5HpUkSARgnqeTUcY3l5CD8xzUy9KqnG2rJq1L6IdgVqaWP9Hb/e/oKyCa19K/49m/3v6CprfCVh/jL+KKKK5DuEPSsnU/+Pkf7v8AU1rHpWTqf/HyP93+prWj8RhiPgKVFFFdhwhRRRQAUUUUAFFFFAAKWkFLQNBSUtBoExKKKKACgUUUALRSUUALQaSigAooooAKUUhpRQAhooooAKKKKACiiigAooooADSUUUAL2pppc0DrQBHNEssZDjOKqRuy2uwJgM2M1fflOKo2pR5irP8AdOQK56+x1YbqaUa4jA7AVHcBAvzEg9RipS23JPTvVXeZpi/O0cDNY04tvQ3qSUY6j4uYwTnPvT6Ac0V3I85u4lFGKKAA0lLRQAtApKUGgBaDikzRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUh4NLSHk0ALSdKUUEZFIAqOaaOCIySsEReWYnoKfjiuZ8Y4eGwikYrDLcBZOeo9KaV2Bs2eqWV8zrbXMcpXqFNXFJ7iud12JdH0SW40uKKCf5UDKnTJxVGQ6s9/a6WNUkRpITM83lqT9AKtQvsVY7E4BH+FIzcVwr6pqFxouRfypeJMYIwij96fX+dR6hqetm+/s5JbppbeBWJhhDeY3v6VSpMLHfA8479cd6rTajaW1ylvLcIsz/dRuC1cppn9oXfipJbi6kik+yq8kIA4Poava5GreJ9JKqrSYfBI744pclnZhY6OaWOGFpZW2ooyxPpRbyxzwLNEwaNxuUjpiuG+3Xhjv7fU7u4Fz5UhFuyDYw7FTimXWrSwaRaR2d3dJNBbK7RwxBl/wCBE0/ZMLHoGcN6/ShiB1yB61wy3+rardqiai1tGLITsFUE7vxFLbanqervZWYvDbMYWeSVFBZ8fUUvZMLHZ213Bdqz27iRAxUkdiK4vxlpUouBexrlHHzEdqpWM2qW+gxtFPKLcXEn2iWBQzA564Irt9PMV9pURab7TE6f6xgAW/KnZ03zAtDyjOD1z70uBjFd1qHgqGeRpLaXyyf4SOKxJvB2qRHKojjtg10qrFlXRgdq1vDlo13rEIUfKrZY1atvB2o3DDzgsadzmu00rR7fSbfy4xlz95z1qKlVJWQNmlnGe/tXOeJvEA06L7NCwM7jk+ldBIwjRnP8IJrybU7hrvUZ5WOcuQM+lYUYc0tSUQyyPNIXlYs56k1HSc561nX2pSWl2q+UWQjnFdyXQ0NLvVmw1K5024EsMhHqM9ao28xnhEhUpnoKk4I96TV9wZ6foWuR6vbnos69VrYB4z7V5x4Tgu31VZolPlD7x7V6MQcCuGrFJ2RmwzS5pMcUYrNksP5UZo4xQBxigBR7UY4oxjtS5OKAEpuAR0p2CaTocYpgKeRigg46Uh9utCk55pAA4HvRSnGaRuOlABgHtTWX5s0oOR0petFgGgADGKcBSbacOKYBzRQaSgBaSiigBM80tGKMUAFFFFABRRiigAooooAKQHmloxQAmM03yULbiATUmKTvSsgu0L0FJ3opaYCVraV/x7N/vf0FZVa2l/8AHs3+9/QVlX+E2w/xl6iiiuM7xD0rJ1P/AI+R/u/1Nax6Vk6n/wAfI/3f6mtaPxGGI+ApUUUV2HCFFFFABRRRQAUUUUAFGaKKADNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABQaKKAEop2BTaACkA5paMUAAPzc9KyJ7hLedlK/MTlWrXI4qtc2sdwAzLyOlROHMjSnPlZBLqarEQ+75hxgVatpFmt1delZdyiwqoZjx1Aq3auLaBQWBjPPXkVjT912N6vvx0NAHilGKijkWRdyHIp9dKORjjim0ooNACUUuKMUAJRS4oxQAgpaXFJigAooooAKKKKACiiigAooooAKKKKACiiigApDS0GgBaSgGikAYyMVU1HT7fU7Vre6TdGeeDgg+oNW6M007AYEPhe0jtpIGuLiaOQ9JJScc5q1qGhWepGNn8yOSMYWSNypx0IyO1auKMY6cZp8zGjnZ/CFhL9mEbyw+RnaUkPU9TUs/hm0neOXzZ4plXaZEcqzD3NbvWlxRzsZkNoVt9ut7wPKssKbMhyd49/WlvtDg1HULe7lklWSDO3a2BzWtScjpRzPcDCTwxZieWSWSaZmUqvmSFtgPXFMl8I6dM4JMqDyxGyq5AYD1roMc80vtT55dwMu10OztX3RhgfK8nG7+Gq03hbT3igRWmjMIIV43IJB6jNbhFHTkUcz7ibMBfC9pHZx20M1xFGCSdkhBOeua1rGzhsLWO2gXbFHwAe/vVn73WkpNtoQpNJjPOaKKlABHPXNKelFLTAimTzYXQdSpAryXULeW1vJY5UKkMcZ9K9dqhqGkWeooRPH8394dRWtKpysaZ5Tnik2IeSoJ9xXWX/gmaPLWUnmL6Nwa59tLvluhbNbt5h6AKcV1KpFl3KajooHPoK6bQ/Cst2BcXWY4c8A9TWzofhRLNFuLvDy/3D0FdOAMAYAAHC1hUrdIibOUfXk0u9vNOgtkDxlFt406ux9a0p9et9Ojgj1GVVuWQF1jBIWsDUPD1zdeIdQ1OCORLiEI1u2eHIHIqtf2d3Pqp1C6tL8Q3UCqVt0yVYdVI9KlxjLqI6qTxHpsE6QtcbpHAZAoySD0NRDxZpJujB9o+beEzg7S3saz9J0h4daLiCRIRZJFG0n3geeDWFd+faabaaZPp8qSJfBvOKjY2W6g96FTi3ZBY7ptYshDNMJMpC/lyEdjVe58SabaXSwTTEMQDkDIAPTJ7Vy97BqENrqemxadcyST3HmJIi/IBn1qvPo0sWo3SXlvfvDdCPabdMjgdG9KFCPVhZHTwa4I73VDdTKtvbbdjZ67hVlfFGlNZSXX2nbFGQr7hhgT04rltR0C9eLUFht5ggkhZBn5mC9eKUaT9o0+V7ez1AzSTReYt0u04B7D0ocIdwsjr9O1uy1V5FtZSzR4LKQQQD7VnDW7qHXry3uzAllbQiUtghuaktrSWLxZPcGIiBrZVDY4JFZtzCz+ItUNzp91LayW6oCqZDfQ5qVGNwsWtQ8TRNp/2iwLFhKiHeuMgketX5PEOn296lpLKVlY7ckHbk9BmuUS01S506W2jgu3s0mjaH7QmHAB5/CmanbaxfXckUsF40iXSsihQIhGDwc9zV8kAsjqpfFWkwXbW8lwS6NsfAztb3NR654mstOhljWdftKx7hgFgPTPpWU2lXP8AZWvJ9lJnmn3R4HLDjmqk1teWQ1O3bTbi5e9hXy2VcgfLjB9KShC47I3rTxPafZrQXDk3Mkas6oCcZrfUhhkdCMiuBuLS6so7J7O1vY9SEKIxjTMbgdmru4i4jQSAB9o3Y6Z71E1FbCZLSmkBoqCQNJzS0UAIKXFFAzQAnSilINGKAEpaKKACkpaKAEopcUmKAHCiiigaENJTjSUCYlLRRSAK1dL/AOPdv97+grKrV0v/AFDf739BWVb4TbD/ABl6iiiuU7wNUbyzknlDoVwBjk0UU4u2qJnFSWpW/syf1T8z/hS/2ZP6p+Z/woorT2sjH2MA/syf1T8z/hR/Zk/qn5n/AAooo9rIPYwD+zJ/VPzP+FH9mT+qfmf8KKKPayD2MA/syf1T8z/hR/Zk/qn5n/Ciij2sg9jAP7Mn9U/M/wCFH9mT+qfmf8KKKPayD2MA/syf1T8z/hR/Zk/qn5n/AAooo9rIPYwD+zJ/VPzP+FH9mT+qfmf8KKKPayD2MA/syf1T8z/hR/Zk/qn5n/Ciij2sg9jAP7Mn9U/M/wCFH9mT+qfmf8KKKPayD2MA/syf1T8z/hR/Zk/qn5n/AAooo9rIPYwD+zJ/VPzP+FH9mT+qfmf8KKKPayD2MA/syf1T8z/hR/Zk/qn5n/Ciij2sg9jAP7Mn9U/M/wCFH9mT+qfmf8KKKPayD2MA/syf1T8z/hR/Zk/qn5n/AAooo9rIPYwD+zJ/VPzP+FH9mT+qfmf8KKKPayD2MA/syf1T8z/hR/Zk/qn5n/Ciij2sg9jAP7Nn9U/M/wCFIdMn9U/M/wCFFFHtZB7GAf2ZP6p+Z/wpf7Mn9U/M/wCFFFHtZB7GAf2ZP6p+Z/wpDpc3qn5n/Ciij2sg9hAibRGd9zrGx9yf8KX+xD/cj/M/4UUUvaMapRHppMiLhdgH1P8AhTv7MmHdPzP+FFFP2sg9jAP7Nm9U/M/4Uf2ZP6p+Z/wooo9rIXsYB/Zk/qn5n/Cj+zJ/7yfmf8KKKPayD2MA/s2f1T8z/hS/2bP6p+Z/wooo9rIPYwE/s2f1T8z/AIUf2ZP/AHk/M/4UUUe1kHsYB/Zk/qn5n/Cj+zJ/VPzP+FFFHtZB7GAf2ZP6p+Z/wo/syf1T8z/hRRR7WQexgH9mT+qfmf8ACj+zJ/VPzP8AhRRR7WQexgH9mT+qfmf8KP7Mn9U/M/4UUUe1kHsYB/Zk/qn5n/Cj+zJ/VPzP+FFFHtZB7GAf2ZP6p+Z/wo/syf1T8z/hRRR7WQexgJ/Zk/qn5n/Cj+zJ/VPzP+FFFHtZB7GAf2Xcf3o/zP8AhR/Zk/dk/M/4UUUe1kHsYC/2ZP6p+Z/wpP7MuPVPzP8AhRRR7WQexgH9mXH96P8AM/4Uv9mT+qfmf8KKKPayD2MBP7MuM/ej/M/4Uv8AZtx6p+Z/wooo9rIPYwD+zJ/VPzP+FJ/Zlx6p+Z/wooo9rIPYwF/sy49U/M/4Uf2ZP6p+Z/wooo9rIfsYAdMn/vJ+Z/wpP7MuB/FH+Z/wooo9rIXsYCjTZ/VPzP8AhR/Zk3qn5n/Ciij2sg9jAP7Lm9U/M/4Un9mT+qfmf8KKKPayD2MA/syf1T8z/hSjTJ/VPzP+FFFHtZB7GAf2XN6p+Z/wo/syb1T8z/hRRR7WQexgJ/Zc/wDeT8z/AIUn9lTbt37vd65P+FFFHtZD9jEX+zJ+5T8z/hSf2XP/AHk/M/4UUUe1kL2MAOlzn+JPzP8AhS/2XP8A3kz9T/hRRR7WQexgI2lzkY3J78n/AArIHgeH7eLt3aVg29UklYqD7Ciimq01sw9jE2Bpc/qn5n/Cj+zJ/VPzP+FFFL2sg9jAP7Mn7lD+J/wo/syfP3kx9T/hRRR7WQexgH9lzDGCg/E/4UHS5zjlMD3P+FFFHtZD9jET+yp89U/M/wCFH9lXHADpgdsn/Ciij2sg9jAX+zLjHLIfxP8AhQNMnHRkH0J/wooo9rIPYxD+y5+7Jj0yf8KX+zJ8YymPqf8ACiij2sg9jAP7Mn9U/M/4Un9mT+qfmf8ACiij2shexgH9mT+qfmf8KX+zJ/VPzP8AhRRR7WQexgH9mT+qfmf8KP7Mn/vJ+Z/wooo9rIPYwD+zZ/7yfmf8KP7Mn9U/M/4UUUe1kHsYB/Zk/qn5n/Cj+zJ/VPzP+FFFHtZB7GAf2ZP6p+Z/wo/syf1T8z/hRRR7WQexgH9mT+qfmf8ACj+zJ/VPzP8AhRRR7WQexgH9mT+qfmf8KP7Mn9U/M/4UUUe1kP2MA/syf1T8z/hR/Zk/qn5n/Ciij2shexgJ/Zk/qn5n/Cj+zLj1T8z/AIUUUe1kHsYB/Zk47x/mf8KvWUDW8RVsZzniiiplNyWpUKcYvQs0UUVBsf/Z"
],
"start_index": 0
}
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_417
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Carlyle G. Corbin
Conseiller Internationale en Gouvernance
1er Juin 2024
mis à jour le 01 Aout 2024
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{
"Header 1": "LE PROJET D'ÉTUDES SUR LA DEPENDANCE ÉTUDE ET ANALYSE SUR LA GOUVERNANCE DES DÉPENDANCES",
"Header 2": "L'ÉVOLUTION DU COLONIALISME FRANÇAIS UNE ANALYSE POLITIQUE ET CONSTITUTIONNELLE",
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| PA | Pouvoirs Administrant |
| :-- | :-- |
| GD | Gouvernance des Dépendances |
| DOM | Départements d'Outre- Mer |
| PÉD | Projet d'Études sur la Dépendance |
| PMAG | Pleine Mesure de l'Autonomie Gouvernementale |
| CIJ | Cour Internationale de Justice |
| ADP | Acte de Délégation de Pouvoir |
| GDM | Gouvernance de la Dépendance Marchande |
| TNA | Territoires Non Autonomes |
| NZ | Nouvelle-Zélande |
| DP | Dépendances périphériques |
| CPÉ | Colonialisme Post-Émancipation |
| FPAA | Forum permanent/Affaires autochtones |
| PAG | Préparation à l'Autonomie Gouvernementale |
| ÉAG | Évaluation de l'Autogouvernance |
| IAG | Indicateurs d'Autogouvernance |
| FPS | Forum du Pacifique Sud |
| TOM | Territoires d'Outre-mer |
| RU | Royaume Uni |
| ONU | Organisation des Nations Unis |
| AGNU | Assemblée Générale des Nations Unies |
| EU | États Unis |
|
{
"Header 1": "GLOSSAIRE ET ACRONYMES",
"Header 2": null,
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Introduction ..... 210
L'Émergence de l'Expansion Coloniale Française ..... 213
Premier Empire Colonial ..... 213
Second Empire Colonial ..... 230
Mandat Internationale pour l'Autodétermination ..... 234
Cessation de la transmission d'informations sur les Colonies Françaises ..... 240
«Constitutionnalisme Colonial» Français ..... 248
La Première République Français (1792-1804) ..... 248
La Seconde République Français (1848-1851) ..... 250
Le Seconde Empire Français (1852-1870) ..... 252
La Troisième République Français (1875-1940) ..... 252
La Quatrième République Français (1946-1958) ..... 256
Modernisation des Dépendances ..... 263
Loi-Cadre Defferre de 1956 ..... 263
Référendum Constitutionnel Français de 1958 ..... 265
Cinquième République (1958 -) ..... 270
Légitimation Contemporaine de la Dépendance ..... 285
Départements Français d'Outre-Mer (DOM) des Caraïbes ..... 285
Collectivités Français du Pacifique - Ma'ohi Nui (Polynésie Français) ..... 287
Collectivités Français du Pacifique - Kanaky (Nouvelle-Calédonie) ..... 298
Accords de Matignon ..... 306
Accords de Nouméa. ..... 315
Autres Formes de Dépendance dans les Caraïbes ..... 344
Saint-Martin. ..... 344
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{
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Accords de Matignon ..... 306
Accords de Nouméa. ..... 315
Autres Formes de Dépendance dans les Caraïbes ..... 344
Saint-Martin. ..... 344
Saint-Barthélemy (St. Barts) ..... 347
Départements Français en Afrique ..... 348
Mayotte. ..... 348
La Réunion ..... 360
Observations Finales ..... 362
Références ..... 396
Annexe ..... 375
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Après la signature de la Charte des Nations Unies (ONU) en 1945, les normes internationales d'autonomie gouvernementale pour les colonies du monde acquis comme le butin de guerre et l'aventurisme commençaient à évoluer. Les conditions d'une véritable autodétermination et de la décolonisation qui en découle ont fait l'objet d'ajustements et de modifications continus, comme en témoignent les résolutions de l'Assemblée Générale des Nations Unies (AGNU) de 1946 à 1960, qui ont contribué à un consensus mondial sur ces principes internationaux.
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Le processus international de décolonisation s'est accéléré en 1960 avec l'adoption de la Déclaration sur la décolonisation (Résolution 1514 XV ) (ONU, 1960a) et de la résolution qui l'accompagne (Résolution 1541 XV ) (1960b) identifiant les normes minimales pour la pleine mesure d'autonomie gouvernementale (PMAG). Ces événements ont encouragé le mouvement vers l'indépendance des pays d'Afrique, des Caraïbes et de l'Asie-Pacifique. Récemment, la primauté de la Déclaration de décolonisation des Nations Unies sur la décolonisation mondiale a été renforcée dans l'avis consultatif de 2019 de la Cour Internationale de justice (CIJ) sur les conséquences juridiques de la séparation de l'archipel des Chagos de Maurice en 1965 :
150. L'adoption de la résolution 1514 (XV) du 14 décembre 1960 marque un tournant dans la consolidation de la pratique des États en matière de décolonisation. Avant cette résolution, l'Assemblée Générale avait affirmé à plusieurs reprises le droit à l'autodétermination dans les résolutions 637 (VII) du 16 décembre 1952, 738 (VIII) $d u$
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28 novembre 1953 et 1188 (XII) du 11 décembre 1957) et un certain nombre de territoires non autonomes avaient accédé à l'indépendance. La résolution 1514 (XV)
de l'Assemblée Générale précise le contenu et la portée du droit à l'autodétermination.
La Cour note que le processus de décolonisation s'est accéléré en 1960, avec l'accession de 18 pays, dont 17 africains, à l'indépendance. Au cours des années 1960, les peuples de 28 autres territoires non autonomes ont exercé leur droit à l'autodétermination et ont accédé à l'indépendance. De l'avis de la Cour, il existe un lien évident entre la résolution 1514 (XV) et le processus de décolonisation qui a suivi son adoption (Cour Internationale de Justice, 2019).
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L'autodétermination et la décolonisation qui en ont résulté des territoires d'autrefois à l'échelle mondiale ont été le point culminant de siècles de lutte des peuples des colonies contre l'invasion impériale, l'esclavage, la colonisation, l'exploitation, la colonisation et le néocolonialisme par des puissances européennes particulières. Il convient de noter la France, qui a historiquement colonisé des territoires dans diverses régions du monde par le biais d'arrangements de gouvernance de dépendance (GD) différents, dans la conservation obstinée de l'empire via un stratagème visant à promouvoir l'assimilation politique, économique, sociale et culturelle. Au cours de ce qu'on appelle « l'ère des découvertes », les « Français, ainsi que les Espagnols, les Portugais, les Anglais et les Hollandais, ont établi des colonies dans les Amériques et la mer des Caraïbes» ${ }^{1}$ tout en s'aventurant en Asie/Pacifique et en Afrique. La première colonie française de l'Acadie (aujourd'hui la Nouvelle-Écosse, Canada) a été établie en 1605, suivie en 1608 par la fondation de la colonie de Québec (Canada) au sein de la colonie de la Nouvelle-France. En conséquence:
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... les territoires de la Nouvelle-France ont été développés comme des colonies marchandes. Ce n'est qu'après l'arrivée de l'intendant Jean Talon que la France a donné à ses colonies d'Amérique du Nord les moyens de
[^0]
[^0]: 1. Statewide Dual Credit World History, https://oercommons.org/courseware/8470 (consulté le 15 Février 2024)
développer des colonies de population comparables à celles des Britanniques. Pendant la grande partie de l'histoire de la Nouvelle-France, même le Canada était loin derrière les colonies britanniques d'Amérique du Nord en termes de population et de développement économique. L'Acadie elle-même a été perdue aux Britanniques lors du traité d'Utrecht en 1713. ${ }^{2}$
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Avant la cession de l'Acadie aux Britanniques, l'expansion coloniale française en Amérique du Nord s'est poursuivie avec l'établissement de la Louisiane en 1699 et la création d'un vaste réseau commercial qui s'étendait du sud de l'Amérique du Nord jusqu'à ce qui est aujourd'hui le Canada. L'achat de la région de la Louisiane par les États-Unis (EU) a été achevé en 1803, la France ne conservant que Saint-Pierre-et-Miquelon jusqu'à nos jours. À partir du XVIIIe siècle, les ordonnances royales définissent le système de l'Exclusif par lequel les territoires d'outre-mer sont placés sous l'autorité de la métropole Français. La raison d'être du colonialisme français était - et reste - de bénéficier à la France.
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L'analyse actuel examine l'évolution de l'empire colonial français en accordant une attention particulière aux territoires administrés par la France en Asie/Pacifique, dans les Caraïbes et en Afrique qui restent, avec les territoires d'autres puissances européennes et nord-américaines, comme les « vestiges de l'empire». Dans ce contexte, la genèse des différentes formes de Gouvernance de Dépendance (GD) Française est examinée, et l'évolution ultérieure de ces structures politiques et constitutionnelles de GD passées en revue dans le cadre du maintien de l'autorité unilatérale française dans le cadre de la projection de puissance géostratégique et géoéconomique contemporaine.
[^0]
[^0]: 2. The Latin Library, https://www.thelatinlibrary.com/imperialism/notes/frenchempire.html (consulté 12 Février 2024)
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Le premier empiètement français en Amérique du Nord au début des années 1600 a marqué le début du premier Empire colonial français. Une telle expansion impériale s'est avancée dans la région des Caraïbes avec des colonies territoriales établies sur la partie nord de la côte sud-américaine en 1624 dans ce qui est aujourd'hui la Guyane administrée par les Français. Une colonie française était également créée en 1627 sur l'île de Saint-Kitts, dans l'est des Caraïbes, qui a été partagée avec les Britanniques jusqu'à ce qu'elle soit cédée aux Britanniques (avec Terre-Neuve, la Nouvelle-Écosse et la baie d'Hudson) dans le traité d'Utrecht en 1713, mettant fin à la guerre de Succession d'Espagne. Au cours de cette période, l'île de la Dominique, dans les Caraïbes orientales, a été colonisée par la France dans les années 1690 à 1763 avant d'être transférée aux Britanniques à la fin de la guerre de Sept Ans conformément au traité de Paris de 1763. Les Français ont également perdu leurs autres colonies en Amérique du Nord et en Asie au profit des Britanniques.
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{
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Auparavant, le territoire insulaire de Sainte-Lucie dans les Caraïbes orientales avait été colonisé par la France en 1660 avant le transfert de la gouvernance aux Britanniques en 1663. Par la suite, l'île a changé de mains entre les deux colonisateurs européens une quatorzaine de fois avant que les Britanniques n'en prennent le contrôle total en 1814 après la chute de l'empereur français Napoléon Bonaparte. La Dominique et Sainte-Lucie sont finalement devenues des colonies britanniques avant d'obtenir leur indépendance en 1978 et 1979, respectivement.
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Au cours de cette période, des colonies des Caraïbes ont également été fondées et administrées par le secteur privé français, notamment la Compagnie des Îles de l'Amérique sur les îles des Caraïbes de la Guadeloupe et de la Martinique en 1635. L'histoire retient que « la demande croissante en Europe pour le sucre de canne a entraîné l'expansion française dans les Caraïbes avec l'arrivée des premiers colons français en Guadeloupe en 1625 et la revendication de la Martinique par le roi Louis XIV en 1658 » (Smith, 2023 : 6). L'invasion française en Martinique a été fortement combattue par les habitants autochtones Kalinago (Caraïbes) qui ont finalement été vaincus dans la bataille avec l'imposition de la domination coloniale française qui a suivi.
Cela a été suivi par l'importation de missionnaires jésuites dans le but de convertir les peuples autochtones à l'Église catholique romaine. Ces développements marquent le début de la période de la Gouvernance de la Dépendance Marchande (GDM), l'île étant gouvernée par une succession d'entreprises privées françaises dont les principes avaient inclus le clergé français.
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Dans le même temps, les autochtones Kalinago (Caraïbes) avaient continué à résister à l'occupation de leur île en refusant de travailler comme ouvriers dans les plantations de sucre et de cacao françaises créées sur les terres volées aux peuples autochtones par la classe marchande française. En conséquence, le roi Louis XIII de France a publié un Traité des Noirs (Code Noir) par proclamation de 1685 comme « un recueil d'édits royaux» (Smith, 2023 : 21-22) autorisant la capture d'Africains pour être introduits comme maind'œuvre esclave en Martinique et dans tout l'empire colonial français dans les Caraïbes.
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Map 1 The French Empire in the New World (Mercator projection)
Dans Colonialisme français, le professeur d'histoire de l'Oberlin College, Leonard V. Smith, a écrit que « la Compagnie des Indes Oc-
cidentales semi-privée a envoyé deux navires au royaume ouestafricain d'Ardres (dans l'actuel Bénin) pour établir une base commerciale, c'est-à-dire principalement le commerce des esclaves » (Smith, 2023 : 6). Le Code noir français était en quelque sorte considéré comme « relativement humain (pourtant) il est devenu l'agent d'une grande brutalité entre les mains de certains coloniaux français » (Franklin, 1967 : 66). Ainsi, les plantations dans ces colonies ont été construites et maintenues par la main-d'œuvre gratuite par le biais de l'esclavage avec l'enlèvement forcé d'Africains du continent. Selon Williams:
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],
"start_index": 0
}
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
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Le monopole du commerce négrier a d'abord été attribué à la Compagnie française des Indes occidentales en 1664 puis transféré, en 1673, à la Compagnie du Sénégal... Le commerce triangulaire a fourni un marché en Afrique de l'Ouest et aux Antilles pour les produits métropolitains, augmentant ainsi les exportations métropolitaines et contribuant au plein emploi (en Europe) (Williams, $1970: 137$ ).
Ainsi, l'avènement du commerce négrier transatlantique et de l'esclavage a lié l'Afrique et les Caraïbes dans l'exploitation française des peuples autochtones des deux régions. Il a été souligné que «le sucre transformé à partir de la canne transformerait l'empire français aussi profondément que les lingots avaient auparavant transformé l'empire espagnol, (et que) les plantations de sucre, de café et d'indigo montraient le mercantilisme dans ce qu'il a de plus vicieux et de plus rentable» (Smith, 2023 : 18-19). Il a été noté que « pendant le XVIIIe siècle, les Antilles représentaient $20 \%$ du commerce extérieur de la France» (Rodney, 1972 : 85).
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{
"Header 1": "Carte 1. <br> L'Empire Français dans le «Nouveau Monde»",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 849
}
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Source : Nations Unies 2023.
La Première République Française (1792-1804) a été remplacée par le Premier Empire Français (1804-1814, 1815) avant la Révolution française de 1848, inaugurant la Seconde République française. James a affirmé que la Révolution « au cours de sa courte période de succès a aboli l'esclavage dans les colonies françaises » (James, 2012 : 46). Cette évolution a précipité d'importants changements dans la gouvernance des colonies, par lesquels le Premier Empire français a été « techniquement aboli» en vertu d'une nouvelle Constitution française avec la proclamation que « le territoire de l'Algérie et des colonies a déclaré territoire français».
Cette manœuvre politique d'annexion impliquerait un certain niveau d'égalité politique (Smith, 2023 : 50). Dans le sillage de l'abolition de l'esclavage, les zones périphériques telles que les îles des Caraïbes seraient régies par « des lois particulières jusqu'à ce qu'une loi spéciale les place sous le régime de la (nouvelle) constitution » (Smith, 2023 : 50-51). Ainsi, une nouvelle forme de Colonialisme
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{
"Header 1": "Carte 2. <br> Route du Commerce des Esclaves d'Afrique",
"Header 2": null,
"image_references": [
"img_ref_22"
],
"images_base64": [
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"
],
"start_index": 0
}
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Post-Émancipation (CPÉ) a été initiée dans les colonies des Caraïbes, constituant une inégalité politique importante.
Entre-temps, la colonisation française de la Martinique et de la Guadeloupe en 1635 et de la Guyane en 1643 avait été encore élargie dans le cadre d'une colonisation partagée (avec les Pays-Bas) de l'île de Saint-Martin en 1648 et de la colonisation de la plus petite île caribéenne de Saint-Barthélemy en 1648. Cela constituerait finalement le maintien et la modernisation de l'empire colonial français dans les Caraïbes au XXIème siècle à travers une série de réformes coloniales projetant une forme d'assimilation politique et culturelle acceptée à des degrés divers par certaines élites politiques. L'évolution de ces réformes est examinée plus loin dans cette analyse.
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{
"Header 1": "Carte 2. <br> Route du Commerce des Esclaves d'Afrique",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 1116
}
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Cette première incursion française en Martinique a entraîné la réinstallation forcée des autochtones Kalinagos (Caraïbes) du côté sous le vent de l'île, à la suite du nombre croissant de colons français désireux de confisquer davantage de terres indigènes dans la région. Cela a précipité une nouvelle révolte du peuple Kalinago qui a finalement été vaincue, ce qui a entraîné une expulsion des Caraïbes dirigée par les Français en 1660 dans le but de nettoyer ethniquement l'île de ses peuples autochtones. De nombreux Kalinago ont été tués au cours de l'expansion française sur l'île, et ceux qui ont survécu ont été capturés et expulsés de l'île. Beaucoup ont fui vers les îles voisines de la Dominique et de Saint-Vincent, d'où ils ont ensuite été expulsés vers l'Amérique centrale après la conquête britannique de ces îles. S'ensuit une nouvelle expansion coloniale française dans les Caraïbes:
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{
"Header 1": "Carte 2. <br> Route du Commerce des Esclaves d'Afrique",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 1912
}
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La possession coloniale la plus importante des Caraïbes n'est apparue qu'en 1664, lorsque la colonie de Saint-Domingue (aujourd'hui Haïti) a été fondée sur la moitié ouest de l'île espagnole d'Hispaniola. Au 18ème siècle, Saint-Domingue est devenue la colonie sucrière la plus riche des Caraïbes. La moitié orientale d'Hispaniola
est également passée sous domination française pendant une courte période après avoir été donnée à la France par l'Espagne peu après la perte de Saint-Domingue au profit de la France par la révolution haïtienne (1791-1804). ${ }^{3}$
Coïncidant avec l'exploitation coloniale française dans les Caraïbes pendant la période du premier Empire colonial français, l'incursion en Asie et en Afrique a été:
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Coïncidant avec l'exploitation coloniale française dans les Caraïbes pendant la période du premier Empire colonial français, l'incursion en Asie et en Afrique a été:
En 1664, la Compagnie française des Indes orientales a été créée pour concurrencer le commerce à l'orient. Des colonies furent établies en Inde à Chandernagore au Bengale (1673) et à Pondichéry dans le sud-est (1674), et plus tard à Yanam (1723), Mahé (1725) et Karikal (1739). Des colonies ont également été fondées dans l'océan Indien, sur l'île de Bourbon (Réunion, 1664), l'île Royale (Maurice, 1718) et les Seychelles (1756). Au début de la carrière de Napoléon, l'Égypte a également été conquise pendant une brève période mais la domination française ne s'est étendue qu'à la zone immédiate autour du Nil. ${ }^{4}$
Sur une période de plus de 350 ans, les Français ont progressivement étendu leur contrôle sur le Vietnam, le Cambodge et le Laos... La Compagnie française des Indes orientales, une organisation commerciale créée pour développer le commerce et propager le catholicisme, a pris pied en Indochine en 1668. Par la suite, un modèle s'est établi qui s'est poursuivi pendant des siècles. ${ }^{5}$
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La première expédition en Inde a eu lieu en 1667 lorsque le premier poste de commerce a été établi à Surat avec une autre usine construite à Masulipatam en 1669. En 1673, le canton de Chandernagore, près de Calcutta, fut créé la même année. La France acquit
[^0]
[^0]: 3. Idem/
4. Idem/
5. Digital History https://www.digitalhistory.uh.edu/ consulté le 3 mars 2024.
la région de Pondichéry du sultan de Bijapur, établissant ainsi la colonie de Pondichéry (1674). Les efforts visant à transformer la colonie en une grande ville commerciale ont d'abord été infructueux en raison du conflit continu avec les Hollandais et les Anglais, mais ont ensuite commencé à prospérer. Les Français ont par la suite acquis les territoires de Yanam, Mahé et Karaikal et ont étendu leur influence au Bengale dans les années 1700. Cela a été suivi par le retour au contrôle britannique final en 1757.
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Les intérêts coloniaux français en Indochine ont commencé à la fin du XVIIe siècle avec la Compagnie française des Indes orientales qui a établi un réseau commercial en Asie du Sud-Est destiné à répandre le catholicisme par le biais de missionnaires amenés dans la région. Les Français ont organisé des missions et des ports de commerce de la côte vietnamienne et ont finalement établi une juridiction coloniale par le traité d'Hué de 1883 entre les Français et l'empereur vietnamien, accordant à la France le contrôle total sur le Vietnam. La France a fusionné ses colonies en un seul État connu sous le nom d'Union indochinoise, ou Indochine française. En raison de sa situation géographique et de ses ressources naturelles abondantes, la colonie est devenue importante pour les intérêts géostratégiques et géoéconomiques français en Asie du Sud-Est. À cette fin, la France a pris un certain nombre de mesures pour favoriser l'enracinement de son système colonial:
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Les Français n'avaient pas seulement modifié le système politique du Vietnam, mais avaient également changé l'environnement social et économique au sein de l'Indochine française. Paul Doumer, en 1897, devient gouverneur général de l'Indochine française et commença à former des départements pour contrôler les finances, les douanes et les monopoles, les travaux publics, l'agriculture et le commerce, les postes et télégraphes, et d'autres organismes d'État pour maintenir les services civils et internationaux. Doumer organisa trois monopoles basés
sur l'opium, le sel et l'alcool. Sur la base de ces trois articles, la France a appliqué une lourde taxe sur ces articles pour les Vietnamiens et a confisqué les biens si les impôts n'étaient pas payés. Ces taxes ont été utilisées pour aider à gérer les coûts administratifs de l'Indochine ;
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Les pays de l'Indochine française, en particulier le Vietnam, ont bénéficié pour la France de ses ressources naturelles. Le Vietnam produisait du riz, du caoutchouc et du charbon. Le gouvernement français en Indochine a commencé à exporter ces biens et à utiliser les villageois pour augmenter leur travail et augmenter les taux de production afin de répondre à la demande. Le Vietnam est devenu le troisième exportateur mondial de riz derrière la Birmanie et la Thaïlande. Les fabricants de pneus tels que la Michelin ont acheté des milliers d'acres de terres au Vietnam pour utiliser les paysans vietnamiens pour aider à travailler pour ces entreprises de pneus en produisant du caoutchouc pour construire les pneus et en retour, les paysans pourraient garder leurs terres bien que sous juridiction française. Les agriculteurs, les paysans et les mineurs de charbon, tous vietnamiens, étaient sous-payés et surmenés pour soutenir les entreprises manufacturières et commerciales. (https://www.pacificatrocities.org/blog /the-formation-of-french-indochina).
Le colonialisme français au Vietnam était particulièrement brutal, comme l'indique un article publié par la revue Truthout:
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Le colonialisme français au Vietnam était particulièrement brutal, comme l'indique un article publié par la revue Truthout:
Dès le début du colonialisme français au Vietnam, toute forme de dissidence politique a été accueillie par la répression. Les livres et les journaux jugés subversifs ont été confisqués. Les militants politiques anticoloniaux ont été condamnés à mort ou emprisonnés dans des forteresses insulaires. La violence grotesque ne ferait que s'intensifier. Après la défaite des Japonais dans la guerre du
Pacifique, la classe dirigeante française était déterminée à rétablir son contrôle sur le Vietnam. En 1946, le Premier ministre ordonne le bombardement de Haïphong, tuant 6 000 Vietnamiens. Ce n'est qu'en 1954, lors de la bataille de Dien Bien Phu, que les forces de libération nationale ont chassé les Français du pays;
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La violence faisait partie du tissu de la domination française. Les meilleures terres agricoles étaient concentrées entre les mains des colonialistes et de leurs collaborateurs, laissant la majorité des paysans vulnérables à la famine. Environ 2 millions de Vietnamiens sont morts pendant la Seconde Guerre mondiale ; Il y avait une famine malgré le fait que les greniers étaient pleins de riz. Les conditions dans les plantations de caoutchouc et dans les mines étaient décrites comme de l'esclavage. Les tentatives d'évasion se heurtaient à la faim et à la torture. Dans une plantation Michelin, 12000 travailleurs sont morts entre 1917 et 1944 ;
La France ne doit pas être synonyme de «liberté». Comme pour tous les empires coloniaux, son histoire est trempée du sang des peuples opprimés du monde entier. Et son bilan de violences se poursuit;
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La taille du territoire revendiqué par l'empire français aux 19e et 20e siècles n'était surpassée que par celle de la Grande-Bretagne. De l'Afrique du Nord à l'Asie du Sud-Est, du Moyen-Orient au Pacifique Sud, des millions de personnes ont été subjuguées, réprimées et assassinées alors que les dirigeants français s'efforçaient de s'assurer des ressources et des marchés pour les produits manufacturés et les investissements rentables;
Ce n'est que face aux luttes de masse héroïques des colonisés déterminés à conquérir leur indépendance que
la France a finalement été contrainte de céder le contrôle dans les années 1950 et 1960 (Walsh, 2015).
Au milieu des années 1700, les conflits coloniaux successifs ont commencé entre la France et les Britanniques et ont entraîné la disparition temporaire d'une grande partie du premier empire colonial français. Il s'agit de la guerre de Succession d'Autriche (1744-1748), de la guerre de Sept Ans (1756-1763), de la guerre de la Révolution américaine (1778-1783) et des révolutions, guerres française (17931802) et napoléonienne (1803-1815). Par conséquent:
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Les Britanniques ont conquis non seulement la Nou-velle-France, mais aussi la plupart des colonies antillaises de la France et tous les avant-postes indiens français. Alors que le traité de paix voyait les avantpostes indiens de la France et les îles des Caraïbes de la Martinique et de la Guadeloupe restituées à la France, la concurrence pour l'influence en Inde avait été gagnée par les Britanniques et l'Amérique du Nord était entièrement perdue-la majeure partie de la Nouvelle-France fut prise par la Grande-Bretagne, à l'exception de la Louisiane que la France céda à l'Espagne en paiement de l'entrée tardive de l'Espagne dans la guerre (et en compensation de l'annexion de la Floride espagnole par la Grande-Bretagne). La Grenade et Sainte-Lucie dans les Antilles furent également cédées aux Anglais;
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Une certaine récupération a été faite lors de l'intervention française dans la Révolution américaine, SainteLucie étant rendue à la France par le traité de Paris en 1783, mais pas autant que ce qui avait été espéré au moment de l'intervention française. Un véritable désastre s'est abattu sur ce qui restait de l'empire colonial français en 1791 lorsque Saint-Domingue, la colonie la plus riche et la plus importante de France, a été déchirée par une révolte massive d'esclaves, causée en partie par les divi-
sions entre l'élite de l'île résultant de la Révolution française de 1789. Les esclaves, dirigés finalement par Toussaint l'Ouverture puis, après sa capture par les Français en 1801, par Jean-Jacques Dessalines, ont tenu tête aux adversaires français, espagnols et britanniques, et ont finalement obtenu l'indépendance d'Haïti en 1804. ${ }^{6}$
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À la fin des guerres napoléoniennes (1803-1815), la France récupéra la plupart de ses anciennes colonies des mains des Britanniques, notamment la Guadeloupe et la Martinique dans les Caraïbes, la Guyane, plusieurs comptoirs commerciaux au Sénégal, la Réunion dans l'océan Indien et les petites colonies de la France en Inde tandis que les Britanniques (rebaptisés « Royaume-Uni et Irlande » en 1801) annexé les îles caribéennes de Sainte-Lucie et de Tobago ; et les îles de l'océan Indien des Seychelles et de Maurice. Pendant ce temps, l'évolution de la présence coloniale étendue de la France en Afrique a été mentionné dans les bibliographies d'Oxford :
La présence française en Afrique date du XVIIe siècle, mais la principale période d'expansion coloniale a eu lieu au XIXe siècle avec l'invasion d'Alger ottomane en 1830, les conquêtes en Afrique de l'Ouest et en Afrique équatoriale pendant la soi-disant
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ruée vers l'Afrique et l'établissement de protectorats en Tunisie et au Maroc dans les décennies précédant la Première Guerre mondiale. À ceux-ci s'ajoutèrent des parties du Togo et du Cameroun allemands, attribués à la France en tant que mandats de la Société des Nations après la Premier Guerre Mondial. En 1930, l'Afrique coloniale française englobait les vastes confédérations de l'Afrique occidentale française et de l'Afrique équatoriale française, du Maghreb occidental, des îles de l'océan Indien de Madagascar, de la Réunion et des Comores (y
compris Mayotte) et de Djibouti dans la Corne de l'Afrique. Au sein de cet empire africain, les territoires d'Afrique subsaharienne ont été traités principalement comme des colonies d'exploitation, tandis qu'un modèle colonial de peuplement a guidé les efforts de colonisation au Maghreb, bien que seule l'Algérie ait attiré de nombreux immigrants européens. ${ }^{7}$
Pendant ce temps, l'incursion française dans le Pacifique a été évoquée dans un dossier de 2010 sur la Polynésie Française préparé par la coalition politique de l'Union Pour La Démocratie de l'époque :
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Au XVIIIe siècle, des conquérants, des missionnaires et d'autres aventuriers étaient arrivés des Pays-Bas, d'Angleterre, d'Espagne et de France dans une rivalité pour le pouvoir typique de l'époque. Le statut de protectorat français a ensuite été déclaré unilatéralement sur les îles du Vent et Sous-le-Vent (connues collectivement sous le nom d'îles de la Société) en 1842, et en 1889, le reste des îles a été consolidé sous le contrôle de la France qui a ensuite renommé l'ensemble de la région en Les Établissements Français de l'Océanie. Cela a coïncidé avec le renversement du royaume souverain d'Hawaï par des mercenaires soutenus par les États-Unis la même année;
L'annexion progressive par les Français de certains groupes d'îles entre 1880 et 1888 s'est produite alors même qu'un traité signé en 1880 entre les chefs spécifiques des îles et les représentants français était interprété comme un accord de nature bilatérale, et qui devait respecter « les lois et coutumes tahitiennes». Au contraire, cependant, la gouvernance coloniale formelle par l'exercice d'un pouvoir unilatéral a été systématiquement introduite et institutionnalisée, avec la loi et les coutumes
[^0]
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[^0]
[^0]: 7. Voir French Colonial Rule, Ruth Ginio Jennifer Sessions, Oxford Bibliographies, 25 février 2016.
françaises prenant le pas sur les normes tahitiennes. Il convient de noter en particulier l'autorité des tribunaux autochtones sur les questions foncières dont les pouvoirs ont été progressivement retirés et qui « ont cessé de fonctionner entre 1932 et 1934 quand les tribunaux français ont repris tous les pouvoirs liés à l'administration des terres». ${ }^{8}$
Un aide-mémoire de 2011 sur la réinscription de Ma'ohi Nui/ Polynésien français sur la liste des territoires non autonomes des Nations Unies a fourni un résumé instructif concernant la Polynésie:
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Un aide-mémoire de 2011 sur la réinscription de Ma'ohi Nui/ Polynésien français sur la liste des territoires non autonomes des Nations Unies a fourni un résumé instructif concernant la Polynésie:
Au 19ème siècle, la France s'est emparée d'une partie de la Polynésie dans le Pacifique qui est devenue connue sous le nom d'Établissements Français de l'Océanie (EFO) et plus tard connue sous le nom de Polynésie Français - à une époque où les Espagnols, les Allemands, les Britanniques et les Français découpaient la région en colonies. L'annexion de la Polynésie fait suite à la guerre franco-tahitienne entre 1844 et 1846, et à la guerre des îles Sous-le-Vent entre 1888 et 1897. La France procède au remplacement des tribunaux traditionnels et impose la loi d'Annexion de 1880. En conséquence, entre 1880 et 1940, la loi française a pris le pas sur les coutumes locales, et il y a eu des changements majeurs dans le système foncier qui ont vu la dépossession de nombreux propriétaires fonciers autochtones. ${ }^{9}$
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L'évaluation de 2013 de Ma'ohi Nui (Polynésie française) a révélé que la colonisation reflétait le conflit mondial qui prévalait entre les nations impériales, se terminant souvent par le transfert de
[^0]
[^0]: 8. Voir Le droit du peuple Ma'ohi à l'autodétermination, Dossier sur la Polynésie Française préparé par l'Union Pour La Démocratie. (Août 2010). Voir aussi Intervention conjointe des organisations autochtones du Pacifique, sixième session de l'Instance permanente des Nations Unies sur les questions autochtones, New York (2007).
9. Voir l'Aide-mémoire sur la réinscription de Ma'ohi Nui/Polynésien français sur la liste des territoires non autonomes des Nations Unies, préparée pour l'Assemblée Générale des Nations Unies (2011).
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la domination coloniale d'une puissance à une autre, en particulier à la suite de la perte de possessions coloniales par l'Espagne après sa défaite dans la guerre hispano-américaine de 1898, par l'Allemagne après la Première Guerre mondiale et par le Japon après la Seconde Guerre mondiale (Évaluation, 2013). Nic Maclellan, analyste chevronné du Pacifique, a noté que « l'ère coloniale (initiale) a vu l'intégration de secteurs clés de l'économie insulaire du Pacifique dans les marchés mondiaux et les réseaux de transport avec l'exploitation des ressources naturelles comme un élément central de la relation entre les îles et leurs puissances coloniales souvent enfermés dans une source majeure d'exploitation des ressources sous l'administration coloniale. ${ }^{10}$
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Une étude de 2013 sur La Décolonisation de la Région du Pacifique, préparée par Valmaine Toki pour le Forum Permanente des Nations Unies sur les Questions Autochtones (FPQA), a fourni des informations importantes sur l'incursion coloniale dans la version particulière de la Doctrine de la Découverte perpétuée dans le Pacifique et son impact sur les peuples autochtones de la région. (Toki, 2013 : 2). L'étude a été commandée à la suite d'une table ronde du FPQA lors de sa onzième session en 2012 intitulée La Doctrine de la Découverte : son impact durable sur les peuples autochtones et le droit à réparation pour les conquêtes passées.
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_456
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| Territoires non autonomes (TNA) | Autonome |
| :--: | :--: |
| Samoa américaines (ÉU) | Îles Cook (NZ) |
| Guahan (Guam) (ÉU) | Niue (NZ) |
| Kanaky (Nouvelle-Calédonie) (Fr.) | Îles Mariannes du Nord (ÉU) |
| Ma'ohi Nui (Polynésie Française) Fr.) | |
| Wallis-et-Futuna (Fr.) | |
| Pitcairn (Royaume-Uni) | |
Source : Projet d'Études sur la Dépendance (2024).
10. Maclellan, Nic. Colonial History, http://www.abc.net.au/ra/carvingout/issues/colonial.html (consulté le 15 octobre 2012).
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{
"Header 1": "Tableau 1. <br> PACIFIQUE NON INDÉPENDANT (2024)",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 0
}
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_457
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Source : TEARA - L'Encyclopédie de la Nouvelle-Zélande (2023)
https://teara.govt.nz/en/interactive/36846/colonial-control-in-the-pacific
Le rapport de l'ONU-FPQA a souligné « les effets néfastes de la colonisation et de la doctrine de la découverte sur les peuples autochtones, ainsi que l'appel lancé par le Forum Permanente aux États pour qu'ils rejettent ces doctrines comme fondement de la négation des droits de l'homme des peuples autochtones ». L'étude « a mis en évidence l'élan en faveur du droit à l'autodétermination et à la décolonisation parmi les peuples autochtones du Pacifique et a tracé les liens fondamentaux entre la doctrine de la découverte et le
processus de colonisation» (Toki, 2013 : 2). En mettant l'accent sur l'évolution du colonialisme dans la région du Pacifique, le rapport rappelle:
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{
"Header 1": "Carte 3. <br> Contrôle Colonial dans le Pacifique Sud (2001)",
"Header 2": null,
"image_references": [
"img_ref_23"
],
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m1C1uZHGf3WGO1hntXQeIb+6j8N2oilCXN2gUZz1IBqCHwpqt5BZLd31t9mtiMRrb7SePWq/iaO7vtY06xsZBEbWQOGZdwziquwSiMu21LSLzRp5bkTG5cIUGeBtzWhrd69xruk2ceQzvmQegxmrNr4ev5r+3vNVvUuDbkNGqIVxxj6VFrugX1zq66lYXcdvIeMPHuxilqDUWRNJM/iz7JA3yRAGQntkf41narqYluZIFvi8yfeEZIFbOieHZ9P1O7vLq7E81wiruAwB+FZUPhDU7d54or2FYpSSS8W49eOatXIaRpeEby7v9K864I2jIXI5POK3Lp9icDNZ+iaSdFsI7MuHKZ+cDAOavyjdxWqZhJa6Ge+oSoOI+PWiDULedtqzAv3UVb2RkFSM5qgdBti5mCMjdcg4qrozsy3NeC3254zU6yBkDDvzWJcxSTEJJlUToTVyKUmNUi+YqKegOOhoF6DhhioYyz8MMGpgNtJrqCfRjVhQHJHNKAFIIHQ0pNLjKGhDcV0MTxDJK9m4iUnPGfSq3h6WGOIRFx5n9a2zBkkMMj0psdhEk4l8sAj0FXzKxz+zbnzMvADbVKefYasTSCGIlT+dchqOrTGfYgwjHG89BUwV2OtU5I3OgjvYnk2eYN3cVpqwCjHOa4LTAlzqb+W5yoBJzXcQR7Yl56VdSHKiMLW9pdkjGmnpQcMetOAyKxVzpsRdDTx0pCvNOC1QWaIirbqeue9OoNIV2N70pbik5pMUDAE0oJpKUUDuLk+tApKA1Ar3H44pppwOaCKLhYYaO9HenbaQCUoNJ3pcUhi5pN1BFJtp2AN1GaTbRtp2AXNGaNtGKAA0lFFAwp1JiloEKKKTOKM0DIgvzE0/OKKRqSYlsOD5pkkUcjDeoYD1FIODTsmkJNoje3tm/wCWS/lUsUMCDKxqD9KaEJNKPlo5r6M19q7CTwQ3I2yxqwyD8wqaWCC5i2SRqw6AEdKizuNO+7S5SVNh9nhJUSRqwXpkUOkEsqPJEjMvQkUu/IppQk5osHOSXDRTKUdFYH1FRvBBJYi3aJGiUghCMj8qNuDSbscU+UfOVLPSdOt7kyrZxBs5G1AMVb1GytdSVVubdZADkZAOKciZfdT3O2lYrnditbadZWMolgtY43HG4KM/nTp7C0uphK8ETSj+IqCaeWyOtCdc5oSJ52x721vuR/KTenIOOlIcsxNIxoBxTFcQrzS4p2RSHrTExM0uaTFLQIM0UUUAFFFFABSUtJQAUUUUAFFFFABRRRQIOKKMUYNMAp1IKWgYlIadTaACloFHNIAoo5oFAwooopAJRS0UwEpKU0lAgooooAKKKKAClpKWgApRSUooAKKKKACjFLRQAlFLSUAKvWihetFDEdMa58bV5ArfJ4NcK5uEyVupMZ6YFccqTnsd8qig9TbMn0/OlBBFYa3lwn3lLj171Zh1KMnaTtP+3xXHUw01qUq0WauQBmhlUxlmOOM0RGOSEkMrHHY1U1K5FjptxNJwPJcD3JHFZxTWjNFZ6mbpnie2vdfl00DLREhSeMj/ACa1rfUobzUp7ZOfKO1vY15mscmlWWn+IWJ3uoWTP+0f/rV0Xh66Ftpus61guzyGRR6rj/61bptLQdjsbi4itnVHmVC3QEirIlVQjMymNhwSe9eXQ/a9asGvCssk0yboiB/qz2rpdRS7tvBtqJW/ex43spz261MoOWrGdT5iCXYzAFj8pHORTXVBMyhUYqMk5/pXmc2vXpuNL1IMyWKSLDIM9feuu8MxzXsl1qErkrI7BPdM8UKTgJq5oeXIbhmSXgclcYxWbqWv2mnXixtGZLo8FUTdx2remRYiGTBJ4NcT4RUXEWo6qwEl2J5IwpPICscVvGrcxdNmxpvioXN2lpcWskTSHCBUJz9a3ZJFRggILkcDvXHaX4h1O68Qz2F3ZQxSIAdysdyjPFTaPcT3XjG+eVnMUESsPfrmumM0yHTaOoEkbyNH0mTBYe1QQ6l9q1Ge0/hixzXPeHr83uq6pfyyEREFVB9RnNM8NXLfY73U5iAj71DHt6VdxWOlmuIhII2dACcD5qnSJWXI5HtXnEFi48Pyave3ku7edqnAAyeK2bnW7rSPBCTupMxIRiOoyaOdE8hvSSQeeIldPMJ6buRV0FY4t85CoO5rztbK/lto5LZZDdF1PnOOMZ5rf8UaukcMOleU0t1IOgXPSlzqwOmbFxNazqQjJgehzms0k2j7rb5wSAa5vw6jL4vELq4hSJ98YHG7jBrrPKEUrlfuGTK/SnFtilFImtp3k+V+HHWreM1RT5biST+8c1MJiOe1bLY5mtSx5eTS528VFHcBwSnPanp+8qWNDs5qXI21ATtp6HJ60h7kU9uZEK44NYtzpSeQ0OBg55rqAy7cGqssUbAgVpB21MqtFSWpyPhfSmt5J5HGC3A+ma6sOY4z6VAqiDIUcVV1G5dbN/J5YU3U5nYzhSjRhoUNS11LJ1GerYNatre+eiMvQ98Vwd+gJjN18sjHrWvpU91PcAhmECD5f9ut5U4qNzgpY2cqrizs6XOKggZig3c+9SllrlZ6yndC0Ypu70pw6UgsJim4p5pKB2G4pcUtJQKwhpFXJpw689KrXuoW1igZm61SVxxi3sWSCp4oLHFZkfiSxZfmYVImt2U80caOMs2KUqb3NHTki6DzUmeKb5RblKc8boo/vHpQvMyUWNJoL4pQPlww570m1W4FGg7MTzKUvhc0qxqTjvTvLVuBQmFmRrJuNOB5oeNY+V60+NFYZPWndBZjSeKjDc07Iyd3ANAVQeaVw5WJRTzHgZqItg0gJRSGmB6C1MYppe1M3Um6kO5LikIpw5FJQS2MxSgUoooEKDgU1xmlpM0hiIMU5uaTNLmmA1RinbsCjNNYUAP6imMhpy0rPgUncBiyBOtVbjUYo/vuo+tLOpkXAYp7iuW1vS/3bSNNJJ7EVrCKb1OfEVXCN0bi6vbPJsEikn0YVowuHIxXn1lHbCaBYIyJd43cV3VruRxnpVVIJbGWGryqK8jQ2E008U7zcimsc1gjuYmaXvSBaWmIWiiigAooooAKKKKACkNLRQAlFLRQMSiiigQUuKBRQAYNGKWjNNCEozSE0A0mNC5pueacRSY5poYopRRigUhBS0cUhNABijFANL1oASkpTxSZpiENGKM0ZoAMUUmaM0ALijFJmloEFFLSUDClpKWkMKWkp1ACUUUUAHakpe1JQAq9aKF60UMR0pHBFcaUrszXHg81FFtXOnERTtcrtEwOVJBprQrKCJVGfWrmM0eWCc10ySaORPlehnK01kcx/wCrHWte5gj1bR4o3+65DE+1VZofMQp2otbloCtuVOAMA54rzq1BbnbTq9CW/wBAtL3Sf7P5MQGBVmx0C0tNAGngtsMexj3qYOwOR0p4mbPPSuBtxOuLujmrXwklpMscGpXyQL0VX4+lbmoafDqOlGwmlcR9NwPNWGkUn5RSKwLc9KftNAZlXnhjTLvRrfTnZ0hhIYFeCx6c1pWkaWlqkMA2xoAoHqBT32HgjI9KkjAPAHFQ53BXJUdCmWC5965WfwnCLiae1vbm1MpJZI22ryck10jow6CmsflGTzQp2HZmRpnhuKwnkuVuJLi4lUK0kxyTjpzWfP4Sb7dJPHfXUfm/K/lHjFdWJVCD1qCabC4BreFYzlcw7DQdPsNL+xC6b7xLFm5OTSf2XbppbaXEzeSDkMvOTWjIbdQWIG4+lQxsu/K12025HPNlKfToLjShpZ5RWBBPqOatX2jDU9KFm52occjrkVJ5YLll+9ThJOvGePerlTZHtEZem+FJ7GUt/aN1Kv8AcZvlpureHDf6nHfy3bwtEjLmJsHmtQ3FyOARg+lNVVAOWc7uSC2aiNNle0Rk6NoS6bPPdLPLK05yXkOTWrK3bsOlTmRfLCqOBUDLmuiEbGE6lxq8ipth8o01Y8VLg4Aq2Rcy7R2USgZ4l/StWGRZB+76jrVO4hESsyfVqiEhs0jmz8khxisupSNQj160pBRC3aqpvFEgU9+RViaVHtigIJI7GrXvDgrsq/2pbRtiSeMH3NDatZHpdRfnXm95JL9pmHzDEjdT2zVXzJeckmt1S0OpYdvU9WguIblTtkV/dadJaowI7Vz/AINkMkD7uwrqCw6VnypM5asdbM5fU9Ce8vIZAMqp54rWgsYrOBERQAB0rTRgMj1qpdZUbhyPShzk9Dm9jSg+awglCjPaq0mqWyziLzVDnsTXOahqc11LJa2bbZB1Y9BWdaWs1+vl4K3kZyWPer9npqcssU+blgj0GIh1BpxfBxWfpkdwsCCXO4DFXwpzz1rCWh307yV2PByKWk6UtIsD0pgPNSEcVGF5qkJij5mxXJeL/kgjHTLV1o+Vs1yvjEbreEgEnzPSrpm1BpPU4oSkcZNaGlS51G2IJ/1gqn5Wc/I3X0q3pSYvlJU5U5HFdLasehJwsejTxXtxpwNpMivjODXM6XJrmo6pdQ/aotkCgjk9a663ultdLM5HCqSR+VYXgyGT+zZ71lxJJO4OepGeK8+XxHE7GrDepaTW1ndnM0pxkfSpVv4BqD2g/wBaB0rmr/Ura38byHUZPJhiQGNznGSKm8NSR6l4h1PUUffbsqiJgD2qbsVjpIL+2lvri1Vh5sGN/wCNMt9Vtbi7njiyTCPmxXE6nLe2fi24FjGzy3hABHYDrW3f7/C/hhpLeLfOSN0jDOMnmldjsixL4qs4pC0sUiqGC5bpk1paxqENnojXKEBnAC/jXm99FBqKQLa36Xdw8qO8cakYweevFdb4xBe0s9NhQh3kjbGOgB5oTZTjFF+21GPT/DNpd6hnzHZYyPcnFXtUvoNPSLzOrnA9+cVzHjB4oZLG3mk2W6srtkHqGzUV7rFv4i8YWQt5Ve2SJ8gA/ezxVJvYmcbK52QLPGGB4qPaCaslh5QAGKqk4NaI55+QxxtFMDZNSn5hURlRDyKG0JO24/ApwTNNV8nIHFP3+lFiXJPYkHTFBFIv1pSaChlKKQnnpRnFACmmGnjk0jD0pisNp2KFGTTmG2gdhMUGlX5jTylADAKPL3UvSl34oQNXImiGOaqTWiyg56VeY7qTKgc0XaJlBNWZkw6RBFJ5iIN1aKxEDmori7SAElgB61Bb3yXEnyyqfxqtXqzOPJF2L2MdDSrRH85znipGXbUWN7oSkpaQ0AKKKQGlxQIKKXFJQAUUUUAFFFFAwooooGFFFFAgoopDQhC5xSE00tQDk07iFxml6CnEBVzmojMhFF7hs7Cl6UNUPmIWxmphg9KAUkx2aM00EbsEVM0Q27hUspIjzTc80p6cCm00DHinVGCacGJoEK1R085ph4piFFFA5p+2gBlJTiKTbQIBS0mDRzQAtLimtxTQ5zigdySijmikMUUtIKKAFpKWigBO1JTqbQAq9aKF60UMR0x71xw612J71x4Xmoo9TpxHQdmnrgn0pNtG3LAZArVs5LakUlwIZORmszUHBcSiB33dg5WtSKSAXMhlZMJxyw5rL1nUY02QxkbTzlTnisZu6sdEFY1NOlmjjVfsjKrDu+7FaDAY4Oax7S/xEpRGYY43KRxVqC9M04RhjNefUpPc6oT6FwD2qRfcVL5Q9RSF1i/hzXI072NURkjONtTKQi7s1SfWbRZfLYkP7jiqGqao9nCZojE+f4d9a06Lkxymoq5tzXkMSAsy5I6Z6VQivY7m42Ky/nXLRTPeuZcYRuozViK1EMnmROw9q7fqWlzl+tK9jrSqr3BNV5EZs9qy4tUaFhvG6teG4S7iBXANcs6LgzoVRVFZGFcB4pSTkirELDaDWrPbJJGVxz61hvFJamSVslF7V3YerHqctWlJFrzNpyKXzGbvUcbiVsVN5eK7b32OKzT1FAY96aVxTwSO1IdpPLAUrGj2sIop4WmpyaUuVOAuRSJsOxTh6mnKOhIPNSMYCNrSqh9zilzIpQZWlj8wj071lX1pNNeiJSfLUbgK3cKFJRtw9RzVc5aXO05HGaUbMbTSKbwhEAb72Kou9xZu7+SXXbnOas6rHI08eNwXPLdhUQuHRSjKHU8HPcVashwbWpwFzIXupWAI3MTiowTtI255r0FNKsbk5Nsqk+hNOfw1bx/NHFwa3VRWOyNd2sU/BYK28hIxxXTNw3NZVn5dlL5aqFHucZrTlcMA2CM9z0rCUlc46l5SuBfBwKjuFZoye2KniCMvDK+P7pyalVQ6EYqeaxDptrU46fSXS8F3AOSf3gHcV0FjaW8LebtBfHJxU7W5PABqZIxFEcjmrdTmMadGMXcDtJBHAqOVlXkOD7ZrI1DUuJo42+aMHP5VzFlNesovHmJTqUpqldXIqYtQfKj0CMh13Yp4qrpk3n2ccp43LnFTM/zcCs2dClzK5LTDTl5FBApFDAcNzTbiGO5UKyqcHIyKeRSqQDTTDYhSytI0w0SZ/wB0VEYLVXysaD6KKvllI5qF1XHAocmVzMYFSaMxMPlIxirNtHBbw+RAu1ck4+tVEO1ulTbsHcBU7gpMWWGFrhZZoIyRwWKg062itYEMcUaIhOflGKjM4bgjNAcDtS5SubQdMLc3CTPCAyfdYDmnuY54jHIq7W6qwzUbFWXBFIh5p2FzDbbT7K2KlbaNNucEKM1YmSKSVZyoMighSRnANNK45zTTIOnWqSQucSe1t7giS5RXYdMrmoFjtxIGigjRl4DBADU5l45HFRqQTwMVMo6g530Jg427az9Rvo9JtHvZjlE61blOzBrB8ZkN4WuAe/8AhUVJcqN8PTVSsoMzo/idpLLnA5GcYpV+KOhDO5Mn6V45HGqxqMdqjljXnCjpXn+3lc+n/smjbY+ldPmj1Kyjuolwki7x9KmijTcd0i/nWX4WkMPh+wiLEI8C5/Kuf8RRGwvrSKG9lRrq42YC5xXoQqXVz5irThCTS7nZmIEna4J+tKkbZwRWTb2i6JE97eXckiCPPIxUA8WNEYnltWW1kfAl2nIHrVc5mqZ0TRIq5YhR3J7VEiqQT196zPFl0y6AfIcK1wo2NnB9f61HZasgNtZWS/aWCKZn5Krx6/WjmH7M2RhQTjNGAwzjArIv/EUVreG2t1WaVRllbgDiptH1ldSimZ1EbxqSR2o5hezZohF6qwPqB2pSVK8isHwy89yb++lceU5PljOehqjd+M3tZt0lqqw7wpOfmPOOlHMP2bOpU4PSn7weKqajrVtYaal3gNvdUA9dxqpqmrrp8sS7NzSsAB7E4p3JcTSbrUZqQjA560wiqM2JnFRyPgU801sYwRTW5LvbQ5Ge0bVbmVZJiIkYjaDjNQXGn2+lxLPCZFZCX+Zyc+1aV/pF4ZjLaNtyckZ61DBot7NNm8kBTqqjpmtk1Y86alz7G9p94bi3jlII3KDWiG3CqUMQhiVNvIqzGeKylY7ad7akqjimvxTs4pjcmpNAFSCoxTwaQ0LTTS5puaBi0UmaXNABRRmkJoAWikFOoAKSlptAC0lFFAhNtJjBFSDpUUlRrcZW1a7+y2Mko5KjpXAN4tuA7AW5Iyf4q6vxCxbTZh7V5qwUGvSw9KLjdniY/EzjU5Ubp8WXHUwkfjXY+G9SbUbBJWGCc15gdpXqK9B8Er/xLIwO+aK8EloTgK05VbSOpMqQxmWQhVHc9KmSRJ7bzkkXZgnOeOK5fxsHksYNMicq9zzuXtisKz1KaPS30K2eQSQId8jDjpnk+9ea3Zn0kY3O/sLiK+jkaNgwQ84OalMYOcH9DXMeBoWsPCwuZGVWnVmJduAR6Vj3fia+tJAftDvmVVAC8HJpc4Olc78JxyKYIWZ+CcfSsfxHq13p2lwvbojXksiKqM2MgnBpVu9Z0y1e81RUWMKdqo27Jx60c4vYmyIj5nXj6VJsXPJ/SuOu9S1l9FXU42WGOQjaCecntWlqOqT2fheynnz584VD9TRzj9kbzKvYj2oWMsPSue1HUXsbPSUPzSTzKrc8gHrT/EHiFrPUI9OtyBKVBZj2FPmD2SNtoj0GSfpSldgwxwTXOaLrNydcls53aRRFvVwOM5qq/iK9v9XkgWRbNY2KYlYKGIPUZ60cweyR1ypketKYs8g/pVKW5uLfRnlmeOOfadrbxz71yEXia9TVrGDzZJhcy7WBTAAxng0cxPsjvVVehqGVAp+XP5VzfiHWru0u4LKJfKjk6zHpyK0tIN8U3TTpPCRwysD/ACpp3E6djUAyuc02nY568UzdzjFMhoWloI4puaYh1LSZpaACm06m0wFXrRQvWikxHTGuU211Zrl1GcVnS6nRiOg3BoI9akKgU01oYJFZrO0kbfJbRsSeSRVeawtsDyoETa2eBV+jGapJDbZWdiw2jIUdBVbBhfeOtXGXB6VC65pSgmrCUpJl2G7DRZd8e9TrfwIMl1NZSQbxg9KQ2iRnLDK+1ccsHd3OmNdpF+S0srtjI8SMD3NczqmixGQ+S2BnoBWhJAwJKXBVf7uaakLA5Lk10UsPyszqVrqxXtLYwwBPSrOwgYqXHHApypmulytoYpJq5HHCp+8KkiZ7SXzOdvpUyxZp7AONmKwqwUkOE3F6GjbTrcKDnmob+FZYmjHU9aoLI9ocryPStCB1kAcnLHtXlypunK6O+E1NGKVe3IGDVyOTcgPU1pSwKwJwDmse4jksnMhBwa6qOJezMalK+peLKFwwIJ6VmTRSSScEgVWkluGf7TCrnZ/Cx4NSWOoNcTGGddjCu5PmVzltY0YEO3HpSSXoiO0pmprfG488etJNFHu7UNBcm83NhLJGpLhSVA71wVu9rqN1L/bOoS2rFyETIAH512M91c2MTPb27TgDlVHNYF5qEWrxujeF7h5ihHmFB8p9a55bnVC1jb0+0i0PS5JjqDXMOdykkdMdKqS+JZo2W4NmRbMOXI/WoLrw/dw+DkiHmMwYOIx1xjpVR7rUNZsrHS4bCe1CFRM8y/KR3HFJNoppGt4pu1Hh8vC2Guk2IR6n0qC7nTStJsU8tZrmaNVC/wAWcU7WtPurq50u0SLMNvMGZgMDGCKr+J7S6sdTstSt7Wa5ihI3LH2AFVdkpK5BYahdDWI7O5i8nzMbfqe36Vp33iOS01c6TBAZnCBiVGcZ9aqafDd614gGpT2skNvAivGrD5i2Mf1qbQrW4bW9Q1G5t2VnURrkehIFQ2y7IzI9eOotJFFZF7qEkkkcda1tD1231TTZZrkCNYyyuG6DB7VS0iwuLTQrq9MLLO8sgCjrjdTE8Pzf8IPNarG6XUjM4z9c0JsNCKLxLLBHJdW9kFtgccA5IzjNdDqWuQ6foS6nGPMVsYXuc1yCTX2o6Muk29jJGSdrSbeOOtaep6beJDpWnrBI9ucmRgOARjFPUbSRaTxPdR3tuk1myJMDjcOa6e5cSW4ZRhj0Fcvqkdze+JtNjEbLFCh3nHU44rpC5OwNxgVa0M5KMlY4nULW5tr6S4RDIshyy/4UaLYyGaaV0dYpD8qOOldjMImbBUcU3YijIHNdKqXVkeU8KufmbEtYRDEFXgDgCpcLjHeqT3ixS5chR71iyeIs6sIUwwJ7VHIzo9tCOh02cCmlqSJjMATxmlK4bFQ9C73G7jThmnBKfswKE7FcjYwGjOaa8scXLsAKrPqMAPDiq5GyHOMd2WwmT0pxWqsV/E5wHFWt4YZHINTZxdmEZqWxEVxSVJIrBdwGaYykKCRzTsN3E60pyOakWP5QTQ0eeBzSuCTI/MJ4xTguaVI2J5FPUHJ4p3HykUi8UyMfMM1NyxIIxTQuGzSbJUbMjvshRiuf8VLLN4bmRI2Y56Ae1dNIvmdRSAIy7GXI9KmVPnVjehW9lWVTsfPH9m3wAxaynj+7QNMvW3E2sowp/hr6HW1s162yf980x7azXgWyc+1cbwjT3Pe/ty/Tco6GrRaHYFlIKxKCPTisrU7VtS8Z24Zf3MCrIG9+a6YIF5UYUdBSZj3bvLG7pnFdkaa5bHhzqpybZmeLYpbjRQ1uGaOMkuij5iOOgrInubnxL/Zun2drPDFER5rSJtOMV14bcMEfLT45Y4OI02k+lTyMqNTQ5LxXpM+sXul6PEZljib55gOR8vH8qm8MR3OlyzaRJbspiGRMvSTPSuknm2uJNp3jvTYrn94W2kE0uUPbI8/EIs9dv2vra+lLYw8Me6ukjjhi8PXF3aRXC+cMFJFw1b+5d27DZPUinM6NEUIO30NPkY/bI49re+0nwKqWiyC4Vs4UfMMnJrDlsl1RrWGO3vnnLBnmnjx0PPNel5jddrDJ9xUYkVJAF3ADsOlHIHtUjmvGsLw/2eY7eWW2jwXWNcnINVmu5Ne8VWcqWU8NrBEwPmpjJyCK7J5BIcMM0xnRflUEH1pqLM3UTHyMroMYzVcA+tOEeD1zSOcdqtMxa1HBc0vljrTYyaex44ouKxHIvGKYE2fNjNSNwuaoarqRsLMyhcn0qkQ3bUsSzRouXYLn1p8EkUqho3DD1FczBZ3Gt4mllKRHoq9a3bS0W0jESZAHr3ptJEU5yk720Lre1IBSqMDBGaU8CoubuPUSlpBS0xCGiloxSAaaKXFGKAQlFLijFAwFOpAKWgBDSU6kIoGkJSGl5pMUEsep4pj80vIoIzQMyNWszc2Ui9yK88l8O3jMxVSQDXrLRBhg96akUcQP7sGt4V3HQ4a+C9s+a9jyJNAvD/A35V3/AIStHs7GIPnIzkVtkRMSBEB+FPijWMYUYFKrWclYnC4L2U+bmuZdzplzfeJLO73L5EG7KnvmrOtaLvsLtLJI0muHXc30rQQY5zTvNywQ8iuRq560Z2MDU/Dd3J4Qj0q1cLPGQQT0IByRWYnh/WdQjtUuLW1gggYMPLJLNg+9drLI0SmTrXNweJ7q712TToLVmMbbXcdF4qeU1U7lrWtKn1TxDZTgJ9kgjYMB1DZyKv8AiOzm1HR/s1uUDg5wxwKnnvbOzIS5uY0k9CcZolnT+z5bqKTfEkZYEHg4FOyFdnBaiNZCafpd3FbiNZVb922TgGuj8U6NeXtja/YGVjbyK4jc4BxU2lXcOq2KancJFGoGVZhzitODVtOuQoS8jJ6gKeposO7Obt9K1zUtUt7i/t7SOCPBCxsSRUviDw7ey+II9XsoLadlQJsmOBxXSXN9BaoJLhhEOxaks7+2uZMRTB2HOB6UWC9jL0yz1GCOWWa0soJZBgCJjWJqug6vrTSW93punjIwtwCS6e4967S6v4bV/wB/MijuGPQVkxeIku/EMtjbYlhSESb155NGg7szPFOi6hcaZpkVk3mG1YeZFI3DgLjmotO0DVJdas7y8it4IbfawiiPtXTNqthFIwe6UYznc1SGYSruQ5yODnORVKJLkc7rMGq3Nw0J0/T7qzfAQTE5B7mrPh/Rn0bSBDKQshJPlpyo+lbJkwgGMGoWJc5JP51SjYydRCIp654p+2lHC4pM1RDdxGqPvUh5pu2gkBT6aBTqYBTadTT1oAVetFC9aKTEdMa5bOK6k9K5bcAM1lTOqv0F3Gk5qvd3YhhLc4FSQO5gPmAZrVxZzknFGPSo4zkc1KOlAhhWk8sGpDQKEMhddo4psrP9nyoyallHFMd/KtXOOdpxVN2VydzNtLhbjcCBuHFWRGVGSKpx2htx5wPX5zWmz+YqkdwDTjUVhuHUjCA1IqYpFXFToKTZHWwKtIy1KBSMKehRGAO4zUP2eeF/MilVc9iuambjpUZdvSplCLVgVRxeg03t6h+cCQeirion1SDGJ4HUn+8c1P5rbcbaidA3VRWCw6TNvb3RlTNO8Ustip4I6nIrKiga8vvMa5CSA8gZFdE9qF5Heov7KijbzFABPNdUVZWMm7l+JQluiBs4HWnLs/iYfiajiXCgVHeaelwFZmIx6Eim3dErRl+CVV6rkVaREJMsY2npWHFOIbhIWCrHt6lutaEmoW1rA7l8YG4Z7msmaxkZFnr99f8AiKSyW3zDGcE8Vuz6lp1hMBcSIjk9MdK5jwc6yvqV47ruecng5+Ws7UrabS7+4vv3V9bnLFWlAKj0ArJm6sdzd3cEWnSXsbZjVS27tVfS9Q+16W91duhjwTgr2rn9cv4F8JxRRBo1vgEVW6gntU+oagNI0jTrKONS06rGzO2McUmxpI2LPUtNupCkM+JGOFxxkirU13ZWEeJpRGXOFye9ef2lrM/ivT43mQqkgdhHg8H6Vr6lBHq/jJLWTc0FkiStg468VKbLaR01pqVhdCSO2nRinLJjnmludVsbJXSSUBgP4ua5TSooV8a6i9hn7KkCYGerc5qpo8ltqP8Aal3qLIJOVVC44wfSm5MSijf07X11LWdQhtIo/IhVSp2jknrU7eILBbnymkUEHBJ6ZrD8KRQr4cvL0sIPOLJ5h7ckCsW209tPnitLuCO7WRyVkWbnrnPWmpA0j0TzIgo2AEnndRNJvINRuiReWsS4GBxnPamNnIrWxyt2Fwd1E27y/k+9T1GRzTmjDDrTWhk9dDip47+81KSKdgkIPGB1rYsNOS2CkIrH+8V5rVfTIZWV2TJHvT2ZLddqqFxWznzKyOdYZRd5MI+CBUvFUvtkYfrg+9PW6WTJUggdcHNZyg76m8aq6FpT83WpJWCx5zVZCSc0TMTHzUuOpXtHY5TxXqUlvZjyyck461xiapdFfvt+ddP4uAFoCfWuNikyvTivRopcp85jJzVRmjBrF0jg7j+demW19Fa6ILu4faiqGJ/KvJVYb69I1GJ28B3aKODCD9OlYYyKUbo7MolKVVps6SbWNPtNEa/lnVYgB8xH0qC71ayh05LsyjZJ90461wkxfVdJEIYfZ7JAx9GJxWlosb65qlrbHH2axO4+je1edCTPpJQS0O7byfs6OzYDAEHOM8VHHjG6MbgOvOa5HxDq9peXa2NqZXktx84XIA9OaTwZdXRj1F55D5CYKAnP1qr6kuK6HRx6mlzqVxaRkEwEBvbim2N+t5eXMCkYg4Y++M1h+GlR31fV1bK3GWBPsP8A61Hhxlg0XUdXc8XWXye2AQP5UcwchtWl/HfzzLE2VjYL09s1aLRHG1hk9BurmdJjvv8AhClvbcgT3K7nGOc8j+lZGiyw3E8VrPczRXqEHDKQDj68U7kygd82QCCORUQ4bNWPLKp8xy3c4qJhxxV6mGxHJNgUxJix5FDKxPSnLGRTSM3Jt2JgwPWo5XCjPYU0lhVe7dhaS/7uaE9SkmzLl8UpEzIVztOMimp4stDy0bZB4Oa4e4Yi4kGf4jTc5U11ezurnoQw65T1Cw1FdTj8xOR2q6q7h0rnvCAxpSc/xGuiSQq54zXNNHHOFpWFCMnLLgHvmldAxG05+hrk9Y1OWbxJPp0t8bS2hVWB2cOSPU1saJo9xHdLcJqYnh/iXFRz6FeyNHy5Aw4pzKQeRzWTrPiCTS76aHyFkEfcnHFX9L1e21PSTqBUKFUkjd9aXMN0ix8x7YqNjzXOv40ga1F2tq/2cHDMcinN4xhiMcr2zrayMEVyO5OKOcXs2joycLkdaRAz9RVbU9Qg0uNXlHmNJyiKeTVbS9ejudRWyuYzb3DKWCH0FPmDkZpNuQ8CkySOaztc1k6dcLGlvvJGeTjvRpGtW+qwyNGCHjfYwHOD9aE7kuDNA9MVRv7VbuHy24FaAVtgJFRSDNaoynHSxnaShhheM8BScVohSeRTEiweBVpcKpJ9KTCmrKxGsqKMMRmgsG6Vy2san5WqRQRNyW+f2FbNjdpKu0OpP+8KbptakQxMJScL7GgKWjtS9RWaNmJSimk0BqYrDqKTPNLSGFKBSUZxTELSGjNGRSGFFHFHFABikwaWimAmKb3p9JigLCg0hbIppo5pgNJ5o3GnYz2o2+1FyWmIGNPXBPvTccUijB4pMaJbmVYrR3Yj5QTk9jXNeCMSXOr6m7LvuZQVPoMf/WrdvNOt9RtHgnGQ/o2Kg0jQrXRrea3t0KRy/eBbdms3Fm8ZJI5TV4bqz1i8u7uF7uzkkypRwNo/E1qalqNtb+FIXtC8aXJEQV23Fd2RVuXwfpxbzGSRlznaZCRn860LvQ7W5to4pACI2DKOwxS5SnNGNe6imi+H7LTFgLzFBHtBA55FYQhmXxJYWhKKVAchQOBmuz1TQrbV40WcEmM5BBxUWneGtL0u5+1xROZtpXczE4/M0coc6MfULb+2/GosHlbyIYjIQGPY0miRRQ+Nrr7KXMKQlMFsjOTXS2+k28V/JfBT5jKVLZ7UzTdPtdMuZpYYiJJW3MTzRyDU0cxphi1vWr+TUpGEcRKhfM24wetTeDbICDUL9JAoMrRIW/uqeOtaVx4Q0q5u5LmRXLyZJAcqOTmr8ek2sWmSafHHsgf7yhuv40uUbmjiRayaRcGLUbWW4gupT+/SQYUHnpXoUTRG0jMWcbBjP0rCh8L2FnNFIEdijZQO5YA/ia3SeMEAEDFXFGc5JjSx28io880+kIq0YMTJoFGKKYhwp2KYKdmgYUUE0ZoAKbTs02gBV60UL1opMR0zdK881PWIIYCISzSY4wK9DPSuPaxszAUa2Uue+K5lWVN2Z3VIORydpeT3LxM7ZLHmM9BXVxTJt2Kytjrg5qiumw2Ia4dQAAeBTNNVIoXlCbUc5FdSqc2pyyVjWAxT1NQCTIqRDVWMyak4oBpGNZ31KBhuGKq3WWTygCT2xVoOADn0qpNvj1OFkGUcBT7VNZ2gOmrsnkh3afsGDLtwQKp2z4UI33l4rdMUaHKHJxWDfRtb3Ub9nfBrjoVbysdU4WiW8jp3qVKpoxL57VZVq9Ll6nBzWZNRSA8UZqWir3AqDTCopSaBUlEZGKMU8ikxVpkMiK80uM8Gn4pQKu4iLbinEF8A/lTivNPAGKkZn3ek29y6sw2MO4qafTLW7thBLGJFAxknFWH+brTeaTGmQafodnpSsLeJUV85A75qBPC+kfaGuDbR7yc4yea0txIxTMc1m0aKQ+fSrO9S3EkSstu25FP8J9ar6ppdhqpjS6gR1jOQCauIxRcDvULrk5xSsPnsQ2Hh7S9Mu3vbW2RJGULhT6VNDZWkWoXF8iKJJ0EbKPQVInK4Io2Ac8VSiDqBZ6fbWRkeGNRv6471jXfgvSrq9a6MYQsckLW2spUgCmu53U+VNCUyH+yrJNJOmrAv2c9U7Gqlv4Y02xkSaO1jLx9Dz3rQLMDxTd7njtS5Ug5xY4wAOc4pStKuFFBYVaI5rjc0B+cUhIpB1pMFYkLsOg4rntYN6yt9n4PvXQqctg9KZNCpGcA1VNpMyxEHNWTPNlluvOaO8nk3FuFUdq63QbZ47N94+82R9OKgGk+ZrAmdfkHFdHFH5SBVHFb1JqWxyYXDTpt8zCMYGD1okjLrgCkGTJk1aiw52jrXJJ6noxitjnNY0D+1LfyixT3Fc+vgAou1bmQ/8BFdhrl9NpqIU27icfP0qt4Z8Q/2tPPC0Z82NckqOPSrjiHHQyqZfCpqzmYvA5SUZmZvYjGa7f8Asrz9HNhIxRHUKxHPArCbxFdXWqXEVnZ71jO3cemQSDWlpHiNbzQzqMwRIonZJD9OKmrWc9GaYbBwoO6C08KRWegS2CEky53ysOcZqbw7o9to2nfZbaQzDcczHqawdY8V6k+k3FzFAUtgAAT1610PhVXh0OITcscvk+9ZR1OqT1Mi68GXH9pTz2+qzW0dz/rNqqf51f0zR7Oz05rNbzcCCGlbGTnvWnreo/Y9JnlJG1VwefWuE0H7FqFjE9xe3XmuxyqkY68UmUkdZbaDb2+gLpltO21gcyLznNB8OKPD8WlCVliTqwHJqG4vBpl9p+lQElp1JyevFWZdWb/hKLbTVzh4nZseopC1FudDkbSIbG11Ca08oDYYgMtj1zWbaeGdt/He6jfSXUsYwPMUAfpWfqmp6u/jWC2tCQixsSoPBxW1qmvGygtFmhMlzORuQfwjODTQWNiRHK5UDB5qtIr8YAqtqOseTq9rZR/KZU3lfQZqhrOuS2mspYWkPmySRlhV8xlKnqbipkY4zUTRyow4GKydA1ebUZ5raeMRzJ2Haqmra9dWE0gURFE67zzRzgqR0nl5FV7uINbSqOpWm6VfjULNZ07jnHTNWlKsT6073JejPKrnTrs3EhEMhG49FNMGnXh4EMmf9yvVHGM5ohXJzgYFdUauhr9YaaSMPwrby2+mqkylWBJ5GK6AvHCpmOTt5wBkmmyKZAdmKZBHKrgsee1c0ql9CXGo56xZy2o63omoFk1TSrp5UPDeQx/lU3haG5sotRuoFeO1kX/R4WGCPw611c6CXc7KAx9Kjt3EJ6D8qlRCTtKyPNWv/t9pJLfQ3z6gWYEGA7euBzW6kMuneA0ijhYXDMqkIMnBJzXZNHEcy8EnmhWUpgjj0o5UDm7nIaxayw+FLLS4Y2+WRC5C843c5/OrPiG2El5penRKTEg3k7eMqciunb96mD0qNlQuHb7yjANJRKdU5LxFcTWfi7T72RJmso7d1k8tC2CTkVJbGTXvEn9rRQuttbwOiNIu1iTgjIrqcLICMBvrQsghARY1X6UOAe0PObq/me6vTqQvZJldhDEkG5Mdua6XwXbtbaXIfJMRmbeykd63yUZh8o+tARw4P8NNKxLncmZlMfoaqspNSSAlsChVxwetWnYxlqCDatZusy3KWb/ZgS5HArUdSFyKiZcrk009bkTV4WONt/D819I11eE+ZIu0jFbem6HDYOHVRurYQHGFobcozVTqN6HPSwtOm+YCD3pA/aqd1qcNohMrgAetNtbpLwBoWDA9CKSg0rs29rC9ky8eaTBFPVGAG6hgPWo3NBnNOFGKWmAGkpw5oIoCw2nYpMUxpNpoC9h9FIrbuaMigVx3NFKMEU1jzQO4uaQmm5o3CgdxadimZo307C5kONFN3ijdmlYLi0mKWl70AwVitKzsaMCk4pgN8xweMUCRxTsLSHA6UgE8wng07flcdqZSigLilyE2jpSea+MYpaUYoC4nnPjFI0jYp5xio+M4NAXGCRumKcCadtGKToaBXHA06milzQAGijNJnmmAtHNFLSASkp2DRimAlFLjikoGKvWihetFJiOmPSsJlRE8z2/Wt2ucnuRawyyvygGMV51WHNJHpp2RzFxfy3MzwzTxIB1GDmrFtNC9uYo23BOhqhdWz3G6TbuctnjjIptisiXbhbdkjPq2a9KlTtE4KstTZiOauR9BVaNAF96tRDpVvQyJgDTHBFTDimNzWT3LWxGNveolUtqisf8AVKn61JjmiI/6RissQ/3ZdH4zT42g96zdWiElo7D70Y3CtEcHn0qCeFpYHQfxfyryqEuWod9WN4mNFMot19SM1NFKG6VUFu73BhXORT0RoZ/LYHIr11iE9DzpUGjRVuOadmoM5708Gtk7oyWg+lxQOaeBUs0T0G4pCKeRTcUITGYpRmnYoxVXEAHFB9qKCaLgNxmlC0UUNgOxRgGkFKDSAX2pcZpKM0gF6CmNSk0mM00IjLYpwyeabj5sVJP+7tye+M0wir6DgNw601kI5yMVxdz4m8qRgCeDio4/FhYEE1qqV0dCw7ep22cjI5phBIqloGoLqMbgdVxWi8DBxhx/u+tZS00M3T5WRKjNTwpB5qwkGQDuCqeMmhoSBk1KYpRfQgzQCSeTxT/JZjxxS+UVHNPREJPqV55Et03uQq+tLBdJOm5G3L6069gZ7QlcE+9V7ONhBhgAfahNFNOxbXBbPrRGWSZjk4x2pFjKICamjj38kUmkELnDXQvH8QTvcabf3iFf3axsNoOfetPwnpl3pem3M8ltLHczOwET9QueK6p4gMEgA9jikMhznFYuGp0qbSOV0uxvNM8KXzCGQ3kkshAzzy2R/Wqt7odynw9u7OGOUTSZfyx1JJBNdqclfaofvnafuiq5BOocPdNqGs6Xa6cmk3cKEBZHYjbxj/Cu6hCwwJF2VFXGMdBUQcR/IgAAOelIXK8tQkyZSMnxebm70f7Laws5kddxHQAGtfTtLsobSJEgiRlAydvOaQjeODwaljkKcDqarlDnexyuti8sfFcGoCwnvEjVlQQ44zUnhtLubXb3U760lhbcBEsnZSBmusCq3zNgn3pCEGcDr1pcpXPochFLeaf4zuriXTrmaCaQ+VMhG1VIHX8qk8UrdR+JLLUIrC4urZIiHSLruzXSOEONwyB0oQKARjIPrSsLnZzdhBeap4s/tS4sZ4IVjYIJACef8mptFs55Nf1C/uYXTYzJCW7rW+SYxhRwakXcEwSMHnpRyh7V9Tk9L0zUUTV7ry3S5kdjET3GB0rnRbalcabcW0uj3zXj5HmMQVr0hm8twSc/jUyyRlt2Buo5B+1RnaLZvYaNbQuoRxGN64wQasn5TkVKzDk8VCWyauKsYTd2RFyXw1Q6zcPZ6HczRnDqmRU0vLriqviIf8U/c/7lTUdkdeWpSxCUjzUeLNUR2Cy8fnTR4s1hmGJe/oax5l2ysPekhUs/HqK86c9mfp/1LD+zvyrY9l0C7km0KKe6fkjkkVdW6hhiacsGVQSTVHw1E0vhxIyMDH3ia5/xVNc3k8Wm6bbvdCI5m8ptv0rtjNtH5tjqUY4iSRsaD4mj1u7uoPKaJoz8obvW1Lc29nlZriNGxnDd64XRZ5Y/FkUc9obQyjgH2FaAt4dU8X3DTl3jssh1DYByKvmOeUFzHVJqtl9k877RHt71LbzW99GrwOHU9xXD6HpljPqGsXkomW3i5iQyEjG361Z0OSSDwre38e5Y5uYxnkZH/wBajnYSpo6eTUbO2uDG9xGrKcEVOzQ7fPeRfLxnd2rz/TrK61DSInkKebPGW3FxmtPW2mtfCOn6a7HzpJI4mIOMgk5pKVxciOpW+sppBFHPGXK7hiqmm3Ut7dXCLysUhWoP7As9B0pruMSebDAc73zzWNZT3Ft4QvdQXcslyxeM56ZFLmZXIjp31SwjmMT3kKyA4K96luLq3tEE00qCP+8TxWLo2naUdHtXuJA1zcgM2XBO41S1rU3vtRGjWiYMCbmeRgB+tHOJ00tjqLXUbXUcrbyq+PSoLm9trZystxGCP4e9cl4OjL+Ib27ZiI449nDfLuB5pdPtbfVNRu9Vu94t1cp97jIP/wBeqUiHA62yuoLwb4JkdfaquqalHYgmQ7R2rH8ExvHp083Jj+0SBc+meK37yzt7xD5qBh71rDV6nPWjK1onnWqS3GpGSZgUiH3E7tmtzR9Qj0iGK2OZHPIC9ah1zTJzPbpbAgBjWroukrDEpmAaTuxGTXVKUXE8ajRqKtfqbdvdG4QMVKg/wntU7DIqHCx8KKBuJ5Iwa5VHU9lbWe5MlKRSAeWMk5o3gihorQUGndRUJbnipVOFNK9guIT2ppi3Vm6jqkVgN8h4ziqK+L7UD71aKnOWqRzyxNGDtNnQbdtN61gL4ttZZAgPJNbUEomRXU8H2qJQlHcqnWhU+EnAbFIafsbHX9KXyyvJBqbmvKRbSaaQQas7Rj39KYyYIyc07j5BgHFRsjZ4qwyE4xwKVcDg80KQnBlUA04cVY8uo2gYnincnlYLzTsUn3ODQWFA0gJ4ppzRkE04ClcYw5pMmpGFR96AF70tJS0CCkOaWloGNOaQZpxFJigAopccUlAmLRQaKYgoope9AxadSCikMWiiigAptOptACr1ooXrRQxHTVyWqRl4iBymOldaawYkHBcZHpXnVpWaPStdHMxksijGCOxFTpCsYLEfpV/V7TdE0sHynsBXPrPqOzY1vuXcPm56V30cRHlsclSk7m1GcnFWF+WoInDEZGKsMvy5HNbcykc7jYeGz3pM+tR7toyeKcpDDOaiwc3QXdg0yMEXi9wRmncIdx6Utku7zJW5+Y4rmxFuU2pb3NAiikBzTxXjr4j0lqhnkop3hQG9aqX8KyR5QfP61cYkVXOdxJ6YrenJqRnNaGPZyF1yx5BIq3uBqg2ba7aI/X86tI+Wr2KOsTzZx1LaVJUSnFSDpVMELSUtJSGFIaWkNIQ2ilopgJRzSiloEIKKWgUxiiiiikA2l7UlL2pIHsM6HNMvCWgJB7GnkUFPMiIPoapMdPc8nuAvnyBv7x/nUDBFGQK6K58M3klwzRhcFj1OKik8LX4/hj5/2q7YzSR6EasUjf8AA33Hb+8Kl1m5ntvFmmjewidXLAevarfhfTpNNtmabaDjoDms7xk08S2+oWkRmmQFFXHc1xVWnJ2Oec1KRc1e8n1XUoNFsH2SD95K6/w7SDj8Rmr+r6tJo3kRiJJSy5wWqh4YsLi0s5b+ePN9cYZt3Y4xXN3U8s2qaj/aEN47hj9nSOLcuMev1rBtlRUTttE12LWobsquyS2ba47DjNYs/jPzftaQ2xYQMRuwcEUzwzay2PhTULiSKVbm5UsUKYIO0im2VsbfwOoMLG4uo/mGOc4xRqymoo1LTWVm0FtUnUCNY87c9eKjl1u2XRYL1Mo0gDbWHBz2rG1KwlsvBlnEyuNqgOqrkmszUNVOr6fpunwWlxGInXc5jIGMU7MiyPQDqH/EkS+MYzs3bM9ax7Hxcs+ow2c0CxebjBVsnNZniW4u4I7GHM6WIADGFdxPFVtJskv/ABYk8EFwkEUKsJJYyuWzTdwVjW8Xa9fWOs2NjZpnJDMRznIrUn1v7Hp0c93HiaQ7QgrHupms/HTzz29w0L26KjxpuG7nvS+MXkhn0i7lime2Wfc4RcsRt7ilsPR6GvqesrZGyi25a8YKo7jIzV8QlAMseRmuTFxJ4j8UWk6W0sdtZhHUyIVzxiutmf5ygPTvVXZnUSWwwlVPqaxNd1z7AiBYgxbPU4rajAD/ADc1xvjMAvDx61vSSe5NKPM9SA+OJUG37Muf96r2neLJLydY/s6jJ9a4ZYATk4rY0NFGoxYxwRXTOMLaI6p0EldHoOqamulaeLuckDIGFGetU7bxG88iqtrIQ3dkIql4z868n07S7JgHmHmHn+7zWtpcOqRTFr2RRCoyNp6YrzZN3MVBFldXiGrRac0WXdC5I7YpbjUootSjskXc7gtgc45rI8PyNqHiLWLxmJSKYRofYrVfR8P44vZo5HxHvQkjhTilzNFcqOhl1FF1VLERksULZ2mp5Sdu7BAPQVzmjXj3HiTU55JjIlvIUHPbFb0V4t1kAVcJXMaiREzbjzzQN1KqZc1NgAVoYWIRu7mnCnHFFBSRGy4YE0zULMalpstuZCm4YyBVjcrDFNIYHg1Nk9GaU6kqMuaL1OJb4fW7HcdQkz3+Slj+H0G7K30v/fuu2wAeRmnDB6ACsnh4NnrLPsdy2ctCvYW0On6WlqWaRgOTjFLYWNtbTSzogDydSeasnbtwQKiCMTxWvKoqyR5NSvOrLmk9QbTrSS8S7eMNIuQD6Zqs1pp9g91dSYTzj83PWtCNfLGWrkvFUFzDqtvcm0N3aKpLxKCfpUNs0i3J6m3p8mhSQSWdu6jzeDkdfxzWnFpljb6atkIgLcJtC9eK5TQZ9D1W/CrZfZriAZ2OpU+pxn61P4g1iS3mH2W7YRIpGxCOD2zUmli3/wAIZpIkheK3dFUfIfMPT0rVn0ezumgM0YKQj5Rk8GsXw7rl1eaNdXNwxIjBKEdSAM1jx6xrN3pk2qxzhIciSMFsblAouJo7e9sorqJo5TlG4IzwagWwthYCwVAtuBt2+1cfc6nri6VZapNKqRzOu1EbOc+tdBqeuzwWltFGB9quSFwT93PegWo6y8MaXbXiyxQMCnK5c4zRqPhSx1O9+0zR7pjwWVsHHpxWYl5quj6xDb3U4lS4bYAW5U+1XvEWotFthtrspMp+fafmxT0FZ3NKx0LTtKtzBbw7UYksBk8n3pqadZ21jJbCIeW7ltvuawPCniC61O9nhkdpI4xjc3XrXUzAcNjjHSiKFN2K9raW9nbCG2TZFktt9zSuKUP27U1mrVIwcrsY1ujgMQNwPFIE2YA4qQZNSmMlOBVJ9CHG5RnuUiBLMAB1zXJ3XiK6/tAmCAPBGeSG61f8QrLuSJ8pA5+dx2qlBpZSRZbQK0R4Knoa6I8ttTz68qjlaBuafqwu1AJ+fuvpWquWHSqdnYRwgP5YD4ycVeEgArnm9dDupRly+8NKkGpWB2Cot/PSpjIpTFRqaxaRwfjUOLcgH+IVyCB9vJrr/GzMLcttP3xXFpMGXIJr1qFrHzGNjJ1WOiDC8i+bHzV6pA2oHTofsCIxxzubFeVQ5e6jAzndXq8E7Wfh6SZc5jj3flXPirWZ3ZUnzambpWr69qlxPHHFH+4kKH5hyRXRz61BYQoL1mEuBuAXODWZ4MttmjtPKW33E5kyR61iajqv9p6pdJLPDbLFlF+fDHB9681N2PopJXOz0+/tdSRpreUMAMAE4OfpXO23im3t9WvI7psJEuQQM5OcYqh4LxDpN7qVzgxozAHPTBHNRadYwW/hXUtUuoo5LgyOyknnZu4FO7BJHei4hvbTz7d1aMAHcDWLZasW0m51K4VUjiZl4OehwKzYH/sT4fXMuwCQgygdyGIP9abfKdL+H8x8vBmQOfxwaV2OyNPw94pi1uIhoWil3MAoHb1q1bXrz6hdRhVMMePLYHJb1qro7WFhoYlhEbuI9zPGcnJHeoPBsTPpct3Ifmmd8/TPFNSZDSRru/mNwaRsqKEQeYctU7hFTGc1oc6SkmyqjkyVbFUwpD5HSrCvkU3uRC9tSQkYqJhzTuvfFGBQUMopcZNBBFACiim78UobNIY7FJ0p+eKYRQAmaQUYNKBxQAuKMUopaBDcUuKWkoAKWkooGLRSUUAOptGaKAFXrRQvWihiOmNY6kYA9q2DWErYAry8SloeonYJEBfnp6Ux1ULheB6CpG+YU1UOea5lNx2H7PmKEtrvBZOD1wKqia4ifY1vKR6itvZg5pGRsghuPSuqliWnZmFSicpcanK8skUShGDBf3la1mkgixMyM47p0qle6aRdmcg7ScmrNtc2yKFDNv8AQ16Ma0WrnK6OpYuG3IYx1q1arsttneqkURkuA5rR2bTx0rgxFS+x006dgTgVKpzURNOVua4V3OqIOKaVyhFSHmkK/LT5rCktDC1GIm8M/sBTYm5ya07qHzY9oHNY8T549CRXrYWrdHDUiaSNmpgcVUibmps11Pc5+pLmgmmA0uakoXNFJS0CCiikoAXNLmm5ozTAdRmm5ozSGPzSE03NGaAsLRRmjIpCAU8ECmUUg2Hkr2UUxcZ+7ThgCguBV6juBGBgdKaFjlBV+g6CkMgNM2kng1NgLSnoNx4pVjTzNxJ3etQqCB1oweuaLD5rFhplDeX1U9ajIRpAh+4Og7Cos0EmnYPaC3cayoVOG+tZ8trJFB8gBx0C1dOSetRSHyxuJp2D2hXs59xCTxZI/vCtESCNtwJx0wOlZa3Amk2jr61dWXau09aGg9oXk8s4ds47ClmEUqjegYDpWfuOepxUoc4xmpsHOSuEEeE4qEDFICd3WlJprYlu4nesHxDpkt/5PlLkgmt7vUiMg604uxUJ8rPOm8N3yj+AVc0bw/exXqyygBVNd2XgPGBUbFO3FayquxvLEXKaaZFJrMGoEsXhRlAPTmtOdTKjoCBuG3j3qKNhng0XEvkQ7885AGa52+rM4zuzKaMeHrZo7e3mmklBZyo4Jql4etriOK9uriNojfMZBuGCOMf0re/0pkDNJGcDoV5qub91mFuyZ479Ky5lJmknoZNrYnToZzaozSXHzMT9KtaU8kJ2uvOMZrQVSsm9mU4GMAYoYpnKjFbwikYSkSocHNPJqurc1KpzV6EXFIoxTsUYosO5EgIapsgikwKTpUWBitTM45p2QaUIGovYBmSaer7etZ19dm1BwKxm1+VmIC1y1MZGk7SFKSTOqaTd0/XpWJcN4niv3ks2tXgY/dcGqcetybhla6Cwu/tEIPtSpYqFZvlLhUMyw0O5N9LqV+I1ndSMxLgc1jnw5rkEt1Ev2N4ZySHYHcOOK7mG5gLi2LjzsfdzUnmQeYIGfEpGQpPOK35ep0czOd03QZrTwuNOaQCZ02l1/H/Gop/Dzx+F7TTomw8TIHPqB1roGkh+0fZhIPN67c9hU5+5tI680JEuTOe1LRJruCxtoSggt3VsHrwab4k0W7u7i3u9PMZmgwQr9DiuhBVR15qNmYDIJ/Cnyi5zn9M0W9udWGqas0ZcLhUTop/xqhcaJrEesT3Nuts4kyAZgTgZ9q69WO3JJ/Gn71K9eafIL2hzfhrSJtIhna72G4kkZiYxxgmugc70prYDZzk0bxVJWM5SbIyMU08mnk5poFMzaHJVhXG0g1AOKKktbFK6gWQssqh1bsRUVhZpBGIwGwO1aJQGjharm0M/Z63FU+VkkZzWNqeo/ZEaQDnIArSmkcISBXJajM1xdT2s/wAgz8hz1rSnHmZz4mtKEdC0mvSrta6UJE3RhXQWriSJZkO5HGRXGaTunmktJmWaNDhSK7HT1FtCkWMBRgUVY8pOEquorsW+soLqMCWIPnsRWd/wj1gxz9kj/wC+a3t6t2pCVFTGrJHTOhCTuzETQLKNgy2sYI/2a0vKR4fJbGwjBXtirPmLUTpvORSlJyWoU6UYaxLFp5dtCY1+4BwB0FZtxoOl3V6biSyhYsOSVq2sZWnhsVCRvKY2Oxs7eze1jgQQuMbMcUr2to1m9oLdPLYBSuOKTeueWp4YdBTsLnEmgt5YPsssSvGVC4I4wP8A9VPnSGeAW00SyQ4xsI4phYA0olHSjlDnGW1jZ28DRxQRpG3VVGM1LFDFbwNHCioDnCimbtpz2qNpy0q46UcnYamnuZ91fWmnkteXSQr6ucVWTxP4fkI3azbAf79c58UV26Xbvxl85FeVBIz0VQfpXHVxEoux7WCyilWp87Z76PE+gmRYotTt5C3AAetUAeaFVsg96+cYIyuoWhTGfOQHH1r6RSEI4wSwUDp9KqlXctzDMcDDDtKIrRfe3HGOlAjPA6A965S6utR1fXLq0tL2C3itSVZnXPOAe31qz4c1a8mtNUS/dJI7ViqSqu0MMZrfnR5ypHSCNeSjbsdcUBS46cVgrqTWfhWXUUBdpF3oPXj/AOtS+FtauNSsUkvIvLBj3Fj2o5wdI2TAM8nApRHz8vP0rIuPFFrDM4WJ5EX+IHir13qYg06G8ihZ94GUUjNHMHsy2q84pzKFABbk9BWPpviG3v782m1o5gu7aeT1oe+afxGLVQT5KByPqaOYfszWMZ9DThFkdD9KybzxZptvfvaDc8yqCyj3o1HxDBptvbzupzO20Ju5zinzEuBoOzIcbakAyuaxrLXoNR1D7MsMiOQDyc1ssSrFPSmQ1YbuHSjimd6XNAh1FJmlpgFHNFFABzRRRQAq9aKF60UMR0x6Vg4HH0re7Vhdh9K8vE9D1IIOlOBNNpR0rlNRSc0UUUhDXRXGGAP1qL7LCExsX8BU9IafNLuLlRGkSR/dGKk60lKKTbY7IXYD2pQoHalFFADc0m496cRTSMUK3UliIuXOelc3HsSRoicSbif1rpskDiufurQR3jXBySewFdtGSWxjNEiPtbFTo241SWWMvkso+rc1djZMDaa9OEk0cNRak+BQKRWDcU/FDRCYAClIAoFHWoNFsJgUuBRR2qkSxuBRtHpS0UAG1fSk2j0p/akoAYQM0uBikNKOlCBiUdqKCcVVtCLhmnAcVHmng8VDLvcQk0nWkPWgUXEwIHWmhjnrTyOKjPBqkS2TKxxSFznrSLjbnNNJ54qgQ8HNPVQaYKeKlFWFMa9ahljVxtIJFTE8UzvVBYqfZYrf95jH40uN/wA61PdL5sJQdaq2sm1/JNSwsWkGVGaeFGelIBhttSAUgDy1prKBUhpjUAR4FNKg06kNMdhoiTPepPKXFIKk7UgsNRFU027iEyKBzg5qReTSyEqOBTavoC0KEk97k5G0HvVRorgXInklBbtxVq7muUX9xCkh/wBpsVVtTeSSE3QVR2AOcURpx7A3ItlWxvZtxNM3Emp9g4Gc0/7NxkVUrJkcsiJSTU6dKiVG3YIqX7uKGFmO3H1ppdvWlI4ptIY7caRiccUAZFOXBqUV0IvMC/eNPSdWBCmmTW+8UyG38tsmixJm6yflNc2vXIrqdWt3mQ7Bk1gJp9wp+4a8LH0pyndIzktSsm4yj0rtdGiRLbeR0XOa5uPTpy2dnSuht1mj094UH7xo2UZPGcUsvpzUm2rGtKPc4a7luB4gn1mN3KQzLGCCcYbGeOnrXSWU/wDa3jUzwy5itonjyDxyAf6VPpfh6RvCjWsygXEo3HnuM4qt4Q0S80qwvRKg86Ugrz7Yr2lc7G0GkXUl54t1GXZ8lmzRls9flzV/Stal1GPVZ3GI7WTYn025zUWhaPeWlpqPnFUmum3Fs99uKw4LPxHp1hc6fBYW8qz8GV5dp5BFLUWhs6frudNur+7H7tW/d/7QxVBfEF5LAl5GV8t2H7vHIFWR4evG8JW9k4j8+NB8qvkE/Wq1hb6xGttbyaJZiJCA8guCTj6VN2J2OqimNxbJKF2hlzimuCFzVklVjCou1QOlQPyuK0VzFjUOabISBTlGOlI65quZkiIxNTgZqsDtNSLJ71SZLHk1GXYHrTi2aYRmmyG2PVie9PCg9aiBxUyHNTYpNisqkYrNu9Is7v8A1seT6hsGtJjgVH15pptbClGMtyjZaJY2chkhjYMepJzVqULHnjGamUkdahn2lST26Vabe5PLGC90zbm+ktopGdwMDI4pmk6hPqEIeSMrnpVCY/2jfC3O4IvLZGMmujs4fLjXAAGKb0REOaT1J44FP3gaftVelKZAOOhqvPPsYAVludOkVqTMaaVBWokk3cVKDQwVnqUbiF/KkKZ3AZFWYxtjTPXAzU+4EYqNuTQLS4daUIDSDpThRcLDii4waryLsOYx83arORURXLg1XNpYXK73PPPiGZZtMjDnJB7CvN5UEZwgP/fNe/ajY297H5csCuB3NUE8O6WZA0lhE/1rgqYVuV0e9hM2p0aXI1qeF2hdtTtVVGz5q8496+kJ5Ps1gHXlvKP54rI/4RjRzOskdpGhU54rWnUSIUA2jGKulQ5HdmWOxsMQk0cl4b8PLqQu764MivcSBmwcZ4xWvr9rbaH4fa2s4mZZXWMqM5OeM5rWtJEsoljwAFHarZZLtNuFYDnpW7ijz1M4/W7ebTvBljbpn92yoQBu+XJqdpBceE5zpxKukRTlMc11EsAaNk2gj0NMSSEIIQBvAzjHXFLlKcrnFeHdXsYLK2sJo2N02BJuiPJxyaXxFqhGtxWEjNDY+WGysZPzV2f2MHEiQx7hyOKJLVGTMqgvnPTNFhXOM8KW0cviO5u4wxhEQUOykcj61b8Ol7rXdR1J1YAAwjIx0NdWsHAYKqj1AxULLs3hFUBupAosTzM5/wAJWpuZby/vYV3mRkBKfwg8Ut/DHqfi+OB4WEFoFlB5wcg10WPKttxAWNRknpxQql5DKFU71Chh3FFh3OYsoGl8Y3ziPZHDCnltt6mujYv5xPWpGQozEIAT1IrH1PxBa6WN063Dc/8ALOItVoh6mkQc08KD1rN03XbHVFHkSAt3U/eH4Vp5A7jFUrGLEIApMmlNN70mCFzS0gFLQMSlpKUUAKvWihetFDEdMawuw+lbprC7D6V5eJ6HqwClHSkpwrkNAooooEHammnUhoASgUUUAPBpabSimA6o2p+aRhmiwiPcQOtMaNGHPBp5WlCjvVKViXC5ny6RFcEkwop/vDrVHZLZOQ0RMY7it4uy8LSSYkjw3GetdFLEvYxnQ6mTbXtvPLsjYb/7verXmfNg1n31vDZkSwKA56kCp7fc0Ku3U16FOpzI45wsy0GzTgagL46VKhyK1cepPMPo7UGikAlKKSigBcmkoo70AIabuIqTFRN1oExw6ZpODQucgVHcSrCwBIAqld7Euy1Y87RSbx2qJb+1xgsM0zz45H+QinKnJEKtDoy2oyKXbTo/ucUHcAfXtWexslcZjtQ0YKnB5qVRnrSEqjgmi4cpQW9hhkEMxw/SrRUNyvSsq9svNvxcH7oOTV3zHUb1/wBWKJTsUoFmnqCTioElE8e5KrXjzwwoy9S4FEWJqxcdwrbT1pwxjIqobuKGRY5vvtyKtK6uPlrTcgTPzVX8kx3Hm9qs7ac4BTFKwxM7zvp2aag2piik0CY/NNNGaKQxuKCKdiii4DQMU6jFFILCBsGlmJ8osvUUxwaeGAgfNaIfU46+8VXFreywCBPlOOTVFvFl05yYI/zNZetEnXLr/fqkCRmumMEzvhRjy3Z6DoGrvqUb+aioV6YrRutbtrBQs5wQMmub8FkBZHf+9itnxXDAmkPK8aeZKfLQkdzXLW916GcoxTLNvr+n3LRCMk+b0IrSeP8AebTkc8Vm6Lp9vp2hW8txCgeOMbmx0NZavfa3FdXsVz5cMJKoM9cd6xU2ZuCZ1f2duhpq2zFuelc9Drc58IXs5LCeFCFJPU1mTHWLbRLbUGvMSS4KxknmnzsXskdoIGDMhHIGaRYgh96ydc1mS10nTIlKpd6gREGPZsZrnNWj1XTNU0mI3nmNdy7CoJ9M1PON0jutpIyOfwoCDbl8D2FYfiO+WGG3t1uDHc4G+NSQx4rJ8L6te3GvXdvh2t441JMpyeapTJ9lY6twD2qIoM9BVgFGQnjNQg81drmMopvQfGAvYUpx5gYjimhhTicihoIuxN5wU/L09KDPkrwABVcCgg0rF85aLxsw4GKd5yE7doxVLpRuNKwc5aeTBIUDFMWUZ5UVEDmkcGhRuw57kkkoJ4qq84D4zTpGCRk1zN7fSC4IU1zYrEKgZSkdAbjHQ1Ik26uON7cF8buK1NJuZJJmVznjIrlhmSnJKxMZXOi2fLubgVKsShc1CbmK3gaS4kVUQZOTWV/wmGm7jtOVHcHgV6jkkrmyhc2nhwM1GRircTLcwqyMpVgCCKaITkg9vSkpXE6ZAi7jU6xYFOaLAO0jNKm/azZyBRcapkTqvbrURO3tTdP1GC/uLmBGG+FsH3qd4Tye1UmEo2IQ2aa0bMOBQeDU0ZyKZNlsVFtAZVcIARxmr6ptAzTTJspjXGeKe6CNoshvrmKKMkMARXHalrUhVmjzhf4j0/Cuov8ATFvgCSwx1wetcbq2lSWrHYWaN2xtNaU4xe5wY2VTRxOt0V3uLSKVzksua0Xbb0rO0hTBZwoey4rSZdwrOe52UW3TTY0NmndajPy8VInNLoUhcUtFFIoKC3GKaaaTSAcFB601oDjIHFAbBqYSrjBq1KwWTKy7FYA9asxrukwRxTAkbSA5qXDRyBwMjpiplIcInM+Ow9tpcbRTyI8k6INnXk4qxLeDwjoUclxI08rsqAN1yeM1l+I5b2/1y1RdMuXt4GALDBUnIIatLxI6zGOCTTbm6idSS8QA8s59+9Zam65S1pGqahe3QW6tgkMikpIg9+Kq2c73vjaRASsFvE0bbeec1W8K22pWjXEpW6FsufKjnOSasaPpl9Da6vdPG0dzPIWiGPYUalWiSax4nudPnkEEcDRR5JJJzirtv4hjudBk1NVGI03MK4QWupXGn3cTaRfy3ZJXecbM10Vzp15b+DbOzhtmM0wCTIoxjjvRqDsJ/wAJldtafbDaf6L645rZutct7TTILyVCFnH7te5OKyNY0y5Ol6Tp9tC+0yKsxHYYqPxZZ3cUWkyQWzzx2swLog5IxT1E7FLX9c1WY2lmYVgivX2IRnccjNa2peIG0ZLKxVd1y4CgHp0HNURPe69r2mzSaTdW0do4cNKBtPBHapvEbR3uoMk2kXr+Ug23EIABPTApah7ps6TqVzeeYt3a+SQMhscH6VdMKOzbvunsaxPCUGpxaO6XjOcMxQTcuBnitshv4jmqV2ZyscxqfheAztdaUxtZwckpxu+tGl67PDdLp+pIisThZR0JrogArZqlf6RBqVs6MmCBkMvUHtVWMmabMignII9qAAeR0rldF1Oe1v30i/jYSqcRlusgrplBVs5yvahspRsS4FJShhQOtNENBtNJUlMPWmAL1ooXrRSYjpjWHW4aw/8A61eXieh6sApRSUtchYUUUUAFIaWigBKMUuKKACijFFNALRRRTEFJilpaloadiMjmnomaSlVsUoqzBu6K15ZpMnTmseN2t5mt36/w10TMNprC1ZfKnjuMdOtd1CpY5KkLkqsHqdBise21NAASMZ9a0EuhNjbwK9RSUlocUotMuDk0YpsZ45PNSVD0GhuKSnGkxVdBjTRS0lIQ7tTQMtTj0qNTz+NN7C6j24dQK4rx1NJELfDupLHO04rsJWIkU1wvjuQubckdHPetcPbm1OPGtqkzmvMl2g+dL/32afZ3NyL2MLNKTnoXNVPN+XjFSWTFr6IDru9a9KajynztNzUtz2HSHcwx+ackgdaw9R8WC08VPp3l5ijIBb61sWZ/4l+7OCqZ/SuP/s5tS07Ur9VBnkYEN1wFNeJVupH2eFinTVzp5da2a3aaets0jTAksDwKvXl3bWrgzzLGe6kZrkPC1y+s6he6gU2m3AVO/bB/lUVi8+q6hqEkzx4VsKjyAdveo5jVwVzuVmt7i186N1eMAkkdqoR6jbi1S8YgW7nAH1qrpekXNvoOor5wbzImYHOcfKeBXCWv23UfDlmcsILIDzu2SCTUyfMy4wSPS7q4gt54vJkU+YMiPufepVaOU7WyDnO0+tct4Uil1ieTVpBgRgpACf4SPT610jSCcrHKhjkxgOKuNzKaRFqFr5komK4Krx7VGl8tu0UTDkrk1JHc+Y0luSXKcFqkEcDkMygsOlbxMGkWUcSJuHem7sNimZ2jC8CkBzVCJw2RRTF6U8VDAKUUClpDCiiikMQ0gNONMPFAx55FROjOhVe9ODU4ccimTfU4vUPDdxc6jNMg4Zsiqv8Awit3zxXe5xShq2VSyOj6xZWMHw1pT6cHWccE5FXPEOmS6stvHGf3ccyvj2FamM0/dsFZVE5Mj2tx00Ky2D22QAybenSuNTw/rsMctit9CthIxziM5x9a60T809pi2MdKz5QU7GLPoBbSItPinURr97jlvxpdT0STUItMhM+yGzlDMuT8wxW35wximiUYI7GjlKVQ5vxnFYzR6eW1GO1ubZ98DvGWXdjjIFZnhyO71fxEtzPeR3VpaKrxTrGVDPgggA11d7aJfoMBTt6bhnmqlnvspdsygNnACjAA/Cp5SvaaGdrGj6mfEkuoWVzAqyxqrCWLfjA7elWdA0ifT5Lma4lWSWYYJVdoNbkrkjKHrUIZs8mqUTN1Lj0iK53UhUU4yZpuasyG4pwopRQFgpDTjSGkKwlNINPxRjNUhWEQetOccUdKazUKyY7Fa4PyYrkb1WF0a7J1DVkXektNIWWvLzChOprElq5zjIwOQa1NFb/SeSam/sSU/wAVX7HTjbvyOT1rzqWErKauh04pMztaZ7zxFp1o7EQI4JVT97I6H1rqI9IsPJKNbxYIwSEArJ1bw8btobiymaK6Rsl+vb0qLTdK1mO4hN3qhnjVuY9m3ivds7anStBuqXFze+IF0iyfy4oArSOOOCP/AK1QabJcaf4puLA3RnXYCSSTt4zVjVPDt7PrC32n3bQuQA/y5yMVd0fQXsGmubmYzXEowzlcY9KLFXRj2zXPiP7XcC6MFvDnaASOmeuKueHNWnfRLmO6lVhGrbZP72M1TTwrqMLypa6mY7aRiWQJ2NbaaDAuhjTY32Y/i7mqSGmjivDWrzXhkttOZUuZ3zI8i54HpXoEFu9taRxMxZlHJJ61j3PhCNFs3spRBcWxGHVfvDv9a3fJYsQWOe/5VUSZjGXIoX5akcADGeaiJNadDmW44ruFRmPmnhqaXp9A0JVOBg1SvLSO5K5HAOasBs8CgqwoTsNxUlqNWIKoVe1S4wKb0p/BpNglYgcZanpwKVl5pBxSF1HE80maQ0UDAimlakxmjFAEYWjbUuOKTFAmrkYO2plkIwe1M2+1L2oKVkICpmz2qZlixyBjHTFQDAOad5gI5FFh8xI0w2hcAAdABTjPlBjtVZmB7U0P2osCmWYrrYSuByc8ClabJBXjBz+NVwBS5xRYOclEjHA9Dn8abI7Mp3YIPrUZbml3Z60rD5yWGRCcADPTipHSI9QD3wRUC4VsgVKXBHSiwcw3LZ9qGGRQW4pM0ybkMiHFOWZY1wvWhjUaLubgUybmR4n0x721W7tmC3UJ3Bs4OKp23jC3ksLdJf8Aj6cYKjsc4rS1jRjqdpIkLtG4H3g3evHZNO1HQvFFqbxWEfmAEk8cmsmdMdUe3hmaMN+lSI5AGetTKqGJnVgVOMVARzVxMZ7kok4pwORmosYFSL90VRI5etFC9aKTEdN2rE/wFbnasP8AwFeXieh6sAooorkNApKWkpgFKKSlFAhRRQKKADpSUGihAFFFKKbAWikopBYSmk806jGaQrDM5FQ3FqLtNpqzsppJQ1UZ2E43M3+ybdExJGG7D2qrAEjnuIVAAjbityR/3fP1rlL6aW2vJpQvEjZruwtfWzOWpSNhJTgGp0kzWfbTCeBHHVhnHpVpcivRaT1OLVOxbyDSVErVKDUstbDTxSZpx600jFITFzwaiTk0rMcYp0QAyTVPYS+IXG51BHGeprE8QaJb3bxmU/KDwTW3cS+VZyTjHyDOD3rmNM0+bxC0lze3UsdvuISJD3HtUqpysueGjUTTGR+ErB0BWJG9xzVmHwhawSrIkChhzwK19G0M6Tc3EqXEskUihUST+E1j6n4wutOMjmOEohwQc7uuKt4lvQxjl1OL2OjgtkFqY5fuY+bNTWNlZw2rW9tEqwsCCB05rF8Q6yY/CbXkS4dwuF78n/69EurnQ9EgRsPPIoIHc5rCU7s7YU+VWRqWWlWmkbxaRCNXPzbe9UZfC2j3d49xJYRuzkFmOf8AGqGn+J7qfWLXTrhIgkylt47Yq3quuGG4Gm2iNNN/EV7VJZqizs7SD7NCI1U8CNT1FRLpVjbWbwwQBbeTlkA6muU0K9vL7xVK1zGFWxVkf8RmtS41+5kab7DbSSwRKdz4znAzxTUkgZq2tlFYWqpbxbI0GFUdhQ+6aPDZ2/3cVX0vXPtuhPfunl7U3MpHKmucj8XXksEl4bTbbq3yHH3h61fOjJ02zo/IUKVjXygeSafBDsjGDv75qpqmpI3heK6kHl/aUwCPU1LFctpPhq2lT5pWUD9734puqhKjK2pYzuONpqYRgCufsPEj3OqraSom5lBynSuhdv3mBVKV0ZyjYQqBRmhiQ2KTmi5I8UUgpaQ7BRS8UhIoEBpuMilpQKGUR7cc04GnYGKTFNEgKMCimljQA7dgUhbPFMyaUGnqLQcEpSMUKRSmgLjCeaAaXFGKLDuCPsyMVFLF5kgkPOKc3HSkDHpRYnmJA2QAOgpCuKaKdmmFxMUoGaOKctIdxAKOlPwBTTikxiZopcUYpBcBS96SlFMBpphqRhTCKAG4qQAAc00DinBiOMZpO4rakE0nlqz4+6M9KzNC8RjWbp4ltyqoxUtg9c4rU1u5Sy0a7uCP9VEXx681k+FLUweG3lj2iWV2mDH/AGuahykdEKa3OhkvLaFmU3CAD1IFVNQ1KLSrCe/YL+7XcBn73+c1wkcM9tdmHWYLh1klYpIg+UZNb/id4bp9K0+Ha6TuEbd6be9Sp33NHBHUrdo1ms7yLGHRXBY+ozTop4bpD5cwbA/hINcz4ju4jcW+kW8bSyqihlUcD5ayvCaz/wDCS3MO4pFbhWZPXNKUh8h3bzW6fJLOgb0Y4qeFbeQZR1baMnBrgzZ/254v1SRpXWCBQV29Dwak8PXctlaajdljIi8ID34oUhctjsbm/t4FYvKiSICcbulUtI1VNXilkGFVDjd61x6W6ah4abVLqVllnBxk9O1XLGyvI/Atvb2kgS5cbie5AJ4/EVSYnG50xktt3yXSMx/h3CpCvy5FcZoBgk1KKzure4gvCC2XAw2P6V2+APunK9quLMpxSITwOlRsewqaQ8cVBuz2q0ZNXGEGM7ncL/vHFU77xPpmm27O91G7r/CrA1zfjV0mjEVteXLXeOIYj2964/wd4Yn1jWnlvhugibB3dT7Gs3J3saRiranqOj6rJrEZmaLy4W+4w6mtblDg1BbxRWsQhgjCovAAFWGbfjirSJZIvzDNMYYp6nApjHNBImM0YpRRQAopc02igBc0hNJRQAZozSGm0CHdaNopuaQE5phYdtpAvNPFOAFFxWEC8UhWn0lFx2GbaAvNPopXHYMcUcCmk03JoCw8mmk0mTSjmgBvXigLs5qQLSleKYhnmA8YrD1/R4dbtjE6AurBkOPTmttgF5FMU9gMUmrlKdivYRSJpMEbn94B8351c2YjFMC7aduyKNhN3Ii1Tp90VHtzUi/dFADl60UL1ooYjp+1Yef5CtusP/61eXieh6kBaKBRXKaBRiiloAMUY4pRjFBoGNzRmkNIKAHDmlpBTqEAmKKWimISiiihgJRRRUjFBpQAaZRkilYBXiDd6qXNjHcrtIGRVnNJzVRly7ESVzEe0ewfK8rVlJQ65HWtFlV1IYdaxbqNrG4DDJjYZJ9K9LDYm+jOSpR6ltZEZygI3jqKlDVzek3bzatNLztOa3oySxNd8lpc53poWQaCMimA08HIqLEsiYUoQ04jmnDnrTEQX0ZudOmtE+9Ku0Y/z7Vy+j6rqWhxtZyaNc3B3nY6Fe5967EQrkMCcg5FNLKnHlZrNxNoysYOqXur3Xhe4dLOaG5cfu14z19q5k6fcanYxWy6TexyOcSTTMCDj9a9GVv4mUkDseaI5dv3YwoznpU8pfOznfENlcXL6XZQws0OAHI6DAH+FQ+L9Mu5b3TLm3t5bhIAQ8cfU8Yrp97F89gcinlwRyuaOUPanOaHbia8EsmjXdrIg4ecgj9KzA2p6X4k1WaPTpbtblgYzFgbcD3+ldujEjj5c0NsUcICfWq5Be0OY8NWd41rql3dW0kFxedEk65K4rM0a71PTLO40ddPneb/AFXmnkcjr+td3kbOARjtUAeNTnyxu9cc0ezQvamB/ZN3pvhQWUZ864fEcgAweQRmoNUsri18Lafplvas0ysiyZ/u966lp8ndtpAfNJcjml7MftTndfsri5stLsYYGNvBMjM+M8A1B4rjvjqFqEs7m4s4wPkhOM9a6ckHkjjHSpFBYZbaR6YpezH7Wxw2h2F1P4mkvmsZrWBIvlWXr3rs4wQ2e3WnZG7AUqKduxxitErGMpXGNy+aUYpWGeRUR3g9KGSmTcU1jimZY9qazEDmnFXBuwpf0pAzE0xSA2WPFTefbAffANTOrCG5pSw9SrqhwppbBoW4gJwrA0/Zv5XmiNWE9gq0Z0yMFiafzjpTtyxsqH77DgGnvujGXGM9Kt2RnFNrUhHPApGGO1PjV9xOOKc3+1xSuHKQBTTth7VMFPYZodvKQs2APc4oDlIFznpT/mqSEq43DBzzwc1Jtq9AsyvzRzTt6q2xyA3alEkSnDNg+lK4uVjNuRTCmKmALtleRSOMsF/i9Km4+QiCn0p200+OVGAU/ePFOG7J44ouHIQkHNJ8wNTMDnpSRSRTruiIYUXDlImYgUIS1TMhJ5HFNA2sAtK47BtNKBT/AJu4pNuTigLEbHHShGzSsoD7BjcRnGaCCB70BawGm4opaaJGEkU6Nu2KULmnhQKTGjM1nRI9et/s0ssqL32PjIqzb6JDaaG+mrJJtK7dwf5gPrVjcUOVpftDn1pWuaqdkZNv4TgidJGurqUKc7ZpSy1audFhuNQt7tWAaA5A7VaeQsMZpocrx1pKCE6rKGp+GLXUtQa+82eKVgATG+2p9F8P2OkSTSRSyvLMMFpGyateYzDqR+NBbIx39abgg9qyGz0VLGKdVcbpc5YUy00SKzsTZn5kOQce9W/NOByTilEzDtS5R+1OcXwDZJEIWvLnbu3bfMO0d+lauoeH4ruxS3SeaJU+6Y32nir32k56UhuGb1/Onyi9ozK0/wAPwWdyt27zSy4IVpHyQDWvxzTTIWHNMZ9mM96pIhzbHE4B/Suf1rWfs7LY2i+ZfyjhQM7R61c1jUl0+yeUnB6L/vdqyvDGmmRpNUvM/aZTxu52g9qHsKJa0bQBaq09ziS7kzvY8lc9vatKxsYrASBEA3tuOB3q8W2jA5xxmoZHJPSpSKuSYCjPrTaQNkUoFUSxwNHWlAooASilptAC0UlLQAUhFLiigBpFJin4zRigQwikC08ijFAAOKdmmGigB+aTOKbRQMdmg02igYEU3FPooAbilHFLRjmgQ8UrdKQU6gRCQTRjHapNtBFMGiHk0oFPK0mKBoQCnCkpRSAVetFC9aKGI6btWF/hW6elYI6CvMxHQ9SA4UopKWuU0HYpDSjmlpBsNzikzSkUwqc0xNjuDShajwakQ460D5kB4pc0xzk8ULmkK9yTFGKQkYo3cUrjENJn3px5GaibNF2A/I9aKjw3WnqDjmgBeKOKY+e1Kmcc0ALjmngDFMJ9KORRBXZNxsi+lVLxFlspUbrgke5q7n1qvPHuQn05q6T5ZkT2OZ0WAxCRHGGLZNbseKzYpE82Rv4t1XI3xXvxlzRR51TcsU9ajBzTxUskfmo2NOw1NK5pAOWQjvTi59KiHFPyKAvYN5B6U4yEqaYcZoFOwczIizDilRyKm2g0BQO1ArMbvNAlYdqkwKTAoBCeYSMEUxl71JimmgYxW5qbfxUVLmgBGY0LKRxSkZFREHOBSHcn3lqXBIqINt4J5pRcCNS7kBB3oC1x2WzinlsDkr+dYN94osbVyqBrh+wgG6qJuvEWqg/ZrSG3iPRncq35UNoOU6pZkRsucL6kVXuZUPzIcj2rnG8OahMgN3r16p/uJtK/yrbsrL7PbLE0zy4/ifqalNlNe6SXHFnurny+6Q/Ma6O6Qm22gVgNZuJCcV4mN5+bQ+lyn2ao67joZQsgwxrp7GTcqgfxDrXLw27CUZrpo4zHZFox8wWjAqbepOZ+zS0OH8TanqEOvkWdySltIFk4GBmtzUdamu9V0i2tTvWaFnc+4PFVNH0prl9bkuV/eXBDLn2BrP8ABNnqI1NpruJx9nDIm8cYNes3JM8ZKLidTqHiBLaQ2ttEZrpfvKOcY7UujaxBq8U/mq0ctucSpjocZxWBaX40jxBrcl5aXBa4nD25ij3cYx/OrOk21xbWWsanOjiW8JeOMDBOVxT5pC9nEtp4wtpbqWC3tpHEcmwNtODWN4o1S+vNSt9OiiwrruZVJzjNdJ4Qs3tdBt5J8+dKoaQHruqjotvLdeML68kRsR7o1Ljjmi8g5YjvtkOh2sFuqNLcFd2z0FS6Trw1K7ezaIx3CLvKnPIrKvrt9K8ZNPeRTyRGEqhhUtzVvw9DJcaxc6zLHIu6MxKsgxxn/wDXRzMOREkd1LeeN3tk5ghtwxx/ezVT+1Yh4mvLm4fFtFDtVM9Wz6VP4bhuUfVL6aFkl3sE45K54xXOJ4dvEMmtSedKY52c27jG5fSjnkLkid/p9617GXSEoh5UkdRU4jDqGLbXz1qPTrz7RbIREYyVB2sMbfaq+q34sbYuIpnIyfkXNaGfU5jw/Dc3nia9lN47W8HKjb1OcGtO68Ug38trZ27TGMAkkEZqHwO/2fRLi5ntp1mMrsQ0fJUnIrD1Z45bySfTH1O2uiw+UQgI341DbLSR1V3q7J4YkvXj8qQdmBqLSHuLPwzFctFuI3M2TjGTxVXxEt9eaJaWLozO23fjn0603xXPeWo0+2iacWLLifyE3EYA7UrsrkiT2HimKe+gs7iNUllzjDZq1rmuw6Rd21t5TSyzA4CZJrmvD9nHd+KYbiO0nWCEEA3CFSSRW7bW8s/i25uZotsdplVJHByB0p8zDkiWtF8QJqF5NZyxGOaM4AIIyKbqPiOK3vWgtojK8R2yEZ4NVNEtp7jX9VvpAyEPiLd3GKxrW/8A7JvdYS6tLqSa4lDR7Y8rjb60XZKijV8OX8+r61fzsSI7digH1XNdEXLMM1g+DYZYbKWaSIxm5YOwIxz0roZlw+auJFRITAo4qMk5pVqzAfkUZpKQ0hjhg0YFNppJosArAdqRVJpAcdakVgBRZvYSavqIEpGBoMw9aia4DHAPNPlkhNq+4/rUqjimRgmnbwDii5VtNBrikpT8xxRtIFFxO44dKZMgYAntTwDTZcFOvQ5ouKxyOrMdU8SWumhv3EamSQ/7YPFdQm0jYvCg8Yrn9Bs5JdY1aeaNlDXIMRI/hwP/AK9dEyFT8gpIb0JeAAKa/Ipq7j1p+DigE2RjipUpgQmpACKAHUhozSZ5oGLijFKDS0ANIpvenkVGwoAkyMdaYTzURLj6UqmgCVTSmminUAFJS0hoAQijFLRQAmKSlooASloooGFFFFAC4pO9KKO9Ahwpc02igB2aWmiloASkxThS0AMxSVJioz1oAVetFC9aKGI6Y9KwR0Fbx6VgjoK8zEdD1IDqDRRiuR7GiFBp2eKj2mgnFSD1dhGnCdTSLdxk9ayNSnKg4rKS9cN1NYVK1nY9ClgeeNzsPORulIxz0rAtLtpJAM1uocIC1XTqcyOTEYd05WFCnGTT1ORwKivryOwsXuZFLJGu4gelY2geK7fXJZFjtpISnOGOciuhK5zrQ3TTMk8VL1kGFLZ7Cs3Qdbj1uOdktnjEUjRkscg7eKpRHcvq4+7UhTAzmsex1pL/AFq40+O3kDQAFnJGMZNXtX1SHRtPkvJvmSMHIHWjlFcsjnjrSlCK5GLxncPm5Xw9ei27Tbxgj6V1NjMb2yF2BtVhnYev0pcoIMGQkLSqCW2d65vV/Fl3oiSzyeHb3yUYL5vmLg5NWtH1y91OVTJoV3ao3IlkdSp/AU1EbNt4mTk0iBpDgVneJNdGg6cbuSFpwrBdiHBJNY1p43kh8mS90O7s4Z2CrPK4Kgk4AwPWmo2EjqnQpxUUx2QNnjI4q1jdliwIzWL4j8Q2uh2RupoWk2sEESnBbPcVml7w5K6MMJImoHcDhsmtdgQimoLW7g1m0h1CBTGGX5oyQSpPY1PdXkdjYy3MilhEpbaOrY9K9qhL3TgnH3iaPJxVtQFXJqnpt8l/Yw3YhaNJVDAN1FXJAwiLIu//AGR3qmzPl1DeJDhetBjK9e9czZeK3bXm0s6NdK45LlxgD1+ldSJVmAJGOeKExuJWkIjYBu9KMjFYeteLLPStXisZYWkJxucHAQH+I+3FbMUnnxpKPuuARg9qOYXKScUopCpzTwhxVXJsJzRzS9KDigAyaMmkzQMUCF5pCKdRQMZim4qTIpygFsUgGKp3c1Xu50tInlcgBBuOfSrcjiM9CfYV55498Sb7UaZZIWuJDglT0HpipbKUbmuni+xktJZ1dXcMQsan5j9KhSy1TxKVlmZrS0XnYnyu31rjPB/hzxBBeLMI0hVm5FxHuGPUV69DHJDbhZnVn9UGB+VSrsppIo6fodhp2EjhAYdXK8k1okODgAbablmHNBZscVaM22iYKrjDY/CkKovAFVC0m7qalBbFWkhObJG2twelRPDHjtQ2aZ81ZToxluawxEoqyEjgj35Iq4XCx7V6VVAYc0vzGinRjDYU686mjFh/cvuxirUU+xm/2qqOCRzSLnIq5JXJUnEnlj3OsmASOmfrmnh2cYYDA6CmFjt9aiMhPauLFY6hh3absbQjOotCUSlDgdKkgIhLEADecmqbMe4qZA0mBmpwuZYbEvlpyuE6M6e5NOsUh3bQWPfFKCI02dAearXt1HpsQlm5GcVBc6pBBbxzyMFDgFVPU12vlTJvJmqshVOfTAqBrzqGA9eaihla4jWUqVVhkZp5ijfJyCfai6C0hDIWXg06Iu6GNgCh4OaUwZAwyjHFPCFV+8MD9aehCUh6lYicdD1GKRlhLBzGuR7VHuV2ZN43KKjbIIwwIPUA5paFe8TEqW3Dt0pm7zMBkU47mnhPk4IFNEZAxuBPrijQPeGu5WTcQPU0hZWdmH8ZyabPiGNndwQo3HntVfTruPULFLqMbUfOM/WlZDvIujAHFKypJglVJxjmmovQ7xTyPnzuAxzzTaQJsacABNoAB4AobnrTXxneCMd+aZvyKaJkDCkWinUyANJQaKAClCZpDUikAVT2CO5BMuFzXL69rh08RhTy7Yrqbpv3ZxXnHi//AFluT/fNaUEm9Tix83TjoOPiibB/xp+neIpZr+ONj94+tc4Npi7VJpA3arFj1r0alKKieHSxFRy3PXrCUyx9aklgZEaYsAgI61W0mRRFjoQKw/Et6+qznS7SYokSs0rhsAYFePUdpH1OHXNBM6eEoy7gQwPQ1IImY81h+B7rf4WgM7bpI92Se+Cas6Trp1Eai+3EcH3T+FRzG7gafltG3zHihbcvyRgHpWLZ+IGOhvqE8ZkQD5QvWqmla5q+o7LmGJXh3gMgAyo9TT5g9mdE0BgYHIA6Y9aeYjzgjPpXJeLrnUb3X7Ow05iJNvmZHTANams6xe6ToUMsiB7p5FTCr3NHMHs0ascbyE8EY9aUK2eBn6VnaPdatMS19D5SbSR8tYl94pvbC7kIMZjVj8u3lvalzB7NHWySLBG0jcBRk5oRxKiuvRhkVheI9RL+GYJUUrNeAKF9CRWrpmV0y1V/vrGqt9cVSdyHFImbg0CiYYIxSLVGSFzRu5ppBpuDmgZNuBpjcfMeg60gFMlJ3hRyD2FADWDSkMhG0elOI5z0rh9Z1e98M6tFeXIY2khOUB+7XS6R4o07W0BgmQNjlT1FTc0UbmsrrSk5qKQfP8vK08GqRD0JBS4FIBS0yRDSUpptIYUmaWkoAM0tJRQAtFFFAC0UZooAU0UmaM0ALSikyKOKAHZoBpOtFAC5ph606m0AKvWihetFDEdMelYA6Ct89KwQOBXmYjoepEWnLzSUq1ys1Q4kDrUTjPSnuCelNHHWpsJOzuYWpoQDWEVO44FdtLZi444qqdEXOeK4qlOTkexQxcYxszE0tWNyOK7GGP5RkZFZkOnrbvmrwlIGBW9GFjjxlZTldHJ+O7yX7LBpll+/uLiXDRdMrj1rAgbUdB1uzuLjSxa28qrAwEgIyBya72XT7KfUEu5IQZkwQ3cGpr6ztb4R/aIg6xtuGfWu1WSOEuJPE0aOnIwGzXEeAb+3tG1KzuJVjlNzLINxxwWJrtIxEkOyJNqYwB7Vi3XhHR76YyXFmspPXJI/rTugMfwpIbnxXrF6i4ikjCAjpkMa3/E8NpcaXPb3j+XG6gA4zzVu00200u38ixiEMf8AdFN1G1hvrfy7yPzY/Q0XRJxV3FqGjaWLi21u2ns1AxbhFyeldrpN293osUjLtc9QBisWHwhoAlD/ANmouO+4/wCNdMsccFsEQAYpNoZzfxDMb+Ep1A+bfHnnHetfTysWjwOo52jBzS3traX9u0N5EJEbHB9vpViCKNLdYUXEY6CkmUcr8SoyfCUrbtrmaPbx3zXNzw39uulvrM4u7E4IKJt2tu+UHH869I1PT7TUbbyr2ISrkFQexHSmyWdvJZC1kjDRAY2np/nmquItRMk0bSRMCjHghs5/GvPfEj3es+KVgsrP7Zb2aMsy+YF+fqD+td1YwwWdstrBEFiQYVcninWul2NtLLNDEFllbdI3PJqNL6BF3OB8O3F3p2r3Ol31p9la4YzRKXzgDtW54kKL4cvT1ZY2zj6Ve1y2tDq0E7RAyJGQG74zSFIbuOSKeMPA4IKnoc16dDY5alrlLwndW7eHbAtLEv7kcFwDn863kBk+6flz1FcxB4T0BZl26ZH8vQ7m4/WukWNLeBYlXEQH3a1aMtNzjrExRfEq+RXSXNrw24D5tx4xn612krR2dsZ3wEXlieiisS38NaMt215DYolzu3BwT1/OtmW2iuLRoJUDROMOvrTSG2jzKJNW10arLDpAuBeBoEnMgG1Q2QRXW+D7/wC36UFmJWeFjGyH24retLS3srbybWMRxg52iq9pZWFnJI1tAse/lsdzUJA3oToSWOfWpgwxUXA6UhJrRGLYrHmkJpKQ5piFzQDSYoFIRIDQaQUtAxpHNGSKdSA0AR3BeaPYnDetZkGhWkcxlaNTOxyWIzWycBcrw3rUIBzknmkVccoWBcIAPoKb8zNyeKeR60bgOBQJsdwBimmm8mlANNCAAU4YpMUYNNoVxeMU3bzSjNBFKw7DuMUgxTCDSYOaduoczWiJHAIqNUO6nAGnjik0LfVjX4Wq4YFqnmbK8VSCsW6V8TxDh6k5XR6WFmkiyxXFTWjAvVUxvjpT4onzkHFc/DuGnTm+ZM1xVRMwPH904itLaDLTPOCFHcVV8MQrquoO18xN1AdohPRQPat+50eK71eK6mlbbEuQmMjPrTLjSI11lL+Cd4f7wVfvD0r7hwOJTRQ8T6lNFfw6TAMNgMSpxxSaDHqC69+7V3h2jcrH3960NX8MtrF8t5b3slrMoCqyrnI/GrWlaPfWFy0l1qMk4KhRlAMc0vZstSOfZL/XfFVzDBem3iiQEqFzzk5pddjvbeTStJhuGM01wRI3OduK3tC0ldPF0/nM80sjnLDGATxT30VbrXP7SknYBFGwY6EdadgujlZbS/i8UJpUF82wqvm8Z6j1q14dilg8UalAJWeCJFJdjnHXNbdrpGPEN5qBcuJY1RSw+7jP+NTaf4fj00zOJGZpj856cUWC6OW1vUY72+uJbAyTLGMbwSoFWtC1a6sfBDancsWk3Mozz3wKiTwbeQRS28erTR28jliqqDnJzXQS+H0bwv8A2TG5A67tuDn1oswbRyGq210PDraldXTGWVhsRcjqavahqE3h3wxY6bGNtzJjDdcAmpo/B15JFFFc6vNLHEQfKZRg/pWtrfh1NYt1EbmGaPAVwM4oswbRgRR34u7cwvLISf3gOQBz71d1K8n1bX20eKXyY4wdxHJJGPTmtHTdGvrK+WWbWJp1H8LIAD+lV9W8MPcawNSs9SmtZiDvKIDn86dmS3Et6fpEliXX7Qzrn+L/AOvV+TAHSoLG1uLe3KXF290/99wAf0qbHy4PJ71aMJDUpzHFIOtI3NMgM0ZptLQMXNGfSk5opslOzGzDdHiuL8VaPc3qQGBclGJIrulx3qN4UkzkCnTm4Gdej7ZWZ5F/YWqbf9R+tW9F0LUE1SKSWIoink5r0p7NM9BTo7eNDkAV1SxDaPPjl6jIqzJcQae/2aHzHIxwcYrG0zwZBd2hmvRL9tfJbEhH06V18Ue7jtUDaxZW179l80ecTjAxXDOzdz2aS5VZGV4d0q40rT7+yePbHgrFzk8g96w7G31uz0mbTY9MJkk4aXfjr3r0fauMltwPSoXwhaXPA7jsKixtdnMxW93pPhKG0j08XUkWFeLcOck81laRotydejvksJbFArBh5xYdu1dpa30N67tDIWVDtIHepvJSMkqeT7UIV2cpdWmp2fitdThsPtEexolJcDapqXW9JudT1KwHlHYpWSQ7sgEdq6NpgnDDIHoKEyvzZJJ7YpjuzN8U215Jo8kdgpZ+uAcGuHTSb+9SziOlNF5cgaWVpc7h3GK9PVjKCH6c5zVQ3Nrb35tEA3mPecdaLIE2c/q+m3F7caZHDEVgt5lYgHjAromUKgC8YPSp2ljIycj04qsRySDkGqSRjJsjlOaVDxTSDS4xVoyY4mk4zTTRQMcfWojln9/Wph0xUTIc5FAGR4t0dNY0KW1Zd0m3cp+leZaD4dhsZINQ1JJhFKcB1kKhcHHQV7Hgt8p69KrXmmW1xpRsPLGzsAO9S4lqVh9nFGluBC+5QOuc5qZeua5zw9dy2NzJpF02WTPlMTy610WQhC/e96pCkWAwxRuqucg1KoOKCbDzTaOaMigApKXmjFMQlFFFACiikpaQwpRSUooAKKKKBBRRRQAZpcmkooAMmiiigYq9aKF60UMR01YYFbnasX/AV5eJ6HqQExSgUZozXKaCk004oNIDQAoyOhpCzf3qDzSYNAWEOT1OacBigUrdKFoTIhf72RSqcjmgrxQqmquSTKcUPluhxTO1OAzU8zGhrZx1poPHNPaoyM0czGPBUDtSZLZyaiKtmpk4FK47DcAHmpUNRtzTk4o5h2HsN1NdcjFLmimpMUthFAUe9Bk2qTSsOKrTN+5kOfuqTVU/ekS3aJj3kvnTEk5I4p9s+BgmqaEsd/8Ae5qxGCTXuUo2ieZUnqWyAcFTzU0ZYjBNV40INWUBxVE81yQEKeOKmEgxjNVGBJpAGHepY7kshJ4BqPbinrSmkkFxtFIaBmqC4tFGKXFACYzSgUUtIAooooAKOKSigBQabj5qQdadQA44K1FtO6paOKAEA4paM0ZoQBRRRTbAKKKKkYmKKWkIoAM0HmjFHSjYQ0ikXCnkU/rUbg4qXShJ3YczjsTiRCMUjMMfLxVYKc1JjirjCCFzye4u0noamjQkgFqhU1MhB5zyKbimUnqVNe1saFYfaPL3gdutP0zUGvtMW9mBh3Lux0GKwvGk4kj0+xCFmuLjY3PQHvV7XbS5uPDsdnZPtMYC4A5bFYu9zqjZmlbXttPLtS5jZmOMA85qte6wbXW7HTkBJlk+b2BFct4ckh/tpbW5sbq3u4AGJYja3atOw8vVPHt5dbsxWsCMuPUEg0rhyWZ0s11bQsI5rhI3zjaxxml+1RTANBKJVHHB4rhtSvH13Upr2ytHMUXyszYOCKm8K+Zp/hC7upnJwz4J7c07hynZNqVgqkPNEGHHB71PCy7N+/KH+Idq83Gira+E5dTnlkad3yi57Fv/AK9auq3l1aeHLOzWTa8+AWHUdKOYHC5ua14gttJ02S6EqOykALnnk1NFfO1rHNKyRCQZXmuO13TLNrvTtPUyM8xDPk5xgitbxXYXsk1qbWMyW8CYMcfU0XJ5Tore8imA2XAc+maJRIX4kIFc94Vkt7nzittPBNAdrpKe+K3WDsAxyKtPQykh+5hwTmm5plOxVIzYpppzS80YoENFL1pcUuKBiUUtJQAUc0UoNOwXsN2HFRMrAirQNNYA0Ct1J412QFifSuNsbOK+8eXdw0MTpbkY9SSK6a4F08DJbNGrEEZfpWR4X0XUtOv7ma6nt3MvOVGPpWU0dNJpIq6zrl7DrAsSwtIB91wcZrTiuJotAuZp7gTxlCFdTnPBqpqmma5fzPGy2EkWCAWjJIzSy+H7hfDMGlwyhJEdS5PAIzmpsy20N8LumneEkurmYRSToT8x5zkisI6/e2ctu3nTSl5VXYfQnBrovEXh+S/0u1tbaWJXhIPOccHNUYfDep3Gqw3d9LaiGIEKkSkUWYXRc8U6heW0tvaWZVZZiGwT2zVOC91XT/EsFlNMJVkhLnnoc1sz6S914mtNRmdGSGBkC++abb6M8PiSTU5pEdQrKoA6A807MFKJUm1O91fV5NOsZPKEYJdgfSsrw6Ly58Q3t1LI0xgVoM5zVqXRtYsNYuJtMntgLnLN5ik4B/8A1Vq6Pot1pWkXu2RDdzN5hbbwTU2ZV4nL/wBs3+r3c8cl59iMblERmxuxXcWan7HEHcMwUZINcjcaBqd+8b3gsgAckxxkMa6y3URWsUY42jFaRTMZ2JZWxTM0yaTccelKnIrToc47GaXbSZwakBFFwsN6GncYppPNGaQ0iLH7wGnsQWx68UpFR7CTmgVzmfFNpJEbe/tR/pEBxx3BPNb+mXUWoWcVzFjay5p88SzxtGRyyFR+Irn/AAo5tWvdOkODbyBF+hpF30OnYbmyKUGhAAoAOaCMGmSKelM71IelRnrQA4UpoUU7FADMUlPptAhKXFApaYBiiiikAUUUUAFFFJQMWikooAWikpaAFXrRQvWihiOmNYp/oK2jWIzYA+grysVuj1YCGkzikBzQRziubfYY8YK5pmarNcbLnyferTKVptNAmmANOzTBTsUhhmjNIRQBSBoOtLS4oqkKwlKDRRRYEgbmmgU+kIqWUNOKPpQRRikADpS0AUuKEhgDQTSYqNmxQ9iWSmTAx61n37+QhGfvjFWJGyM+lZV3cfayE/u104Sm27mNWWhVUbEUdgKtwL3qArwB6Vah4Ar3LWVjy5fEWFHFSCmrT+9ZspC02nUhpDEzRnNJilAoAMUuKKKACiiimMKSloOKQCUGg0lABRRRQAUoNFJQA7NJmkooAWijFFABmlzSUYzSGGeaWkxS0xC0UmaAaQAaKCaKbAM4pDzQRRzQorqISjqKMUvShxSGN5FOjQNnJP4UjUwHBxSAyb3wtYXOppeyS3AkQ7lBlOM/SrOq6LHqVvErSzI0TblaOUqfpxWkoUnJNSEhxjccfWnYpTaM3R9Fs9PklnjSVndNrGR959epqxp2mW2myTXEaNmT7wJ6jOamVQh4PFKwyQAeD2qeRF+1ZhN4I0wCTbLcx+axdlWYgEk57Gr76NZ/2A+kRI6xMeTu68561ohQBxSFaORB7VlefS7O6so7R1bCAAHdgcUzWNEtNZtFgm3LgAAq+01OUGc0hY54Jo5EHtWZen+ENP03UY7sNNK6dN8xP86m1bQbbUrp5WuZ4yxzhJitX1Yg5JNSZDryaOVC9qyppmnW2lQNBbowDclnbcSfXNWCNqbc5/GnHAXAqIDmnYlybEAp9LikoEKKMUClHWmIQCloopgIaTFKaO1ADaAaXFJikA4Gl4NNAp3amAocA1IXGMg81WYE0AEUWFexMs5B5JP1NKrhzzVcqTT1Uiiwc7JfOAYjH44pm4vnLHHoTTTTCaLD52TEZAwelKSAuM1CpoJyaRW5ISFOS3JpWmVemKgZM0woc0bibaLa7WGc/rUbgFsCkRMLmqt5dC2t5JSeEGTTUW9BSmoq7Jni71Ii4FcJJ4zYyMq8gGmf8JnKrDitlQk1c895jRTszvWHNPQA9TWRo2qf2lGGPStOe8srTAlkwSawmuXc76U41VzRLHlA9DUZG2q9vremSqGSbgnHPrV2RN21h0PTioubOLRATQGGan+zZGai8h94xjFUmZOLZEwYSqccZrlbiKe38dwqinybiN3Yj1FdwiA/KOtVprRRIJWUblBAJ44NBVmiEOVeNQDgjmpiwzRFFvYDnPrjipHtWxwKYuVked3FBApwUJgfypU8qSQhWG4dRmlcFFkXmbTinh809rUMd3NMaMr1zj2p3ATNJTwvGaYRzQSLRQKKACiiigAoopDQMKKKKYBRRRQAUopKUUAKvWihetFJiOmNYUi4rdNYav5pAry8UrpWPUiwiTNOmj2qSp5AJpJGEC1l3mokIwU84IrHD023qVOUUjP+1+dqoYdM9q6PO8j6VzVjbBriEr1/irqCmzFbYhJMxp3GMMUCnEbqTbiuXoagRQBS9qTOKChaKM0ZoRQUUZoyKbAKKOKDSAQ0nelNAoAWlA4oo6CgBrECqshcnjpU0hwRUF7L5EOc9adOPM7E1GUry8UIFiOW71nr+7JfuaaQfMLepqTG7Fe5h6SirnnVZ9CWP5jmrUYxUUKcVYC81szCxKtPpiinVmxi0tNzQDSAdikozRQMKSg0UAFFFJQAtIaKWgBKKWk70AFKKXFFABTad2ppFACCnimCnigB2KaRTs0hNADCcUBucUp5pMAGgCTHFNNKG4oNAxo5pKWkNAhaKSnCgBaKKKBCUUGigBCM0mynUE0DEC4pRRmkyaAENKKSlFADgaUnNMp1AgK5poTFPozQMbtpQMUuaM0DDGaTFGaWgANMp1IaBAKKKKADNGaKOKACiiigAoxRTqYCYooNFABTc040wikAu4Cl303FLimICc0zGacc0mKAEC04LSinVDNFsHaoXYhuKmqPALU07E8t2MaZguMVg6/K39kXI9VNdN5asvQZrB16ykm06dYxliuABW1Ga5tTmxdKSg2eUxrlqc6gOvNXf7OvQSBaycei1GdOvS+Tay5HqtepeKifN8k73aO38FDNv7VueJbewj0K4vZkVmiXqeuelZfhK2ltoQJEKg9c1p+JdMl1XSzawOoRz84NeViGnJo+ky6PLTTZD4a8NWa6GktxEu4nep7+tSaTqNze6nqUWAtvaqPKwetb0cONMjt1PzLGFBH0rjYtN8RWE1zFbC28uc4LtnIFctj07pmxoGsy3y3s0jqII+jE4rntV8RX9sGntrrdFvwoQg5571ox6Bd2ng59PQobqQ53D681lHwprVzp1vbSpZwRROGJjzuYA96eoXR0WsatcWvhOO7iC/bHZRy3qcViale+ILH7FHLKHknxlN/vjNbWp6Xc30tpEu1baPDMvuOafe6ZcX/iSxvH2+RFC4I75JBFGo04sow3usWHiq2sZpFkSWNmK7shcHFW77VbvUdYfTtKm2mIlZmJxg+35ipLHTJ38VT6pdFfKQMqDvggVl3Gl6zp+u3tzpogaO5bPzE5HA/wo1D3SxomqXct/f2F5jzLdivmZyelZfh601a81m8vBIfJiuCgGeorf0LQprSzvJbxw17c5Yv7kYpnh2z1nS554Jfs/wBnd9xbndmkriaiKNYuLjxi1hCp+zpBlj/tUmnalPqGtXMQ5t4SVJ9waoSabrNrrVxNYmApIDyx5rQ8LabdaZbXX20AzTSsxK++KpNmUkjYZsPgdKiLYcipnGDxVdk+bNaIxZKvIpaaOBSg0CFxSUZooGFFFFAwpKWkNAgooopgFKKSlFACr1ooXrRSYjpjXH6bcH5wXDFOpFdga88FtJZmUwIcP1ya5vZ853TqctkaV7ekttFZT5kk49CamggkdS8oIP1oDb3kWNM7eCc1rCkoo5ZzbZYguEttOSUj94SK2bW4FzbGTvXPkeZHa27DBCncfxNW7LfHIUBwpNceIpNu500qisaytxTw2aYU29CD9KcoAFcT93RnStUOpDS0hqRjc0ZpCKSmMdmlBplOoGOopBSmkAlKKMUCn0AdTS1BNNaglsNu4Z9Kx9Sn8z5Ac4rWmk8uE/Suc3mW4fPrXZhaetznqT0BBuGKnSPnpTY1wasIOa9e1kec3dk0SVPtpkfAqXNTcpCY4pDTjTakY2lFJRSuA4Glpop2KAENFLijFADaKKQ0AFKKSlFAC0UuKKACiiigApKWigBMUUlFAC5oJpKGoAAwzgdai+1wLLsZxuPQUvIb5e9Y2r2Qs2ivIkd2DEsAaaGjbMg6inqcisqw1iKWNVlRkY9cr0q+xP3kYMvtSdgZPTaE5XPrS4pCG5pwoC0oGKYC0UUhoADSUGigAooooGFFGKKBBijBopaAEFLRRQAppKdTaACiiigAozRRQAuaQ0UUAFFFIaACiiigApaSlFABS5pKKAFopKKYC0YpKKAFxRikozSAMUmKWigQYpaKDQMD0qMg1IabSAQMQKjbLAg96kPWkC80XG43RWjtIwSWUU77JETwBVsAelGAOar2kiOSPYjSAIvFKsoRsYpWkqHG5gaTd9WNJLYuCQKAOQDnpWa3imwS9NkQTIODzWiVK2zOOqj0rk/Ddouo+KtVu5UGxdu0Y+uayk7HRTjdHaxtEcCNl3Ec5NLJGPKaZzkINxwewrz7XNQuU125S8leGyBAiaNSMflW1LefYvB0t2t19oRwEQ4wRnihSZryI2tM1CLV4mlt1wnrV1yoUgEAmuT0ya20XwZbx3cvlSSLjIzk5JrnXvb211S2SJ5QHYEF3LZGeafMxciPSvLYrgsoI6ZpufLQqSCw4IFcp4onvLjWrDR7S5KTTJ5pYDoAeabZxXNh43jtGvfPQwO0gOeGHQc0uYSgdlHGsfzFhj/arPm1S2bWk04H96yGTg9q5+W8vPEGtT2NrMYobUlZMDv1/rVbwvayDxFfXY3XH2fdAGP596OYOU7MOhLKxUHPGOKR5ecDJrzma9uTq90NTuJLRnkKwcHG3t0rvbGHybOLM3nfIPnximmZyRIzUmMimt1zTx0rRGDEIxTacaQUxC0UUUi0L3pKKKACiiigQhopaKAEpRRRQAq9aKF60UMR0x6VyMsRcYFdcelcyKzpPU6cR0KLERRlGHB9BVEQRzMYo0YFjkkgitSaAycqcH1qD7NODk3Ug+lay1OcqRTRRySRBcPHx1zmmi8aO3mbHzNyp9KlfTU83zvOkZ++R1qXy0KbCop8l1YcZWYzw7qL3szCQ9PWugY/NiuYgtzZ3glT5VzziuhScTqGUV5WJpcrO6nO6J+9JzSLkjNPwK47m6VhmKaRUpFMxRcobRTwuaUKKLgNFOoxRQAUYp2Kdimn0EQNQcYp7rTHYKn6U0rsiZmatcbDHEOrg8+lZqLg7vWn3z7714852HANIhzgHtXs4aHLE4akidBmp1GKjiFWAK6pHO9xy1JmmCnVkMdRiiipGIRSYpc0maaC4op1NFLmnYBeaKM0E0gG02loxQwuJSikpwpD6DhRRxSGmSJRmkzR3oAXNBNFFMBKSilxQAUuMim96XNACbfSoruNpYdgwT71NnmkKg/e5FS9EUjFtIJ7qGUSP5eeFUAce5qa3A0+5Fq0qyB/ujcNwNTXzmzL3K/NxyvrWNbT293dG6EKrLFyzdzUQTvqU5XOnhBCc08HnmsWfVyoVSuMnGa1YnVlGGyMZzXRyGZYxxSGmCTtS5yKzasO4UUUmaAFpKKKADFLijpS0AJRS0dqBDaUUUUDDFGOaUUUAL2ptLSUAFFFFABRSUUDFopKKAFNJSikoAKQ0tJSAKWkpaYC0UCigQUUUZpgFFJmikAUUUUAFLSUtAB3paQClxQAhopcUEUAMo3Yp2OKbigBQ9Gc0mKKAEK5pAhzTqd2oCw28hnubF4YZjEWH3gOlZXhvQbjRkufNumuHl/vDGPfithZSnFSGckcGpcbmkZ2OevfD+pXYZG1Vxb55Xygf6VbufDMM+gx6fFMyxhlY8fewc1pG6OcZqVbnC4AoUS/amLrfh2TVrFIllNuY8bHQZNQWPhK5XVra9vtQe5ESEbWQCt5ro54o+0MUI3GjlF7VGe2iE+I11RpTlEKIMdjjj9KS10gQ67ealPIxaV8xj0BxWiLghMHr1pPOwoz+FHKHtTm7vwzff2zPd2WovaxztucIgOTWnpOiyadpt5btdOZLhi3nbOc/Srv2ojinifOCRz9KXIHtTnz4dv51jjv9SeaJXBUeUASPyrooI1t7cRAbQOAPanC4yMc8Uwtk5pqNiXO4hUUnSnZpKpGTE7UgpaKYBRRQaQwooooAKKKSgBaKSigBaKSloAVetFC9aKGI6Y9K5iunNcxWVM6cR0EppPFPxSFa06nOQs3GKhZTirDLQq5rSL1J2K1ycWZGOcVa0n/AI9PmPNRyx71KUlq3kv5fauLFwb2OmhOzNToOKVWoBBHWlPtXlNOOjPQTTAmlXBppPrSc9qm9gsObg03caRi2OBk0zz41GGOGqopslztoShs0oqGJ9zf7NWOO1DdtBp3EJ5pQ9QuWB6Gmm4RR85xVQi2LmSLBK+tUbiRgrYGaSS7h7OKpy34x8vOK0hSlzmM6isZg3G6YsMHNTKPmppczXTyYwCamVea9unG0DgnK7LMIzVgCoohip6GTcSnCkpam4wopcU00IHoLScU3NFEmkNXY/ijNREmnLnHNK9xN2H5oNNzzxTqYa2EooOab1OKLi1HYpRTlQjrQVOfagqwlITT9vGaibO7OOKLhYDQKdjIpMUAANL1pCp7UgBzQOw7GKU4xT9vy8CoDnfg0XFyi96Ue9P2fLTSuehouHKJ3pSMjFKFp+3jihAVTFv3BxuBHSuYvYotPWd03BmPAPSusYYNZ2r28cqRs7IgU5O4ZzVyslcmN27GC0s11DHvhKADg+tbGlM6Qm3bkx9TV4W8F/DHsYDZjoMA1TlYabdkupKSHBIrGOJTZvOk0jTXb0J5p/TvVJNjyFlY4NWJJo4Uy2SfatHJPUxUWSknFNDe9V4r1nfaykZBxmpMHOe1ShvRE3FFR5OakFUSmKOaWjtSZpDFopM0ZpgFFFFIYoooooAKQ0tNNABQaKSgApaSlAoGFFBpuaAHZopKUUCuIaKWjFACUUuKMUAFFGKXFACUUtGKBCUUuKMUDEopcUYoAKUUlFAC0tJmjNAC0UZoyKACkxS5pKAENNpxFJigAFLSdKM0AGM0uOKBTsUCIvL5p3SnGm0wEKZo24pwpDQFhMUFeKWigVhgjGafswKBTu1ILDOh4pwpMUoFAIKUUUYoGFJS0hoAQ0UGigAopM0ZoGLRSUtABRRRQAUopKUUAKvWihetFDEdMelcxXTnpXM1lTOqv0EoNFFanMNoo4ooATFRMu07qmFI4zVWT3J1WqK7XTp90ZqSLV4UOJSQfpmo3jJqJou39K554VSZtGu1uaP9o28nIfirtvPCwG1smuZe3Gc7jmmiWaD7mTWEsEaxxRq6nqJt8mLlvSuea+mll3y5UVZbzHPmP1pvkLPw/Fb0sKkiXXuzQ0zVYrlxbhufpW2FYDK84rkIrZ7aUtC5yOelSQ69dyXBRFwoGCv9a56mD10NI1jYv9TaH92uC56Cso3Ek/3/AJTQ+58yH5i3U0KhNdVHDKO5jOqxnkg/xmnIm3pUgiNSJGa6HTgjHmbY1E5qwi0qx47VMqUXtoIVBUopoFOqGwQd6WkpRUlDqYafTDQgG8dTT1wRUbdKVelfH51nNbC1nGJ6WGw6mrsazAN1qZRlaoSZ8wfWr8YJKqRwa6ckzKti5Pm2IxGHjDYafKjTzXcBO5JxT2eAW/2jcDH6g1y/j+Ir4f8ALjkZMk/Mprl31K40XRLzSbyZwTEht3P8ROM19HqYcia0PUY13x7jjB6c1H5lpFLskljV/RnA/maq+GQW0a258zI4Y/SuD1s6U3ja9i1O0ubiOPBCxxs3b2p8wch6alxBKxWKSNiOu1w38qSWeKMhHZQx6c9a5/wl/YcpmfSbO5tj/EJonTP0zUPjK2eEQ3cbENHKg49CabZPLqdKzRoyxsyh3GQC2DxTJJEjKwMVEjKSATycV5/r0sl7ry6jazNssJkhKg8YY5rUjf8Atnxs1zC7NHZhosryOcGlzDcLHWRqwXDdaP4sd6llITBzSIili/U4qzJLUY1xDAwWV41Y8jc+Kck9pJIEEse484EgrJ8R6Xoj24vtUtFkKLgHJzj0wDWB4S8Lwy3jaysRt4c/uY9x5XtkHpS5jRRO63LEWPG1RkknHFVjPa+bkzQ8/wDTQf41Q8YRtJ4YvisjLtiOWFcLo0nhGWygNzpd+9yqKGmW3c5P4Um9SlDQ9RADHttPQg5qKSS3gZd8ijccDc2KfpqQtpyfZUKoEyiuCDj8a878XXCa1rM+nRXMcSWsYkBaQLlicEUuYOQ9EZWBGQMYB4PFRNcxROqM65c4HOKzfCmqR6ro64fcYv3R5z93jNZfjMLFe6R5Y2l5yDz7UOViFA6Zs7sEYNV76OR41AUH6ip4kdYVY7R8o5J4qprOpiw0i4uHK7Qv3uwNOdRctghD3izbKvk4UpuHUBhmnzWSXKjcm7HPNecaA/8AZmsWF9caiJVu3fzoy4wv93vXq0zf6JKQoyV/KvNas7o7+XTUzobK1M/lxyJ5h/hV8kfhT1toUl2SSIz91yCRXlsTXel+Ib3VrWRnWKZUkUngBjz+ldD4dv7fUfGmpXcM26DdlOcjpVxqzehPs0jsrq2jW6ilkKJEqkEsduahe6tgQqyRk9BtcH+tc/49L3HhxJJHLI08YxnHBNVpPDGmtoAvLFTbTxxFywJ+YgZ711wbW5zygjrVRiMkDFNGQeax/C+qXF/4dge4OZdo5NaqyM7EHtW6ehhJWJSw7Uhpi1JjigzY0UGlxS44piEHSnCkpRSKCiikNABSGjmjmgQhozSkUw0DHA04GogafmgYpptOphzQS2GTThTcUozQA+lFJRQFxaKTNGaAuLRxTSaM0BcdxRxTc0ZoAeMUUwGlzQMWkNGaTNAC0ZpKQ0BcWigUUBcUUZpKTNArjsijNNzS0BcdmjNMzSbqAuOJ5pM0maBzRYdx4xTuKjFOzRYLimkozQaBXCikozQMKKTNFAxwpRTQaXNIBeKOKTNJmmIfxRxTM0bqBXHkimmkzRmgLgaQ0tIaAuFIKDmigLi0UCigYvNGKUUUAGKKKKEAq9aKF60UMR0xrma6Y1zNZUzqr9ApD0paQ1qcww0UpoxT6CFoxSgUtSNDdtNaNaeaDVJjIDCtQPGB0q3g0wrzTTuSyiSGOw9aXyj2pio32snHFX1Xc20U2TbUpmMij7BEp85eH9MdautEc9KaQehpxVxt2ZSZS3zEBe20U4BUbDdatmIEc9KzruYRybz0HWm3ZDTuXUjV+lSiHHaodNlWeIP61efAHFQ9REQUDtTsUmaUGoGLiiiigdhKUUUUDHdqjapMUxlzTsIYeRSjpRtNLXzuYZHHG1OeTO2jiuRWIWjywNWlcBR61EajyQciujLMpjgm2nuZ1sTzsz/EWlT6ppvlIV3A9D3rM8YeEZNasLWSPZ9ohVBg+wFdRG7M4ZhyKneTJ3ADNew4qxmqliHRLX+zNKt7aYgyKOQlczqGj67F4qn1HTTZhHIx574rqVc7tzcGkkn3jBCn6ip5CvalPTL7W5PNXU4bZSuNjW5JBp+qafLqmmyRLtEpBILdMjpU6yuQAMDHpUjSuYivGabiHtEcro/ha5t/D93BcuhuLg+YWzwCAcVZ8HaNc6Fp0wuGV5rh1dyvIyK3wzm3KsBu6imwb0TDDHWko2CVS6HTEk805AdvfHtSHnrSKxDY7VpYyUjlvEena7fX1u1s1vJbR/MYpW4zmr9pceJlljjntdMW2PBMTksPpW2Q+flAxTMyb+VX64qbGvPoQ67ZS6hodzY2coWSSMrljjmsDTo/Fum2cNmsOnPHGgXcZDlhXUGRlHy4zThOSnzAZpOIKoiSJpls04iW4K/MFPANcrpHhGxZbi51e1gnuGmchnGcAniujdiyfLjOaEOeJRgAUcoOqjB0LRJtG1q+S2ESae0YMar/AHsnP9Kk8ZaRfaounyacI/NhcsfMOB0rZDYkwAAopXvsHYCPxpShcSqoxdPPibzoYdTt7A2o4LQsS1SeI9Lk1WO10+2UfZnJ8/d2HathJ2xlgMVBPJJj9z+NTOk7XHCqrmRq3gDSZdL8uytbaG6TaRIo5JFbmnfaY9IEd4xMxXbk+3FJZ3B3+U4G4Vbk3SHoOK82cmpWOyMrq5ytl4dkhXVRdFfKu2GPyNY/hPwfcaDqNxIzobd+VCnnpXV6heP9ojiGAoHNRpK/fH4V6NCC5btHNVra2M7xRZzanoP2W3KCVJUKhzgcHNZbW/iS8s0sbhbWG2A2l4GJbFdRjdyMZ96kTzeBtGPatuUzc+43TbKHTNOhs0+by1ALetXjGoXIpqIuBwKeemKdrGblchA5p9FFBIUvam0ZouFgpaSlzQAUUmaUc0AFKKMUoFFx8rEIqMipsUeXSuFmQAc06pfKpjRkUXCzEpMU4I1OCe1Fw5WR4oxUuw03aaLi5WIKKdtoC0XDlYzFGKk20FDTug5WREUnNS7DR5ftRoPlZFR1qXZ7Uvl0aBysiApcVJ5dGyi6DlZGBS4qQJRsNK4crI8UmKl2UbDTug5WRYpcU/aaNppcyDlZGRSYqXYaUJRzIOVkQFLjipNlGyncXKyAim4NWfLpPLouHKyuAaeBxUnl0baLhysZijmn7TShDRdBysYBRipNhxSbaLoORjMUhzUm2nBPai6DlZBilxUpT2pNhpXHysjxRipNlJtp3Q+VkfNGKfto2mi6FysjwaOak2GjZ7Urhysjpwp+z2o2U7oORjQM0Yp4XFG2lcXKyPFBFSbaNtFw5WRYpacRimmi4WsGaXNMzSbqAJM0VHu4p69KYDl60UL1ooYjpjXMZrpzXL1lTOqv0DNFHelrU5hKUUYoFADxSGkzRSGIaKDSCgBwFRuKfnimk0xWBIl+9jmseZrhbxvKUv7ZrZU81WVQl0ZD0qak7IIq4y3uZA22aJlPuassyv8AcqyIo5V/eLkVXl06Y58i58oem3Nc0cSk7GzoXRE84jAB5qC9SKeJVVeW68VYt9MEU26WQyGrJhQk/L0BxVfWk3YfsLIo2yLBCqL2qffnvVOAnyhu65P86mB5rojK6uYSVmTinYpq0/HFUIQUtFFIYc0ClFFACg0EikzSE0gFppFGaWgBpU0wrU/GKYaHqPlRHyOlJ8+epqcYp3GOlNRJtYgOTSbTUhHNOCimBDyDTlzmpNtKABTAb82etGDTqDSENPFM3U9uRUJBzQMmVzjg0u41GOlOFIe4vamFeaeDQaLksaMg0hyTgU6kQfNk9KNgtcqXcjqgVD8x4qjb+ZFeBZifm6Vpww/ab054WPmjUYAVSdRghj0rnniFFm0aLZWvr5bbYGPDnA9qkhlM0IdG/I1napo15dWazQ/MRzjNU9MS9sbeWWRd+eAueldVOopxM5U3E3rclrt5B271o3l2sVqXXrjpWJpd8DCEdCHPWpJi1xKB0Qcn3rgnQcp3OmFS0SsoeVnkbOT0qZAwPOaeCucjpUygHmvQpx5Y2OObu7ixj0qYBvWmoOascYo0GMXIPWpCabinCpbAQc0uOKKKRQmKMUtLikA3tSGnUw9KYCU5TzTe1KvWkwW5MBmniMmiIZq9Cgx0qGzqjEqiA08QntWgEHpRtWlcrlRREXFHk5q2UHao9uD3ouKyK/k4pPJq4ADTwgpXHyoz/INN8k1qFAaTyQetHMNRRmeQTS+QfStHygKUIKVw5UZvkkdqXySa0Sq+gpNq0XDlRn+SaQw1obVpDHnoKYuVFEQZpfKxV8RjFMaP2oHZFPyqPIJq6seakCKOtAWRn+QaPJNaO1absHpQFkUPJNIYa0Ng9KTYKAsjPMJpPJNaOwUeXQFkZ4hNL5JrQEYpdgpXBpGf5B7UeQfStDYKXyhjpRcaijN8ojrQY60TACKiMODTTJ5UUTETSeQa0liFO2KO1DYcqMzyD6UohIHStExgmkeMCkPlRneUaTyjV3aCelOEY9KY7IoiE1IIKthBUg2+lArIzzDSeTWgUFN2j0oCyKBgNNMBrRwuOlG1T2oHZGd5FJ5JrT8selRsgHagLIo+SfSlEBxVzYBzSgp0xRcVkUvJNHkmr20elOVBnpSuHKjPMBpBCa1CqgdqYFXNFwcUyh5B9KDAQK1Aq46CkKKe1NMXIjHeIioGFatxHheBWZIuCauLMKkbEBphqRhTCOKsyEqZfuioamX7ooAcvWihetFDEdMa5euoNcvWVM6q/QO9L3pKWtDnFopM0vWgBKKWkpgFJS0YzQISkIp2KXFFgYzacVBdg/Z2I6qM1aOMcVFcHdFtA+tKa5kVB2ZLp91HdRCVT04K1amLY+VsVg6HE0DyZJyxPy+nNbz/ADAZ4rxq0HGR6MGmgjBAyxzUN/OtnavMRnA6U6aVYY8s2B61k61fRPBGkbhsnkU8PQlJ3JqTS0K9lN50KkjHJq30NU7dwIFAGKtKcgV7UIcsbHnTd2WYzxUlQx1KKGKwopaTvS1IwFLRRQwGGinEUYpANopcUEUwY3JpetJSimIUU4dKaKXNMBcUopmaUNSGOJpOtNzzS0wAijtTqKAGUmBTqMUmIbiilpDU3GkFGDSBucVIBxVITI+aQv8AvfJHXGaceDz3plujS3puMfKRtrGtU5EbUYXLNtDskOO/WpniDcN930qQYU/SjIkJB4A71405OctDvUeVFN5PJR9xwoBwKxrJR5jPIMoc8VLq83nTiGM/KpySKhVuABXs4WMlGzOKvJEuyNDlEANOb7vy8GkUZGaeFrr5banOpEapwBVhFNCp7VMq4qWxWFAp/NIBTwKkY0Zpwo6UUgCikpaAFGKXjFMJxTd9Ax5phpw5FGKAG4pydaQilXrSZS3LUQq9Ep4qlD1rRiOMVDOqI5vlFRmQYNSTcrxUCREg59DUMGc3rnjC30edY5AefQZrGPxGtWPyxufqtYHxCG3WYRjPBrlzx2r06OFjKnzM+cxmPrQquC6HpI+Itqg3Mr/TbXV6PrSapaxyxg4dc8ivB5uYjx2r2DwEnm6BAehVQKzxFCEIXRvl2Mq1ZcsjsAcCmNJ70nCx5Y/lXF6prniAeJv7J02GzKtEZQ02f6fSvPW57252yDf0bNL0fbmuf0y51i0heXWXsooVG5njJwKuHV7CWZEivYd7oHUFuWHqP1p3CxpPkHrSKCeKyV8SaOt59ll1K3En90vz9KuXGq6fZANc3cUIb7pdutFw5S75eR1pSfLXJ5qhZ6tp2oO32W+imA5+Rs1BeeJdGtHa3uNQgjmH8Bb5qLhY0RKA3OQey+tTZ3LzxXC6hrQh8S2U0l2kdmx+8W4PFdJa67Y6gzR2t1FMVGTsbOKLhY1gMDrTSDRH90ZNPyDTuKw0CnUvFHFAWGmkIp2aaTSATFLmk3U3dzQMk60uKarUu6kMXHemSTiNMkZFSYyKr3Q2Wr5oGcxP48s7aeSJlcspI+7VRviHas33ZB9FrgdQfOoXGR/Gap5yeOBXdChFq7NY00z1Sy8b2lzcxwrvLP0yuK6uN/ORXHGa8X8Pj/ie2mem/mvZ4ObePFc9WKg7IicLCSEA8tgevpT1jDDIcsPWsPxNaSy6RN5V1NExHWM4rL8N3T6P4dN9f3FzcKpIy5z3rG5CR1zgR9xmmiTd2rkj49tWlVpLC6S2Y4E7L8nX1rR1jxLDpphS3gku5pOVigG4kCi47Gws8bytEJV8xDgrnmpWU7u+K4Tw7rH27xLqNxNayQKpyVlGCoxWjdePIUYiDT7y4iBAM8aZQDuc0XDlOvH3c0x2O3O0/lXPX/iu0stNivQJZIpvuCPljk8AVHpviyC8v0tLm0vbKR1LKLlducUcwuU3g7M2Apx9KlDEdv0rmr3xjDZ30kEFld3Jjba7RLlRVubxXaR6UNQMcoXcEYY5B9Kdx8pu78D+lRSEkcA1ytp45tbi6jjms7mBZm2xyyjCtnpV3V/FUVhdra21rcXshGWW3GdtK4uU145opX2xyqx7jPSlKlH6H61xvhPVImGpX88TRIjsSJBhlGelWpfHUHmc6dei37XG35D+NFw5TsgPlBwTRINibhn8q5vUvFMOmG2URTzC4AKLEMkkjOKisvFsN89zF9mvIbiFN5hkGGI7YobGonRxMLhfMDHHpipNuGxXnPgXxPdzu9pcW15OXuJB9oC5jQbuAT2r0hCC2c0JiaF6Chc5pTimofmpiSGzr8tZUw+Y1sTjKVkT9TVwMqpVPNNIp3elIqzlI8VIv3RSYpR0pjHL1ooXrRQxHTHpXL11B6VzFZUzqr9BKKKK0OcKUGkopiHUUgpDmgBaUUgoFADqQ9KXNJRcCNjigNwcjOacyZpmdopoCGcm1uWulGdwA21ctbqO9hV2cKxzmo5QrwgZ5rMitTASATjJPWuWrQ52dFOrZEfiG8xHPbo3QDBrDihlikiJJZRzmta5sftMu5jzU6wqsQjx0710UKaiiKk7sihYlAMVdj6CokjPQVZjQitZyvsY9SZBUoFNQVIBUDExRS0UgEozSUtAC0UCikMKQ0tIaEgG4owadijFMQ2inYpKLgJiilpDQAU4U2nUAOoNJmigApBTqZSAU03GaXNRmXa3tRYNyTyiDmmmUKcGnm4Bj+U5NRw2/wBofMnArKpVUTaFK4QKbyM7uMEirsSCJQijI9ajMZi+RB8vrViJht2jk15tSq6uiOpQ5BBxk1mX+omJXiQcng1LfX8duGG4ZrAmvBJfM3UOABW2GwvViqVUWET15J5zTlX5qEJ79amRcmvXVoqxwTfMSovFPC80qrxUirQ3chIQLUgFKBQTis2UHSnA0zPNLmkA40UmaM0DEpN1LTSnFABndSGI0qrtUt6VHHeCRivfpQBMOBRmkJpM0AONKvWmZp6UmVHctRDmr8YqlCKvR9qzbOqOxI33aFIx+FDDIpAnHNTp1K16HkPxCwNahPbDVyjyIW617HrfhC01i7SW46Lno2Kz/wDhWelyDcpf6bq9Oli4QgkfOYrLK1Ws5rqeTzMvlnkdK9g8CHGhQYP8FUn+GdgvZ8eu410+kaTBpdkkETH5Rjmsq+JjUVkdGAy+rQnzSL77vLIUZyPyrzXUtNTV/iMkE1zPBEtqfmhcoScnjNenK3y4NQC3iMm8wx7s53bRmvPse2mcZr2gx6P4P1COG5uZt8bMomkLn6UtvpTf8IEr2safbTZDa+PmU46Zrtpo4pYtjKrj0YZqFEWLACAIBjaBxTKueMrG81olnd63o1tc4wVe2bzc/wC9iuuurRLjVdEtrj/S0BQF15U8da7M2NpPNuNrb7gc5MS5/lVg20SFWEabl+6cdKVgucM0AsvHV9HZwqkZtYwvlrhQ3OT9az/DuoeHLKCeLWZLdb4TOd9ym5iC3AHFemCKLG4RIX7ttGaoS6fbyS7jZwZz1MSn+lAXOX1K3tb7xLpm1UlgLcIF4IxRp1nFB441COKEQJ5abUAwP0rtUtYFjU7E3L0O0ZFVY7YfbDLsUN/exyaYi/5e04zRyKAcUM2aEFxymlNMU08HmmK4lJinGkoAYRTSKlxSbaQWEUGl2nNOUU7FACrxVXUmxbE9u9WarXIWaNkY9aaHex4fqDIL2c5/5aGq+ATkGvTZPA+nTzNJLvyxz1NB8CWCdAze+TXZHEJKxuqqRw2iA/2xaAd3/pXsdsxW2QEYyODXOWvhO0s7hJgDlDkc10ySKYwo6CsKs+ZkSqKRkeIp7qPSZlt7Ka5cjA8usCyi1K68FzWc+mzwuGyqvgk8126gM3NPdFyOhHWsbGaZw3iPS7qbwTFax2jiVWQ4HsRUV/bajp2rWmqQadPdqEw0cONw4xXesQPl25X0pEQFPuZ78UrFXOD0m21S+1jULm70yazS4UhfMx8uVxz61zUHhabTlazl0vXL3qC9pchU/I9q9g5A4U/iaaJC0gHlDPc4osHMed67CNJ8O6PFb2Ny3lFGW2Y5kADHgn1qysOpeJfEkF3NpVzYwQxspE2CSSR6V19/pEF7Okk+SU5Bq+qrFHhE/PvRyhzHlF/4Xu7PWb1n0zWr2KeQuDZTiMD8/pWwugzL4dihtNPvIQ0ys0V0wd8/Wu+QhzhlxUgiUNk4OORTsHMcN4n0ueTT9DSO3IaK4QsuO3fNRzpqWheInvINKnvFmiwFgIBBz7mu6kkX7pUH0yKQY2fMpJ9c0WDmPPbLSNVvdM1eG5s3s2uw+3zMcZ+nesKLwy9vCLO70jXbpcbRNFcAR/ka9f3ccKfxNRMN/wArLxSsHMco+nypqmkzrayJbxFRtkwWACkdad9hm/4T24uVtpRFJAiiQ8jPOc115RVi6Zx0z2pikcZUbvXFFg5jgPDL6loFxJpkmi3EqyzyO1ygATBYkcGu9X51BOV9jTpIkdRnGaFiwuBQkS2OD4GM0RjL03yyKmiGDTC4s4xHWLcHk1tXH3KxLn7xrSBjVK2eak4xUQ61JnirOYTNLTTTh0pgKvWihetFDEdMelcxiunPSuZFZUzqr9BDSUppK1OYKKKKAClpKUUAFFFFAC9aKSigBwOKjcZzTqQihARKuKbJU2Kjdc1VySLaCOlMdM1MFxRtouMjjTFTAUoWnYpXAcvSn5po4FHWgYpNJ2oopAJSiiigAooooGGaKKKBBRRSGgBaKSikAUUtGKYCUUUUIGFKKSlFACk4qMOC2KeeRjvVcjAZv7vWlECTJD/N92ozEZZPl5T1qCSb7XIkCMyhlzkVr2sHkQCMsX9zXLXr8uiOilSvqVYbUpJkdK0PLBQACkBC8U5W5rzp1ZM64wsIMIMH0rM1OdoWVIZNshPOPSr8rbsgelYF7Ju1SQg8KgrTB0+Z3JqzsQzwmZf3r7n9ajWxi+U7uV5qbfvPPepEj5zivdhFRR5s5XYqoSwIqwiYNKi8VKBUyEhyipAKaoqQVJQU0ipO1NNICOnUYooAKKKSgBc0u7immm80AOZvkK+tULeEpeZP3etXKD0oGPbqaYad2ppoJFHWpU61EOtSp1pPYqL1LcNXU6VThq2prFnXEnBFNZjuAGPxoTmkkG3k/dpFM5nxH450vwzcRw3xlDSAkYQnpWOvxb0Ds0zH18s1yHxgPnazYBicCNx+tefNsjkHzsPXiuSdZp2Pdw2BhUpqUj22X4v6EoOPMB94zXXaNqtvrWnR30LEq65GRivmG62vEcAkHua+g/hzGreENOHcQDP1q6VVvcyx+Cp0YpwOtXJxnimu4zt7dKWQNtB7nvXM/wBuS/8ACaHSDCNvkGTdz610s8dLodSkaouc9PelIRx2z6Zrn77W5bfVraxWBWVwCWNV/wDhJ44r27jmiVY4AfmGeTmlcdjoxEEfNPK7jx0rndE1O+1F5JJIcWx5RzwcV0kK5QGgLDVXYc04lXpzpkVGV20CYhT0NO2gLSBqC1ADGBoANO60ooEJjFOWg03NMB+aTdTM0maAJM04GogaepoHckFBNIKaTQNDieMCqlyPLiaQ9FBqznvVS8k3QMPQZNS9hxSckmcS/wAUNDt7iWGaSXdGxU4jJ6U0fFjw8OA83/fo145qODrV9u4zO/8AOq6pF1EjfjXE6zTsfQwy2lKN2e32XxN0PUNTgs4jIzStgZQiu3jUSRJJH0YV80+FYlk8Zadg5Pm96+l4AsNqojAxjp71vSk5HmY3DwpP3RW3IRn+dO2sACec+lcr401G80/w/PcQy+W4K4IPvWlfXc6eGjcCRhL5Snd6EgV0N2OCJsK+7II5HbFCSsM8cf59q4bUtXvE0i1SGVkkmyHuVPKf0pdMivWuozb+J5b1DgukkinH4AUr3Cx3qkNgilbimRMFVQRg4pZDzxQKww8nOalU/LUOOeaeDimIGGTR2pSaTrQBGRzTqXFFACg5ppXmlFP7UDI+lFOIpMUgGgc08HmikzzQIeaE+9SZ4oT71MYtx92sS46mtu4+5WJcfeNXAxqlXvT+1MHWn9q0OdMSnDpTTTh0oAcvWihetFDEdMa5mumNczWVM6q/QQ0UGitTmEooooAKUUlKKACiiigApKWigBKWigUAFNpxoxSAjxShadilxTAaBS0tFABRRRQAUUUUAFFFJSGFFFFAC0UlFMQUUUmaBC0UUooGFKKSloADTadRgUhjaTPOKfim7ec07iaGltpzWLq2oFVMEGfMkYAitxsMQOhrmWs9mtky20x3PlJA2FFJ6IqO5v6Na+RAJLj74GPwrVDAn5elVRdwofJb73tU4dVHysK8ium5HfSfKhxXJzSOdgz2pDKMetIxAQs54rJRcnY0nKyK91J5NtJKT/DxWGFLN5h6sKNVuJLt0SI4jRjvHtTon3IAfwr18LQ5Fc4as7gifNmriLxUcaVZRa7GzksKq1IBSgcUuKgtIBTwaZ3p1Qx2H54ppoyaSgYlFFIaBCk0lFFIYUgpaTFACGjFKKWgBKTFLRimiRBUimmU5TQxx3LsHWrijNUYDzWhH0rFo7Ij0yDTn+bg9KBUbqxORzSHex4n8XsJrNiXPBRjx9a8/keJlzgjPGa+gPE3gWy8TXUE127jywR8rEcGsZ/hN4extAuTn/psf8K46lFt3R72Hx9ONJQkeJzHbCwHzY5r6G+HLp/wiFgT8paEYrCb4Q6GynAuQx4z5pI/lXZ6HpMGhaZBYxElYl2jcc1VOm0ZY/GwqxUImqN2/D/dxxXD6lcjR/iAmqXZEdq1o0W9jwCTxmu1Xduy3SmXdnb3qATwpIg/hYA10M8jY4warBr3iiFrEGWGNeZI/u8Gsa70K51TxDeSW88gaIlljB4Y5716TZ6fZ2RP2aBIgR0VQKeLeOKRmt0VXb7xA5NCQXMTw7qsd1bGxkUw3UQwyHv9Pauni+SIA9apRWcEMpmEAErdXAGatByevNMCQtmo25pe1NJoFcQCjbmkL4o380xC7cU4DFCmgsaQwIphFLv5pGagBuKMVIozQRzQKwwClFOxRTAeDgUxutLnim0hocPumql2h+yyPjjBBq3/AA8VVmJdDCx+Rjg0mnYuDipJs+X9UIGr3rH/AJ7v/OoQA2MGvaJvhXo11dTTXEkuZGLfK5HU0n/CptBHQXI46+cf8K5HRlc+ihmFFRszyjwoTH400044MlfStqQ9ugH3hXE6f8MNI0/U4LuF5N0TbhukJrvFRUiAj4wMda2pwcWeZjMRTq/Cc34z0ubU9BuLeJdznBA+hrDu9T1a+0hdKOjX0MzBUMzoBGAK745Iw3I9DSIimT5xn2PStpanmp2OU1FLvS9LtLeHT/tyAfvI1Tc3vWXFayandW5stCm0ohgztIgVmH4V6HNGM7gAD602IMGBJzihRC5YRBsQk8gAc0yTG7inFxTTzTsFxtFKRRQIWiiigAooooAKdnFNooAd1oNIKWkMYelJTjTaBMdSx/epKE+9TEhbj7tYlx1Nbdx9ysS4+8a0gZVir3qTtUY60/tVnMhKeOlMp46CmNDl60UL1opMDpjXMV05rlwaypnVX6C0UmaK1OYWjFFFABiiiigAxRinCg0ANooooAKUUlFAAaOaWigAFFFGaAEozQaaaAHZoyKbRQA6ikFOoAMUmKWigBtFKRSUAFFFFABSYpaKBAKUUlFAxwopBS0AFFFKMUmMKaSacaTHFCBkRPNRyxx3AAcEsOnPSpiMVGCEfOM1pFJ7ivYilt4o4SGJQ/3ic1nx3F5bu7JKs0QXp0NO1q4ZI1Cj73FZ2nWV0krySOWRhgCs5UIs19tY6C31qIQgyRFT6E5qpdXl1dE+WwEJ7YFCxxhApQU3Zg4XpWccMk7jlXuiGOMrkHv1qwkeD0oVCTzVhFrrS5Uc/M2x8a4FTAUiLxUgFZ3KQo6UtFFK4wooopAFFFFAgptL2pKACiiikMKKKMUAFFLiigBtKKDRTQmHWlAoPFKoyaGEdyzBWjF0FZ8A5FXozWTOuJOTTck8ClxmlReahq5a3M651aOzlMcgzVRtftQeFH4VmeI2C3efesNP3r8cc15GIxc6UrHtYbA06kOaR148QW4IO2tO0mS8j8xRXBuvl967Hw8c2INXhsTKqzLFYWFON4mo6AKRUAfBxjipWJeTGeKxPFOuf2BYJPFEJZXcKkZ/iNen1PLaNsbduacgU8gYPrWD4c1d9WsTPcokMgOHRWyFPpWol5BJkxTIyKdrEMDg0wRcdlA5qPYXPBpkt1bJAHaeMJ03FhVT+1bZ4pfIurWRo13ELMD+fNFx2L2Svy9aUDIrn/Cfie312weR5YVmE7xiPeNxwew61sSajZlQ6XdvjJXmQDJHUUri5SZgOlNSIkk549qpy6paRsUku7ZWHZpQCfpzWT4j1Ka2tI5bK4ADEZKkGi4+U6MDa+CaV3A4HWspLy6e5twRAY2QFiZPm6elWG1GyimKy3lsrZ+60oBH4Zp3FYuAfLmhSGOMUjXNssXnPcRrEf4mYAfnUceoWTOViu7d3/upKGP5CgCx92lHNIxBGRQOBQAuBTadyaQigQlFLijFMQvaoHTLVNmmnmmFrihAV6VC2AcVLnio2GTSuVZD1UFeKVFKk5oTgU/rQIaVpmQD05qUnioyKBC7t3WjOBSAUEUAMqRelIFp2MUAFJS0goAKWkpaACiiigAoozRQAU6m06gBtIKDQKAFPSiP71KelIn3qYC3H3axLjqa3Jx8lYdx1argY1ir3p/amd6f2qzmQlPHQUynr0plDl60UL1opMR0xrlh0rqTXKjoKypnViOgtO700U7vWpzAetLik706gBMUcClpDQAuaQmm0UAOAoIoHWloAbRQaTNAC0ZpKKAFzSdaQ0UALRik5pR0oASinYzSEYoABS5ppooAdmlplOBoAWkNLxSGgBtFIaUUALRQKKACilpKAClBpKKBC0U3NKKBi5pc0mKSiwC9RTCoHJ5pcnNOoCxVkgR2DOAQOgpVQdhxU5GO1N/CmmJogaPnOKj8vmru3IpvlgU1IXKV1j9qlVaftpQKblcajYcvSnUgFLUjEozS02kA7NGaZRQA7NFIKWgAoxRRQAYpKWkNABS0nNHNAC0UUUgENFLTaaAdTl60ynr1oYR3LUPWr0YqjF2q7GazZ1x2JScUiuQad1oAxUMs4/xCpe756ZrBwyPwa72/0pbti2Rms4eGgxyWFePicI6k7ns4bGxpwszmPmccmuz0L5NO4Paq/wDwjS/3hWrY2P2WMJnIFaYXCulIzxmMjVhyxJVO5SDwcdfevPdak1PWfE8UOmpbyR2gy4nYgbwa9FlAUHAqjBbwwXBmWJVJOSQOpr0zy7nB6OdT0nXbuw1CKBBdgzfuTldxP86h8P6jZ6boms2l3Kkc32p2SMn5j0wcV6HLaxSzifyVZwMKxGcVXl0LT5GM8tjbvKeS5QE0WC5xd1Cl74TgMl5BbR+cWImfasnA4NHhltNmurrTI9L03zWhXfNa8xspPQ+/Wu2k0qyurcW0lpC8SnOyRAVz9KLPSrKwk/0S0jg7NsXGaVg5jhPAEGjQh2mitRqi3soUZ+YLuOPwp/gPSre80+7nu7dZvLu5yu8cL8xru/7G06G4N1FYW6THq4jGc1JY2ENmrCKNURiSVA4JPWlYaZ5Rq97bavNcyW+n6Qm3KH7QSJRg9RWhD5kvguymc5YSkfUZFehy6DpTS+adNtmc9WMYJqX+z7TyBAltGIgSQoXgUWHzHJyKR4ns34WNI8lT/F8tcprdxa6jLdSw2WjxzqCWaZiJTXrH2WDeHaFC44BI6VVbw9pUkhlfT7VnbqzRgmiwuY80up5bj4XWJmw0jTIrk9MbscV0OoaTZ6RqFjcafapA+F3FB96uubSLMW8VuttGYEORHt4B61Yks4pIwHjViOmR0phcmiB2byc5p7+1Ea+XGq+1KRupiFXpQaTO0UhagQ6kxQpzQaYhppAaU02gAOKMZopwHFAxAKcKOKKAFIpMUop2KBEeKMU/FGKAGijrTsCkxQA0ijFLRQAlFLSUAFFFFACGiim0DH96Wm06gBDRQaB1oAdQn3qD0oj+9TAJ/uViXP3jW5cfcrDuPvNVQMau5VHWn9qZ3p/atDnG08dBTKeOlMBy9aKF60UmI6Y1yo6CuqPeuWA4rKmdVfoAp3ekpa1OYXvS03PNOzQAUhNLkU1s0AJxRUbBu1OTPegCTOKM0jU0ZoAdSUtFACUUlFAC0UuKMUAAFHSlBxSHnpQAtGKTBFLnimA0470YFIcmjNIBcUlLmmmgB2aWmU4GmAYoxTh0paAG4o4opDSAU0lFFABRRRQAYoFLRQAU2lpDQAY5p4plKGFADu1JgUZopAJml6000ophcWiiigLi0UlFAC02lJpKAENApaOaAClFJRQAtFFFABRRRQAUUUUCCiijvQMD0ptOIptABUi9ajp460nsNbluI1dj7VRhq+g6Vi3qdcSYdKDxQKYx5pXKKVxeGF8Cov7Ux1qpqDEXYHbNV3G4818dmGd18PiHCK0OunRUo3NT+1C3SrUF0ZMZrCRADwa1bXgCuvLM5q4up7OSJqUlFXL7fNUILuxQKMVIASMnpiuJ1bxwdI8SRWRtcwsMvISflGetfTPR6HMkdxjYmB1FIGYjleKwrzxHHFe2UcKh4roArJnrmtSbUIraUJcSQpn+9IF/nTuFibPzfKMmpV3elVorq3LCQSJtPAYMCPzqyZlJyCCD0I5FK4WFbJGMUNtVQScVGt2juVjZS6jJGaj1F7qKylksrZbi4AykbNgMaASJjvIyq5FO4Rc968+1Lxd4n0xF+1aLCoJx8twCfwHeuvstSR7BLi9KwMVBKu47/lSuOxolg3TrUbFh1FJFc2sgZopY3A6lWB4/CoJNSszhTdQFjwF8xR/Wi4WLETtk4yal8wZya5fW9TntNX0+3tnAEobfjn8q22ubWIlLi6hRl67pFU07isX+D0pvSoo7qDyg6SoyHowYEVC+pWnmCP7TCH9A4P8AWi47MsOSRxUW89CKWW7t7WDfNKir/edgtc7Zas954pa2imWW3WMkBSDk/hRcLHUR5xzTiRTI94PzDAocmmIXimmnL0pDQISnUmKWgAzSZpDRQMeDTs1GKeDQIWjNJmkzQAuaTNFFABRRRQAUlKTSUgCkNLRQAnam96fikxTGAp1J3oNACUo60lAoAeaWP71NJpY/vUwFuPuVh3HVq3J/uViXH3jVw2MaxU71J/DUfen9qs5kNp46Uw08dKYxy9aKF60UmI6Y965fFdQa5isqZ1V+gYo6U6kNanMNopDSigApyEHqaTFNxuOB1oAkLrnGRTSrDnjFYlxqMzXEsMCKxi+9mtDTLp7y0MjAfKcHFA7F1SGoIFNHC570qnI5oEIaSlam0ALigClpRQAmaeoyKjanowA5NAEchIp0WRy/SoppDGGYoz+m2qOn37XNxcI6lViIHNAGq5GMioNzMcAEfUUy6nW2geVj8q96xv7VvAqTybBbyMApGfXFFwSOg5Uc4qNiR6c1n3V5O9wLe1Cs/Jw/pUC6vILCdpETzIpAntk0XCzNZFkJ5AxU4T1rDt9UuY5oVukULIuV2VsCXOQfWgAbg0CgjIpQOKYhQcU7OaZSg0AOpDS0GkMbRRRQAUtAooAKQ0402gAoHWkpR1oGDDiotxDVOxAXJqp9oj3470Ai2oyKQiljIK5FB60CG4oxS80UgCkJxS000ALmjNJSimAUUUooAKKKKACjFFFABRRRQAUUUUAFFFFABR3oooAU9KYad2ppoQBT1HNMqROtDGty3CKvxDIFUIavxdBWLR2Q2JcYFRMCTUxGaQbVPNTsyjn9QQ/a8+9QNzWteWzTy7kFVTp0wPSvic0yevWxPPDY7KdWKiUlyDWrZhmAqFbCX0q9axNEfmGK6snyuthqznLYmpNSiWSQIyD6c15rqGnw6p8RntZcfZ3sWGc/xZr0p1Vhzx2qj/ZFsb0XgiTzQu3djnFfWHKnY8ktHv7TxfBo92p8mCT9yx7pnjFTauuoT+I7p76x0ydUY+X9suPL+XNeoT6RaXF+l5JGhmjGASORTNQ8PaVqb+be2UFwf+mi5osNtHC6dYam/gW+hQ2gl3s8Rt5t6r0wuafY63eiyiv0aQWVogEwA++wADfqf0rubTTbGytfstpbxwQ5J8tBgGp4dKsktpLdYUWGXlo1HBNFhXOZ8DudQiuNYlBUyuyqp9AeK6bVdSt9IsZr66cRxqo+aprWwhtUEMSqkY/hXpTdQsbPUbd7a7hSWNhja4yKTGcLpl7Z6vqR1TVr20jWM5t4RMCU56+vIxVTxnPdXWq2ojt7O809ieLmXZF+Yrrx4J0FXBXS7M4H3inNXptD0ySwFlLaQNbjpGy/KKQXOI8LrcWd5eTCDTY7Epkw2dx5gHHNcvftFf2s15ZaVpMK+aPLka4In685XNes2HhjSdNjcWdrFDv6+WuKhTwjowmMz6fas5OSxXmnYLnPXDO66HNn94Uxz2+lZXii8s9R1K4to9JsJp4f9ZJezNESfb1r0X+yrOR4sW8WIuEwPu1DqHhnSL6UzXdhDNITnLLmiwXPPPDTXEvhnV45khg8twiRwPuCgj1NP1HQbKy8GadqMEEceovLHunBwzAtg+1eh2mgafZwyJBbRxq/LKB1p0ul2k1tFbPBG8cZBVGHAxRYfMjgdUEV1rmm2mtXBTTzbMx8w4RmB45q54Sj0y38WzRaXGghCNjYeK6/UNFstSiWK5s7eZV+6si5A+lGn6HZaa++2tYYWxjKLjigTkjQdmJwRRjjmndTSVXQjqKOBSGgmmmgYtFFFIApKdSGgAFKDSUUxC5FHFJRQAtFAopAFFFFAwooooAKKKKACiiigQUUYopjENANBpB1oAf2oT71JSp96mIWf7lYlx1Nbc/3KxLjqauBlVKven9qZ3p/atDmEpw6U2njpQMVetFC9aKTEdMa5iunPeuXBrKmdVfoOBo60lKOlanMNIpRxS4pDQApYYqNThs0GnIu6gDnJIbqG/uHjtJisuRvGMVq6Lby21kySAjcckGrbTR7vKLKG96aZkjJHmJj/eFJDvdFggbaFFV/tcf99P8AvoU4XUf99P8AvoU7isTMvpTdppouY/76f99Cl+0Rn+NP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processus de colonisation» (Toki, 2013 : 2). En mettant l'accent sur l'évolution du colonialisme dans la région du Pacifique, le rapport rappelle:
Au cours des années 1800, la plupart des nations insulaires du Pacifique ont été soumises à une série des commerces, religions européennes et autres intérêts. Les États européens se bousculent les uns avec les autres et avec les communautés autochtones pour obtenir des avantages dont ils espèrent bénéficier, y compris l'exploitation continue des ressources naturelles. À la fin des années 1800, les puissances étrangères avaient acquis un pouvoir souverain sur presque toutes les nations insulaires du Pacifique, certaines nations insulaires étant enfermées dans une source majeure d'exploitation des ressources sous administration coloniale;
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{
"Header 1": "Carte 3. <br> Contrôle Colonial dans le Pacifique Sud (2001)",
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Les nations insulaires du Pacifique ont toujours été considérées à travers le même prisme que celui utilisé par les rédacteurs de la doctrine de la découverte, justifiant ainsi l'assujettissement des peuples autochtones et la saisie des ressources naturelles des îles. Ces approches sont enracinées dans les activités des pays colonisateurs, des églises ou des entreprises en raison d'une perspective qui déshumanise les insulaires autochtones. Ce qui est encore plus alarmant au cours de ce siècle, c'est la concurrence entre les pays pour s'emparer des États insulaires du Pacifique à des fins politiques, militaires et financières. Ce problème a persisté jusqu'à aujourd'hui;
Après plus d'un siècle de domination coloniale, l'empreinte laissée sur la politique, la culture et l'économie du Pacifique s'est traduite par un mélange difficile de systèmes de gouvernement et d'administration coutumiers et coloniaux. Les systèmes coloniaux de gouvernement, d'éducation et de religion ont imprégné et dominé les sys-
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{
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tèmes autochtones, de nombreuses langues autochtones étant reléguées au bord de l'extinction;
Le calendrier, la taille, l'éloignement et la vulnérabilité économique, ainsi que des facteurs tels que la détermination de certaines puissances coloniales à rester, indépendamment des souhaits des peuples autochtones, constituent une toile de fond unique pour l'indépendance et la décolonisation du Pacifique... La région offre d'importants enseignements à tirer si l'on veut répondre aux aspirations des résolutions de l'ONU sur la décolonisation. De nombreuses puissances impériales ont participé au Pacifique au cours des siècles, divisant les cultures de Mélanésie, de Micronésie et de Polynésie selon les aspirations d'acquisition et d'assimilation (Toki, 2013 : 6).
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{
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De nombreux chercheurs concluent que le Second Empire colonial français a commencé vers 1830 lorsque la France a envahi l'Algérie. Cela a coïncidé avec l'établissement du contrôle français de la Cochinchine (la partie la plus méridionale du Vietnam moderne, y compris Saigon) et l'octroi d'un statut de protectorat sur le Cambodge. La Seconde République française lui succéda en 1848 avec une nouvelle Constitution française qui contenait une référence à l'acte d'annexion unilatérale des colonies françaises, plus précisément à l'article 109 qui déclarait « le territoire de l'Algérie et des colonies comme territoire français, et qui seront régis par des lois spéciales jusqu'à ce qu'une loi spéciale les place sous la présente Constitution».
Après la guerre franco-prussienne de 1870-1871, la France acquiert le Tonkin et l'Annam (qui font partie de l'actuel Vietnam) en
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Après la guerre franco-prussienne de 1870-1871, la France acquiert le Tonkin et l'Annam (qui font partie de l'actuel Vietnam) en
1883. Prises ensemble, ces colonies constituaient l'Indochine française avec l'ajout ultérieur du Laos en 1893 et du Kwang-Chou-Wan en 1900. De plus, en 1849, une concession française à Shanghai a été établie, qui a duré jusqu'en 1946. La Constitution de la IIIe République successive comportait l'article 2 de sa loi du 24 février 1875 relative à l'organisation du Sénat des dispositions spécifiques relatives à la représentation politique, notamment que le territoire de Belfort, les trois départements de l'Algérie, les quatre colonies de la Martinique, de la Guadeloupe, de la Réunion et des Indes françaises seraient représentées au Sénat français par un sénateur élu.
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{
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Les Français ont également accordé un statut de protectorat à la Tunisie en 1881 et, en 1900, ils avaient établi leur contrôle sur une vaste région d'Afrique du Nord, occidentale et centrale, constituant la Mauritanie, le Sénégal, la Guinée, le Mali, la Côte d'Ivoire, le Bénin, le Niger, le Tchad, la République centrafricaine et la République du Congo, ainsi que Djibouti (avant - Somaliland français) en Afrique de l'Est. Le statut de protectorat a été étendu au Maroc en 1911, suivi de mandats internationaux pour gouverner les anciens territoires turcs comprenant la Syrie et le Liban actuels, ainsi que les anciennes colonies allemandes du Togo et du Cameroun.
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La Seconde Guerre mondiale a vu l'occupation de diverses parties de l'empire colonial français par des puissances rivales, notamment le Japon en Indochine, les Britanniques en Syrie et au Liban, les États-Unis et les Britanniques au Maroc et en Algérie, et l'Allemagne en Tunisie. Ces territoires ont été restitués à la France en 1945 à l'issue de la Seconde Guerre mondiale. D'autre part, le retour du colonialisme français a été contesté par les mouvements indépendantistes en Indochine, précipitant le retrait français en 1954 et l'indépendance de la plupart des colonies françaises restantes en Afrique en 1960. Cependant, l'indépendance de nombreuses anciennes colonies françaises en Afrique s'est inscrite dans un contexte résolument néocolonial, comme le décrit African Human Rights Law Journal de 2023:
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À la veille de l'indépendance (de l'Afrique occupée par la France), la France a conclu secrètement des accords de coopération avec les gouvernements sur le point d'accéder à l'indépendance et en a conclu d'autres immédiatement après l'indépendance. Certains des accords secrets contenaient des clauses qui donnaient la priorité à la France pour l'achat des ressources naturelles de son choix dans ces États francophones (Ngambu, 2023 : 1).
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{
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De tels arrangements postcoloniaux/néocoloniaux ont abouti à des conditions extrêmement défavorables pour l'acquisition par la France des ressources naturelles des anciennes colonies françaises - une situation qui a finalement précipité le rejet des gouvernements soutenus par la France dans les anciennes colonies d'Afrique française au XXIe siècle. Entre-temps, l'accélération du mouvement d'indépendance algérien a entraîné le retrait français et l'indépendance de l'Algérie en 1962 à la suite d'une lutte de libération armée contre une occupation française brutale et le colonialisme qui a coûté plus de 1,5 million de morts algériens. Alors qu'il est souvent fait référence à un « effondrement» du Second Empire colonial français, il serait peut-être plus opportun de parler d'un «repli» de l'empire puisque divers arrangements coloniaux sont restés intacts et ont progressé jusqu'à un processus de modernisation/légitimation de dépendance décidé qui se poursuit jusqu'à nos jours.
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{
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Cela s'est manifesté par le maintien des territoires insulaires des Caraïbes, du Pacifique et de l'océan Indien sous diverses formes de gouvernance de dépendance (GD) après la fin de la Troisième République française en 1946. Cela a coïncidé avec la création de la première liste des Territoires Non Autonomes (TNA) de l'Assemblée Générale des Nations Unies et l'inscription initiale des colonies restantes sous administration française. La Charte des Nations Unies, signée en 1945, et la création de la Liste des TNA de l'ONU en 1946, avaient fait suite au mandat de la Société des Nations et à la Charte de l'Atlantique, en tant qu'instrument international le plus
substantiel à ce jour dans l'élaboration d'un processus international émergent d'autodétermination qui fournirait le cadre juridique pour la décolonisation des territoires qui, pour la première fois, étaient placés sous une surveillance internationale intensive.
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{
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À ce moment-là, la France n'a procédé qu'un an plus tard, en 1947, à la sortie unilatérale de ses colonies de la liste de l'ONU, en 1947, en faisant référence à la promulgation de la Constitution de la IVe République en 1946 (dont il est question plus tard dans la présente analyse). L'acceptation de cet acte extraordinaire était le reflet de la composition des États membres de l'ONU à l'époque de la formation de l'ONU. Par conséquent, il y avait une grande disproportion de représentation dominée par des États qui, eux-mêmes, étaient des puissances coloniales et qui n'étaient pas enclins à un contrôle international de la gestion des colonies qu'ils administraient - en particulier en vertu des directives récemment adoptées contenues dans la Charte des Nations Unies.
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Constitution (1791)
Constitution de la Première République Française (1793)
Constitution de l'an III (Napoléon Ier) (1795)
Monarchie française (1804-14/15)
Constitution de la Seconde République Française (1848-1852)
Constitution du Second Empire Français
(Napoléon III) (1852-1870)
Constitution de la Troisième République Française (1870-1940)
Constitution de la Quatrième République Française (1946-1958)
Constitution de la Ve République Française (1958-aujourd'hui)
Avant d'examiner les implications du retrait unilatéral de la liste française des colonies sous son administration en 1947, la présente analyse se poursuit en explorant l'évolution du mandat juridique international sur l'autodétermination et ses conséquences prévues d'une décolonisation pleine et entière pour les dépendances françaises et les autres colonies se trouvant dans une situation similaire. Ce processus aurait dû être activement poursuivi dans le but d'une décolonisation pleine et entière. Cependant, il a été court-circuité par l'action unilatérale française.
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L'évaluation de l'autonomie gouvernementale de Ma'ohi Nui (Polynésie Française) menée en 2013 par le Projet d'Études sur la Dépendance (PÉD) a mis l'accent sur « une description instructive du mandat international dominant en matière d'autodétermination, tel qu'il est inclus dans des instruments juridiques internationaux spécifiques » (Projet d'Études sur la Dépendance, 2013). À cet égard, l'évaluation de 2013 s'est appuyée sur les normes internationales applicables en matière d'égalité politique, telles que décrites dans l'ouvrage de 2012 intitulé Les Territoires Non Indépendants des Caraïbes et du Pacifique : Continuité ou Changement? (Corbin, 2012) :
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Les normes internationales établissant des normes minimales pour une pleine mesure d'autonomie gouvernementale découlent principalement du droit international et des principes internationaux, à commencer par la Charte des Nations Unies (ONU), associés aux conventions internationales ultérieures et aux résolutions des Nations Unies offrant une plus grande spécificité. Le Pacte de la Société des Nations, conformément à l'article 23, a été le premier instrument international à traiter de l'évolution des peuples dans le cadre d'arrangements non autonomes, en faisant référence à la garantie d'un « traitement
équitable des habitants autochtones » de ces territoires. Cette prise de conscience s'est ensuite reflétée dans les instruments internationaux ultérieurs, notamment la Déclaration de Décolonisation de 1960, considérée comme la « magna carta » de la décolonisation, suivie de la « Convention de Vienne sur le Droit des Traités » de 1969. ${ }^{11}$
L'autorité internationale du rôle de l'ONU a été énoncée dans le livre de 2012 :
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L'autorité internationale du rôle de l'ONU a été énoncée dans le livre de 2012 :
L'Organisation des Nations Unies, lors de sa création en 1945, a conféré une légitimité internationale aux processus d'autodétermination et de décolonisation qui l'accompagnaient en faisant référence concrètement à sa Charte. En conséquence, le chapitre I de la Charte des Nations Unies relatif aux buts et principes et le chapitre IX relatif à l'Économique Internationale et Coopération Sociale soulignent l'importance cruciale de l'égalité des droits et de l'autodétermination des peuples.
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La Déclaration sur les territoires non autonomes contenue au Chapitre XI de la Charte des Nations Unies définit le principe de l'autodétermination. En conséquence, la Charte affirme que les États membres de l'ONU qui administrent des territoires qui n'ont pas encore atteint une pleine autonomie reconnaissent, entre autres, l'obligation d'assurer l'intégrité culturelle des peuples concernés et de favoriser leur progrès politique, économique, social et éducatif. L'obligation comprend le développement de l'autonomie gouvernementale par le biais d'institutions politiques libres (comme le prévoit la Charte des Nations Unies);
[^0]
[^0]: 11. Voir, le paragraphe 2 du dispositif de la Résolution 1514(XV) de l'Assemblée Générale des Nations Unies relative à l'application de la Déclaration sur l'Octroi de l'Indépendance aux pays et aux peuples Coloniaux (Déclaration de Décolonisation), et l'article 53 de la Convention de Vienne sur le Droit des Traités, faite à Vienne le 23 mai 1969 et entrée en vigueur le 27 janvier 1980, Nations Unies, Recueil des Traités, vol. 1155, p. 331.
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Les chapitres I, IX et XI de la Charte des Nations Unies ont été cités à maintes reprises comme fondement d'une mesure prescriptive pour remédier aux déficits démocratiques persistants inhérents aux arrangements de gouvernance de dépendance restants. En 2005, le président de la Commission de la Décolonisation des Nations Unies a élevé le débat mondial sur la question en qualifiant la décolonisation de «programme inachevé» des Nations Unies et a souligné l'importance de mettre les territoires dépendants restants en conformité avec une pleine mesure d'autonomie gouvernementale conforme aux principes internationaux (Corbin, 2012).
D'autres instruments internationaux pertinents ont également été décrits dans le texte de 2012:
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Outre la Charte des Nations Unies, d'autres instruments internationaux accordent une grande importance au mandat juridique international de la promotion et de la réalisation ultérieure d'une politique pleinement engagée dans l'égalité en tant que droit humain fondamental. Les plus pertinents de ces instruments sont le Pacte International relatif aux Droits Civils et Politiques (PIDCP) et le Pacte International relatif aux Droits Économiques et Sociaux (PIDES), qui affirment tous deux le droit des peuples à l'autodétermination. Il convient de noter en particulier l'article 1 des deux conventions, qui reconnaît la responsabilité des États administrant de promouvoir la réalisation du droit à l'autodétermination. Les deux conventions sont généralement acceptées comme des normes préventives de jus cogens. La Convention sur l'Élimination de la Discrimination Raciale (CEDR) contient des dispositions similaires qui donnent plus de poids à la base juridique internationale pour la réalisation de l'autodétermination qui est censée aboutir à une pleine mesure d'autonomie gouvernementale (Corbin, 2012).
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Parmi les autres instruments internationaux connexes cités dans la littérature sur l'autodétermination, on peut inclure la Déclaration sur l'Inadmissibilité de l'Ingérence dans les Affaires Intérieures des États et la Protection de leur Indépendance et de leur Souveraineté ; la Déclaration sur le Renforcement de la Sécurité Internationale ; la Déclaration relative aux Principes du Droit International touchant les Relations Amicales et la Coopération entre les États conformément à la Charte des Nations Unies et à la définition de l'agression ; et les résolutions sur la souveraineté permanente des ressources naturelles, entre autres instruments des Nations Unies. ${ }^{12}$ Ces instruments internationaux « servent de base à la protection des droits des peuples à l'autodétermination en vertu du droit international, exigeant des États signataires qu'ils adhèrent aux préceptes contenus dans ces accords multilatéraux » (Projet d'Études sur la Dépendance, 2021 : 20).
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En outre, le rapporteur spécial de la Commission du Droit International des Nations Unies sur les normes impératives du droit international général, Dire Tladi, dans son quatrième rapport en 2019, a souligné que «le droit à l'autodétermination est une autre norme précédemment identifiée par la Commission (du Droit International des Nations Unies) comme une norme classique de jus cogens dont le statut péremptoire est pratiquement universellement accepté». ${ }^{13}$ Dans son rapport, le rapporteur spécial a fait allusion à l'arrêt rendu en 1995 par la Cour Internationale de Justice (CIJ) dans l'affaire du Timor oriental, selon lequel «le droit des peuples à l'autodétermination, tel qu'il a évolué à partir de la Charte (des Nations Unies) et de la pratique de l'ONU, a un caractère erga omnes et est irréprochable ». ${ }^{14}$
L'efficacité de la Charte des Nations Unies de 1945 et de la Déclaration de Décolonisation de 1960 qui a suivi a également été renforcée
[^0]
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L'efficacité de la Charte des Nations Unies de 1945 et de la Déclaration de Décolonisation de 1960 qui a suivi a également été renforcée
[^0]
[^0]: 12. Voir Hector Gross Espiell (1978) Rapport du « Rapporteur Spécial des Nations Unies concernant l'application des résolutions des Nations Unies relatives au droit des peuples sous domination coloniale et étrangère à l'autodétermination», Conseil Économique et social de l'ONU, Sous-Commission de la Prévention de la Discrimination et de la Protection des Minorités, Doc. ONU E/CN.4/Sub.2/405 (Vol. 1) 20 juin, p. 27.
13. Voir Dire Tladi, Quatrième rapport sur les normes impératives du droit international général (jus cogens), Rapporteur spécial, Doc. N.U. A/CN.4/727 du 31 janvier 2019, pp. 48-49.
14. Idem
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14. Idem
par l'Avis Consultatif de la Cour Internationale de Justice (CIJ) de 2019 sur les Conséquences Juridiques de la Séparation de l'Archipel des Chagos de Maurice en 1965 (Cour Internationale de Justice, 2019). Le caractère critique de la mise en œuvre des résolutions de décolonisation de l'Assemblée Générale des Nations Unies a également été précisé dans l'évaluation de Ma'ohi Nui de 2012. Ces instruments résonnent particulièrement avec les dépendances françaises inscrites sur la liste des Nations Unies en tant que clés de la réalisation éventuelle d'un véritable processus d'autodétermination, et ont un rapport direct avec les colonies françaises qui ont été prématurément retirées de la liste de la juridiction de l'ONU bien avant l'adoption de la Déclaration de Décolonisation de l'ONU. Ces Dépendances Périphériques (DP) régies en dehors de la supervision de l'ONU maintiennent toujours le droit inaliénable à l'autodétermination collective. La pertinence et l'importance des résolutions de l'ONU ont été soulignées dans l'évaluation de l'autonomie gouvernementale de Ma'ohi Nui en 2013 :
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Les résolutions adoptées par l'Assemblée Générale des Nations Unies depuis sa première session en 1946 prévoient un pouvoir législatif long et complet pour s'acquitter de son mandat au moyen de mesures normatives visant à remédier aux déficits démocratiques qui caractérisent les arrangements de dépendance classés comme non autonomes en vertu de la Charte des Nations Unies;
Alors que de nombreux territoires ont obtenu la pleine autonomie en vertu de ces résolutions de l'ONU et ont été retirés de la désignation de non-autonomie d'autres restent officiellement répertoriés comme tels, tandis que certains (dépendances supplémentaires) ont été relégués à la périphérie de la dépendance où des ajustements à leurs arrangements peuvent les avoir rendus en dessous du seuil de l'autonomie totale, mais en dehors de l'examen international, car il n'existe pas de processus standard de réévaluation de l'ONU, à l'excep-
tion d'une résolution à cet égard l'effet proposé par un État membre de l'ONU devant l'organisme mondial ;
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tion d'une résolution à cet égard l'effet proposé par un État membre de l'ONU devant l'organisme mondial ;
L'idée qui prévalait que la pleine autonomie devait être réalisée par l'indépendance, la liberté d'association ou l'intégration a continué d'être entérinée par des résolutions de l'Assemblée Générale des Nations Unies, qui ont affirmé, entre autres, le droit des peuples des territoires dépendants à l'autodétermination, conformément aux options de statut politique légitime fondées sur les principes clairement définis dans la résolution 1541 (XV) de l'Assemblée Générale des Nations Unies ;
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En dépit de ces critères reconnus, d'importants déficits démocratiques subsistent dans les dispositifs de gouvernance au sein des TNA et dans les pays « autonomes» (et «intégrés»), même en dépit des normes internationales qui ont été affirmées depuis longtemps par la communauté mondiale. Bien que ces normes d'égalité politique restent en vigueur, rien n'indique que des indicateurs d'autonomie aient été utilisés dans l'approche de «cas par cas» de l'examen international de chaque territoire - au moins dans les quelques cas où l'examen de cas par cas a été appliqué. Pourtant, une détermination objective de la suffisance de l'autonomie gouvernementale ne pourrait être faite que si des indicateurs spécifiques de norme minimale étaient utilisés (Projet d'Études sur la Dépendance, 2013).
L'analyse officielle de l'ONU fournie par le Professeur de Droit International Edward McWhinney a souligné, en particulier, le « caractère prophétique de la résolution 1514 (XV) (la Déclaration de Décolonisation) en ce qu'elle fournit un lien juridique inévitable entre l'autodétermination et son objectif de décolonisation, et un nouveau droit à la liberté fondé sur le droit international également
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dans l'autodétermination économique ». ${ }^{15}$ Ainsi, l'évolution politique des colonies mondiales a été considérablement influencée par l'adoption en 1960 de la Déclaration de Décolonisation (Nations Unies, 1960).
L'élan généré par le large consensus international en faveur de la décolonisation a conduit à l'accession progressive à l'autonomie par l'indépendance d'une grande partie des sous-régions respectives de la Polynésie et de la Mélanésie, les Îles Cook et Nioué réalisant une forme authentique et internationalement reconnue de libre association autonome avec la Nouvelle-Zélande. La Déclaration de Décolonisation a également donné une impulsion à l'indépendance des anciennes colonies africaines, dont un certain nombre sont passées par une courte période de libre association avant d'atteindre la souveraineté. Alors que de nombreux territoires des Caraïbes ont été encouragés de la même manière à accéder à l'indépendance, un nombre égal reste dans une condition coloniale reconnue ou non reconnue.
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À sa deuxième session, en 1946, l'Assemblée Générale a dressé la liste d'un total de 74 territoires inscrits volontairement par les puissances administrantes de l'Australie, de la Belgique, du Danemark, des États-Unis, de la France, des Pays-Bas, de la Nouvelle-Zélande et du Royaume-Uni. Les TNA français officiellement répertoriés comprenaient:
[^0]
[^0]: 15. Voir Edward McWhinney, «Déclaration de l'octroi de l'indépendance aux pays et aux peuples coloniaux », Bibliothèque audiovisuelle de droit international des Nations Unies, site Web de l'ONU, http://legal.un.org/avl/ha/dicc/dicc.html.
Afrique Équatoriale Française, Établissements Français en Inde, Établissements Français en Océanie, Guyane Française, Somaliland Français, Afrique Occidentale Française, Guadeloupe et Dépendances, Indochine, Madagascar et Dépendances, Martinique, Maroc, NouvelleCalédonie et Dépendances, Nouvelles-Hébrides sous condominium Anglo-Français, Réunion, Saint-Pierre et Miquelon et Tunisie. ${ }^{16}$
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Dans la communication du Gouvernement Français de 1946 qui transmettait des informations concernant la situation dans les territoires français, la France insistait sur le fait que ces informations étaient fournies « sans préjudice du statut futur (des colonies)». (Répertoire de l'ONU, 1945-54 : 13):
Il est clair qu'une telle énumération est subordonnée à toute définition définitive des Territoires Non Autonomes. Néanmoins, le Gouvernement Français se sent tenu de rappeler qu'à son avis, la détermination des territoires auxquels la définition s'appliquera ne peut relever que de la compétence nationale de l'État chargé de l'administration des territoires. Sans préjudice de la définition qui sera adoptée, le Gouvernement Français se propose de fournir cette année toutes les informations en sa possession sur les territoires (sous administration française);
Il convient de noter d'emblée qu'une loi qui entrera en vigueur le 1er janvier 1947 confère le statut de département métropolitain à la Martinique et dépendances, à la Guyane française et à La Réunion. En outre, en ce qui concerne les autres territoires français, le Gouvernement
[^0]
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[^0]: 16. Résolution 66-1 (VIII) de l'Assemblée générale des Nations Unies sur les informations provenant de territoires non autonomes communiquées en vertu de l'article 73 e de la Charte, 14 décembre 1946. Les Comores ont été incluses dans Madagascar et ses dépendances tandis que la Polynésie française a été incluse dans les établissements français en Océanie.
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Français rappelle que leur position juridique au sein du système français est en cours d'évolution et il n'est pas en mesure à l'heure actuelle de donner une définition ne varietur. ${ }^{17}$
Ces manœuvres ont ouvert la voie à l'acte unilatéral de la France en 1947 d'interrompre la transmission d'informations à l'ONU sur les territoires administrés par les Français, jusqu'alors requise en vertu de l'article 73e de la Charte des Nations Unies, avec pour effet de soustraire unilatéralement les territoires français à la tutelle de l'ONU. Cette évolution s'est produite seulement deux ans après l'adoption de la Charte des Nations Unies et un an seulement après la réinscription volontaire par la France des territoires sous son administration. Cet acte solitaire est survenu bien avant l'élaboration du vaste mandat prévu par le droit international pour la réalisation de l'autodétermination et la décolonisation des colonies restantes.
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La discussion sur les normes minimales de ce qui constituait le PMAG n'en était qu'à ses débuts et ne devait être approuvée, dans son intégralité, que plus d'une décennie plus tard, en vertu de la Déclaration de Décolonisation de 1960 et de ses principes d'autonomie associés reflétés dans la résolution 1541(XV) de l'ONU de 1960. Ainsi, l'acte unilatéral de la France de retirer les colonies de l'examen de l'ONU était clairement prématuré et basé sur une notion erronée selon laquelle le changement de nomenclature au début de la Quatrième République Française - renommer les colonies en territoires ou départements- était en quelque sorte suffisant pour écarter les obligations de la France en tant que puissance administrant en vertu du droit international de faire progresser les territoires sous son administration dans la Pleine Mesure de l'Autonomie Gouvernementale (PMAG). La Charte des Nations Unies était - et reste - l'exigence fondamentale de l'instrument juridique international à cet égard. En outre, il est reconnu que le rôle ultérieur de l'Assemblée Générale dans la détermination du moment où un ter-
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[^0]: 17. Communication de G. Bidault, Ministère Français des Affaires Étrangères au Secrétaire Général de l'Organisation des Nations Unies, 17 octobre 1946 (document A/74 des Nations Unies).
ritoire a atteint l'objectif d'une PMAG - plutôt que de permettre à une puissance administrant de s'auto-déclarer - ne sera adopté qu'en 1953. À cet égard :
Par décision de l'Assemblée Générale (de l'ONU), le comité permanent et spécial a de nouveau examiné la question en 1952. Un deuxième comité permanent et spécial a été constitué à cet effet et s'est réuni en 1953. À la suite de ces études et des rapports qui en ont découlé, l'Assemblée Générale a adopté en 1953 la résolution 742(VIII), en vertu de laquelle elle a exposé de manière très détaillée ses conclusions sur les facteurs à prendre en compte pour déterminer la portée géographique de l'application du Chapitre XI de la Charte (Répertoire des Nations Unies, 1945-1954).
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La résolution 742 (VIII) a souligné que « l'autonomie peut être obtenue par association avec un autre État ou un groupe d'États si cela se fait librement et sur la base d'une égalité absolue $» .{ }^{18}$ Le texte de la Résolution 742 (VIII), qui énonce les facteurs qui devraient être pris en compte pour décider si un territoire est ou n'est pas un territoire dont la population n'a pas encore atteint une pleine autonomie gouvernementale, figure dans l'annexe à la présente analyse. Un essai de 2006 sur les délibérations de l'ONU sur le critère de cessation de la transmission d'informations en vertu de l'article 73 e) figurent également dans l'annexe de la présente analyse pour plus ample développement. ${ }^{19}$
En conséquence, le retrait unilatéral des TNA par la France en 1947 de la surveillance de l'ONU était inacceptable, même du point de vue de la première définition de l'autonomie de l'époque, car la manœuvre tirait parti non seulement de l'absence de consensus in-
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[^0]: 18. Résolution 742(VIII) de l'ONU sur les facteurs à prendre en compte pour décider si un territoire est ou n'est pas un territoire dont la population n'a pas encore atteint une pleine autonomie gouvernementale, 27 novembre 1953.
19. Voir l'annexe pour Le Critère de Cessation de la Transmission d'Informations en vertu de l'Article 73(e), Examen des Territoires d'Outre-Mer, vol. V n 5 ; Août 2006.
ternational sur ce qui constituait le PMAG, mais elle désinscrivait également singulièrement les territoires en l'absence d'une procédure convenue de l'ONU pour retirer une colonie de la juridiction de l'ONU. Mais, comme nous l'avons noté, la composition des États membres de l'ONU à ce moment historique reflétait une masse critique de pays qui étaient eux-mêmes des puissances administrantes et donc favorables à une telle décision unilatérale qui pourrait servir de précédent à l'avenir en ce qui concerne leurs propres colonies.
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Une certaine « mentalité coloniale » historique de la part de la France doit également être prise en compte ici en ce qui concerne le retrait unilatéral de la liste. Cela a façonné le «discours colonial » dès les débuts du projet impérial, et a donc contribué à façonner les idées et les actions des différents acteurs coloniaux (gouverneurs, superviseurs économiques, missionnaires, etc.) impliqués dans l'administration des colonies dans leurs diverses itérations au fil du temps. (Jackson, 2018 : 10-12). À cet égard, il est affirmé que « tout au long de l'ensemble du projet colonial, les idées sur la race ont éclairé les décisions prises dans la métropole et les colonies variant dans leur transparence, en particulier à la suite de la constitution de 1946 » (Jackson, 2018 : 44).
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Il a fallu près de quarante ans après le retrait unilatéral de ses colonies par la France pour que l'ONU commence à revisiter les territoires qui avaient été soustraits à leur contrôle et à examiner la suffisance de l'autonomie des colonies prématurément désinscrites. À cet égard, les dépendances françaises de Kanaky et Ma'ohi Nui ont été réinscrites sur la liste des TNA de l'ONU en 1986 et 2013, respectivement, tandis que les autres colonies françaises restent dans la « périphérie de dépendance». Il s'agit notamment de Wallis-et-Futuna dans le Pacifique ; la Guadeloupe, la Guyane, la Martinique, Saint-Martin et Saint-Barthélemy dans les Caraïbes ; et Mayotte et la Réunion en Afrique (océan Indien). Comme nous l'avons noté précédemment, ces Dépendances Périphériques (DP) faisaient partie des dépendances françaises qui avaient été prématurément retirées de la liste de la juridiction de l'ONU en 1947.
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Entre-temps, les Tokelau et les Samoa américaines restent officiellement inscrites sur la liste des TNA par l'ONU dans leurs accords de dépendance respectifs avec la Nouvelle-Zélande (NZ) et les États-Unis, respectivement. Les tableaux 3 et 4 fournissent une catégorisation des arrangements de dépendance dans les Caraïbes et le Pacifique, respectivement.
Tableau 3.
Tableau 4.
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],
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}
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_495
|
| Non Autonome | Autonome | Intégré |
| :-- | :-- | :-- |
| Samoa Américaines | Îles Cook | Bougainville (PNG) |
| Wallis et Futuna * | Nioué | Hawaii (EU) |
| Guam (US) | Micronésie (EU) | Rapa Nui/Ile de |
| Nouvelle-Calédonie (FR) | Palaos (EU) | Paques (Chile) |
| Tokelau (NZ) | Îles Marshall (EU) | Hong Kong (RPC) |
| Moatil (EU) | | Macao (RPC) |
| Polynésie Fr. (FR) | | Papouasie |
| Îles Mariannes du Nord (EU) * | | Occidentale |
| (* non répertorié par l'ONU) | | (Indonésie) |
| Source : Le Projet d'Etudes sur la Dépendance, St. Croix, Iles Vierges 2024. | | |
|
{
"Header 1": "Pacifique Non-Indépendantes - 2024",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 0
}
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_496
|
| (* non répertorié par l'ONU) | | (Indonésie) |
| Source : Le Projet d'Etudes sur la Dépendance, St. Croix, Iles Vierges 2024. | | |
En dépit d'une analyse juridique et universitaire approfondie du caractère obligatoire de l'applicabilité de la Déclaration de Décolonisation aux arrangements de dépendance en vigueur, la plupart des puissances administrantes expriment l'avis contemporainement que la Déclaration et les autres résolutions de l'Assemblée Générale des Nations Unies sur la décolonisation ne sont pas contraignantes et sont donc soumises à une mise en œuvre volontaire. Dans le cas de la France, il y a eu un refus constant d'adhérer au mandat juridique international de la Charte des Nations Unies, qui exige que les pays qui administrent les TNA les promeuvent jusqu'à la Pleine Mesure de l'Autonomie Gouvernementale (article 73b) et fournissent à l'ONU des informations pertinentes pour le processus de décolonisation dans les territoires sur une base annuelle (article 73e). Le cas de Ma'ohi Nui (Polynésie Française) en est un exemple illustratif où les obligations juridiques internationales de la France ont été sommairement ignorées (voir tableau 5).
Tableau 5.
|
{
"Header 1": "Pacifique Non-Indépendantes - 2024",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 445
}
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_497
|
Tableau 5.
Non-transmission par la France d'informations sur Ma'ohi Nui à l'ONU (2013 à 2023)
| Pouvoir administrante | Année | Transmission de l'Information |
| :--: | :--: | :--: |
| France | 2013 | Aucune information transmise |
| France | 2014 | Aucune information transmise |
| France | 2015 | Aucune information transmise |
| France | 2016 | Aucune information transmise |
| France | 2017 | Aucune information transmise |
| France | 2018 | Aucune information transmise |
| France | 2019 | Aucune information transmise |
| France | 2020 | Aucune information transmise |
| France | 2020 | Aucune information transmise |
| France | 2021 | Aucune information transmise |
| France | 2022 | Aucune information transmise |
| France | 2023 | Aucune information transmise |
| France | 2024 | Aucune information transmise |
|
{
"Header 1": "Pacifique Non-Indépendantes - 2024",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 1626
}
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_498
|
| France | 2021 | Aucune information transmise |
| France | 2022 | Aucune information transmise |
| France | 2023 | Aucune information transmise |
| France | 2024 | Aucune information transmise |
| Conformément à sa résolution 67/265, l'Assemblée Générale reconnaît que, «à la lumière des dispositions du Chapitre XI de la Charte de la résolution 1514 (XVI) de l'Assemblée Générale des Nations Unies, la Polynésie Française reste un territoire non autonome au sens de la Charte ». (Doc de l'ONU A/78/63 du 11 janvier 2023). Des informations sont transmises à l'ONU par la France concernant Kanaky (Nouvelle-Calédonie). Cependant, la promotion du progrès politique jusqu'à la pleine mesure de l'autonomie gouvernementale a été remplacée par des mesures visant à promouvoir la réforme coloniale plutôt que la décolonisation. Aucune information n'est transmise à l'ONU sur les autres territoires administrés par la France qui ne figurent pas sur la liste officielle des Territoires Non Autonomes de l'ONU. | | |
Source : Projet d'Études sur la Dépendance, Sainte-Croix, Îles Vierges (2024).
|
{
"Header 1": "Pacifique Non-Indépendantes - 2024",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 2252
}
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_499
|
Source : Projet d'Études sur la Dépendance, Sainte-Croix, Îles Vierges (2024).
Au lieu de rendre compte à l'ONU des mesures prises pour faire progresser les territoires sous leur administration vers la Pleine Mesure d'Autonomie Gouvernementale (PMAG) comme l'exige la Charte des Nations Unies, la France a suivi une voie historique de poursuite d'un projet colonial qui est incompatible avec le droit inaliénable des peuples des territoires à l'autodétermination externe tel que reconnu par le droit international coutumier. Ce droit à l'autodétermination est généralement considéré comme « un principe fondamental du droit des droits de l'homme et un droit individuel et collectif à déterminer librement la statut politique et poursuivre librement le développement économique, social et culturel $» .{ }^{20}$ Par conséquent, un véritable processus d'autodétermination conduisant à une décolonisation pleine et complète fournit le remède le plus logique au déficit démocratique de la gouvernance de dépendance.
|
{
"Header 1": "Pacifique Non-Indépendantes - 2024",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 3265
}
|
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf
|
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