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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_200 | The state of implementation of the Matignon Accords was discussed by the three signatories in 1995, and a final communiqué was issued which expressed agreement for a future "process that would enhance the prosperity, responsibility and dignity of New Caledonia and of all its population groups. ${ }^{\prime 59}$ The difference of future direction continued with the representative of FLNKS reiterating that the process should lead to sovereignty whilst the representative of the pro-French Rassemblement pour la Calédonie dans la République (RPCR) restated its colonial accommodationist position favouring continued control by the French Republic.
[^0]
[^0]: 57. See New Caledonia, Working Paper Prepared by the Secretariat, UN Document A/AC. 109/1170, 16 July 1993.
58. See New Caledonia: Matignon Agreements, Nicole Atwill, Senior Legal Specialist, Western Law Division, Law Library, Law Library of Congress, (LRA-D-PUB-002047), October 1997.
59. See New Caledonia, Working Paper Prepared by the Secretariat, UN Document A/AC. 109/2046, 9 May 1996. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_201 | 59. See New Caledonia, Working Paper Prepared by the Secretariat, UN Document A/AC. 109/2046, 9 May 1996.
The parties established a schedule of meetings to be held at regular intervals to report on progress of their discussions from a political standpoint, to discuss the issues with other political actors and to submit them for public debate. Concern was expressed by the parties that measures should be taken to accelerate implementation of the economic and social development measures of the Accords including the establishment of a training program for Melanesians. It was agreed that a further referendum on independence would be scheduled for 1998.
At this juncture, France publicly reiterated its continued opposition to sovereignty for the territory in a February 1996 policy statement of French Minister for Overseas Departments and Territories Jean-Jacques de Peretti to the Comité de discussion préalable in New Caledonia: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_202 | The State is not ready to accept the principle of an independence that is ultimately sanctioned by a majority of the voters giving a simple answer to a simple question. We grant that this principle, which we consider to be the essential, inescapable law of democracy, may be viewed differently by some of you, taking a different political and historical approach (emphasis added);
Based on this understanding, we must bear in mind that the consensual solution should enable each party to reposition itself in its own historical and political perspective... (M)ajority rule must not weigh inexorably on a minority that is prevented from fulfilling its aspirations. This is the true and lasting meaning of 1988 and of the reconciliation forged between the communities living on this soil;
This is why the second demand which the State has brought to this discussion is an a priori rejection of the status quo... And since changes are necessary, the State hopes that the preparations for these changes will not | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_203 | Such an official expression of opposition to sovereignty by the French Minister raised serious questions as to whether the French State could conduct a fair and unbiased process of self-determination. In a glimpse of the evolving French strategic regional agenda which informed the opposition to sovereignty for the territory, the French ministerial statement commented that "France's efforts in the Pacific can only be enriched by the Caledonian dimension which you will bring to it through the affirmation of your specific identity." Thus, the continuation of a political tie of New Caledonia to the French State was openly recognised as the preferential option to accommodate future French geostrategic designs. In the context of the French geo-economic agenda, the ministerial statement further revealed that "the second concern of the State is to encourage and promote the controlled, autonomous development of the Territory's economy thanks to its mineral wealth, its metallurgical industry and the indirect benefits of this core activity economy stands out from the other overseas economies. ${ }^{61}$
Map 8
Map of Kanaky (New Caledonia)
61. 59 Op. cit. at 5. | {
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"
],
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_204 | Map 8
Map of Kanaky (New Caledonia)
61. 59 Op. cit. at 5.
60. 59 Op. cit. at 6 .
In response, President of the Front de liberation nationale kanake socialiste (FLNKS) Rock Wamytan stated:
First and foremost, the legitimate and historical claim of the Kanak people is to sovereignty and independence. As the indigenous people of this country, having been colonized at one point in its history, the Kanak people has the right to exist as a 'specific' people; it has the right to emancipation and to choose its own destiny. The French Constitution, in article 75, recognizes this 'specificity.' In December 1987, the United Nations endorsed this international affirmation of the Kanak people's right to independence and also recognized FLNKS as the legitimate representative of that people. FLNKS is not seeking independence but rather is requesting the French State to give the Kanak people the opportunity to exercise its right to its emancipation and sovereignty; | {
"Header 1": "mask the real issues. It seems to me that these real issues concern, first, the link to France as a whole. ${ }^{60}$",
"Header 2": null,
"image_references": [
"img_ref_11"
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],
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_205 | We hope...to have in place by 1998 a free and sovereign State which would have a number of areas of competence constituting the principal powers of sovereignty, including international relations, immigration control and the control over natural resources. For a number of years, to be determined by negotiation, this would allow the French State to exercise competence in certain areas, such as security, public order, defence, currency, inter alia. These areas of competence would be restored to the new State according to a timetable (emphasis added);
FLNKS believes that the establishment of this State is a guarantee of peace and stability, and of genuine economic, social and cultural development for all inhabitants of this Territory. For the French State, it would be a guarantee of the maintenance of special and lasting ties, freely offered and accepted, with New Caledonia. For FLNKS and the Kanak people, this would be the institu-
tional guarantee of an irreversible process that would lead us to the full exercise of our sovereignty...; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_206 | tional guarantee of an irreversible process that would lead us to the full exercise of our sovereignty...;
It is (the responsibility)...of the State which colonized the Kanak people, to show us the necessary way out - one which will enable us to sever the ties... This is the price of a successful consensual solution... It is now up to the State to fulfil its historic responsibility: it must tell us how it plans to work with the Kanak people towards emancipation while integrating what FLNKS considers to be its gain: the legitimacy of all those who will henceforth share our destiny on this land of our ancestors. We are convinced that together we will at last be able to deliver New Caledonia from its 'colonial' context and steer it in the direction of progress and modernity at the dawn of this third millennium. ${ }^{62}$
The colonial accommodationist perspective was articulated by Rassemblement pour la Calédonie dans la République (RPCR) President Jacques Lafleur: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_207 | The colonial accommodationist perspective was articulated by Rassemblement pour la Calédonie dans la République (RPCR) President Jacques Lafleur:
Belonging to France is not negotiable. Those who want independence say that they want to be emancipated. This concept of emancipation is different from mine. I believe that they need to learn to administer a country and an economy. Emancipation, to my mind, has never meant independence. ${ }^{63}$
FNLKS President Rock Wamytan in an earlier statement to the Congress of New Caledonia at the end of 1996 had referred to a "negotiated solution" after the conduct of the projected 1998 referendum pursuant to the Matignon Accords allowing for "shared sovereignty with France and the eventual full exercise of its attributes of sovereignty on the basis
[^0]
[^0]: 62. 59 Op. cit. at 8-9.
63. 59 Op. cit. at 10 . | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_208 | [^0]
[^0]: 62. 59 Op. cit. at 8-9.
63. 59 Op. cit. at 10 .
of a timetable for relinquishment of authority...(and a) transitional period initiated by the 1998 referendum...in order to prepare the citizens of this country, whatever their ethnic affiliation, to assume definitive responsibility for their future. ${ }^{\prime 64}$ The FNLKS President rejected the notion of the process being used to facilitate another dependency statute. These concerns were well founded as the process continued for the next several decades. Meanwhile, the 1996 French statement to the UN Fourth Committee repeated previous assertions calling into question the validity of a UN role in the process as it relates to New Caledonia: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_209 | France maintains its reservations regarding the competence of the United Nations to discuss the subject (of (New Caledonia). France has always considered that Article 73 of the Charter does not apply to New Caledonia, nor indeed to the overseas departments and territories as a whole. We have always considered that the Charter leaves to each State concerned exclusive competence to determine which of the Territories it administers constitute non-self-governing territories. We believe that no General Assembly resolution has been able to amend the Charter on this point and give the Assembly competence in this area. In accordance with Article 2, paragraph 7 of the Charter, the question of New Caledonia thus constitutes a matter which is essentially within the domestic jurisdiction." ${ }^{\prime 65}$ | {
"Header 1": "mask the real issues. It seems to me that these real issues concern, first, the link to France as a whole. ${ }^{60}$",
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_210 | In April 1998, the French President issued a communiqué announcing an agreement between the three parties made at Nouméa to follow up the arrangements made under the Matignon Accords of
[^0]
[^0]: 64. See New Caledonia, Working Paper Prepared by the Secretariat, UN Document A/AC.109/2074, 20 March 1997.
65. 64 Op. cit. at 7 .
1988. The resultant Nouméa Accords were signed on 5th May 1998 and provided for a further twenty-year transition. The Nouméa Accord committed France to transfer responsibility over areas of government, except sovereign powers, to the Government of New Caledonia. A referendum on full sovereignty would be scheduled between 2014 and 2018 on the political future of the territory. The Accord was approved by $72 \%$ of voters in a referendum in New Caledonia held on 8 November 1998 and codified in Organic Act No. 99-209 of 19 March 1999 following the legal opinion of the French Constitutional Court on 16 February 1999. The Nouméa Accord represents the latest structure of dependency governance for the territory through 2024 as described in the 1997 UN Working Paper on New Caledonia: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_211 | New Caledonia is a sui generis collectivity within the French Republic, governed under the provisions of part XIII of the (French) Constitution ("Transitional provisions pertaining to New Caledonia"). The French Minister of the Interior and Overseas Territories, supported by the Junior Minister for Overseas Territories, has responsibility for New Caledonia and, in that capacity, oversees the coordination and implementation of the actions of the Government of France in accordance with the Territory's status and organization...;
The administering Power is represented in the Territory by a High Commissioner, who exercises the authority of the French Republic in New Caledonia...Under Organic Act No. 99-209 of 19 March 1999 concerning New Caledonia, the administering Power (France) retains prerogatives in a number of areas, including diplomacy, immigration and alien control, currency, the Treasury, defence, justice, and maintenance of law and order. In the area of defence, the High Commissioner and the Commander of the Armed Forces of New Caledonia perform the functions prescribed by the relevant legislation. New | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_212 | Caledonia (hosts) an air force base, a navy base and one infantry regiment, with a total of around 1,450 military personnel...The administering Power is responsible for the maintenance of law and order;
In accordance with the Nouméa Accord, a set of institutions has been established to confirm the full recognition of the Kanak identity and culture. There are eight customary councils representing eight customary regions. In addition, a Territory-wide customary Senate with a rotating presidency comprises 16 members, with each customary council selecting two members. Under article 143 of Organic Act No. 99-209, the Senate is consulted on all matters relating to the Kanak identity but has no normative power. In accordance with article 147 of the Organic Act, the Senate has a budget for its operations. ${ }^{66}$ | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_213 | The Nouméa Accord also committed to new competencies to be 'devolved' to the territory in the three categories of 1) powers to be transferred immediately, 2) powers to be transferred at a second stage and 3) shared powers. A similar division of competencies was later established in the subsequent Organic Law of 2004 for French Polynesia but the distribution between the powers of the French State and the territory were significantly weighted towards the State without a commitment for additional delegation of powers.
Of particular interest were the immediate delegation of powers under the Nouméa Accord to be transferred during the first term of the Congress in the areas of external trade including import regulations and approval of foreign investments; external communications through postal and telecommunication services (except government communications and regulations governing radio frequencies); navigation and international shipping services; external communications
[^0]
[^0]: 66. See New Caledonia, Working Paper Prepared by the Secretariat, UN Document A/AC.109/2074/11, 14 March 2024. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_214 | [^0]
[^0]: 66. See New Caledonia, Working Paper Prepared by the Secretariat, UN Document A/AC.109/2074/11, 14 March 2024.
through air services when their only stop in France is New Caledonia and in compliance with the international commitments entered into by France; and exploration, exploitation, management and conservation of living and non-living natural resources of the Economic Zone; rules for the administration of the Provinces; curriculum content for primary schools, teacher training and inspection of teachers; and the public maritime zone, transferred to the Provinces. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_215 | Also of particular note were the powers to be transferred to New Caledonia at an intermediate stage during the second and third Congressional terms including policing and security regulations for domestic air and sea traffic; fundamental principles governing land ownership and real property rights; rules for administration of communes; administrative control over local government entities and their public corporations; secondary education; and regulations pertaining to private school teachers under contract. Additionally, designated 'shared powers' included aspects of international and regional relations, in particular the entitlement of New Caledonia to become a member or associate member of certain international organisations, ${ }^{67}$ representation in countries of the Pacific region and in European Union Overseas Countries and Territories programmes; and provisions for consultation on decisions related to audio visual broadcasting, and law and order. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_216 | Following the ratification of the Nouméa Accord by the people of New Caledonia and the codification of its provisions into French law New Caledonia was no longer considered an overseas territory under article 74 of the Constitution, but rather as a territory sui generis with special institutions designed with a gradual devolution of power described as non-revocable. The relevant institutions created under the Nouméa Accord began to enact "laws of the country" (lois de pays), but consistent with the continued dependency status of the territory,
[^0]
[^0]: 67. New Caledonia subsequently was admitted as an observer to the Pacific Islands Forum (the successor organisation to the South Pacific Forum) in October 1999. Meanwhile, the Melanesian Spearhead Group (MSG) granted the FNLKS full membership in 1999 in recognition of the FNLKS as the legitimate representative of the Kanak people.
the final constitutionality of such local laws remained the determination of the Conseil constitutionnel (French Constitutional Council). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_217 | the final constitutionality of such local laws remained the determination of the Conseil constitutionnel (French Constitutional Council).
The issue of voter eligibility became a heightened concern following an interpretation of the Nouméa Accord that was regarded as permitting a ten-year voter residency. This was seen as an attempt to heighten the political power of the pro-French settler group but was opposed by the indigenous pro-independence FNLKS. At the urging of the FNLKS the French Government introduced a draft constitutional bill in the National Assembly clarifying that the right to votewas to be exercised by persons already on the electoral roll on 8 November 1998 and resident in the territory for a minimum of 10 years. Whilst the measure was approved by the French National Assembly and Senate, final ratification was delayed. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_218 | Meanwhile, several settlers challenged the length of the residency required for voting in the future referendum as discriminatory against French citizens in a claim filed before the United Nations Human Rights Committee in 2002. The residency requirements were subsequently determined not to be violative of the International Covenant on Civil and Political Rights, and "not excessive inasmuch as they (were) in keeping with the nature and purpose of these ballots, namely a self-determination process involving the participation of persons able to prove sufficiently strong ties to the territory whose future is being decided."68
In 2006, the Conseil National pour les Droits du Peuple Autochtone en Kanaky Nouvelle Calédonie (National Council for Indigenous Peoples' Rights of New Caledonia) advised the UN Secretary-General that it was dissatisfied with the implementation of the Nouméa Accord expressing concern that the indigenous Kanak people have been "systematically excluded from the process of power
[^0] | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_219 | [^0]
[^0]: 68. See Views of the Human Rights Committee under Article 5, paragraph 4, of the Optional Protocol to the International Covenant on Civil and Political Rights, Seventy-Fifth Session, concerning Communication no. 932/2000, UN Document CCPR/C/75/D/932/2000, 21st July 2002.
transfer mandated by the Accord and chronically underrepresented in New Caledonia's governmental and social structures... with the indigenous Kanak people (having) been systematically excluded from the process of power transfer mandated by the Accord and chronically underrepresented in New Caledonia's governmental and social structures." ${ }^{\prime 69}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_220 | In 2007 the French Assembly passed the delayed amendment to the French Constitution confirming that voter eligibility for New Caledonia required residency for persons who were on the voter role in 1998 at the signing of the Nouméa Accord. This prevented some 7,000 additional French settlers who later arrived in New Caledonia from bolstering support for the pro-French colonial status as was the intention of the French settler colonial project. At the tenth meeting of the Committee of Signatories in 2012, First Vice-President of the Congress of New Caledonia and a signatory of the Nouméa Accord Roch Wamytan expressed concern that hundreds of Kanak electors were on the supplemental voting role, not cleared for the final voting list, whilst there were attempts to include non-citizens on the special electoral roll leading to the self-determination referendum, and that there was an urgency to address theses issues for the provincial elections as well. In this connection, Wamytan stressed: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_221 | It was "the historical responsibility of the (French) State, which must not fail in its task of decolonizing New Caledonia, since the State was not an arbiter but a party to the Nouméa Accord...(T)he Kanak people would no longer accept a process turning them into more and more of a minority in their own country; they would not remain indifferent to the planned elimination of their ability to exercise their right to self-determination as a result of an intentional policy of immigration by French nationals. ${ }^{70}$
[^0]
[^0]: 69. See New Caledonia, Working Paper Prepared by the Secretariat, UN Document A/AC.109/2007/9, 22th March 2007.
70. See New Caledonia, Working Paper Prepared by the Secretariat, UN Document A/AC.109/2013/16, 28th March 2013.
A subsequent 2013 report to the UN Special Committee on Decolonisation provided further elaboration on continued indigenous Kanak concerns challenging the functioning of the disputed electoral process: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_222 | History shows that problems in registering the electorate to vote on the issue of self-determination are recurrent in New Caledonia. They reflect the policy of the French Government which aims to make the Kanak a minority to maintain its sovereignty and interests in New Caledonia and Oceania. The policy can be summarized in a few words: the red line of prohibited independence;
France will do everything possible to prevent our countries (French colonies) attaining full sovereignty. Attempts to neutralize and destabilize pro-Independence political parties and national liberation movements, killings of pro-Independence leaders, manipulation and destabilization practices tried and tested in former French colonies. 'Franafrique' is an example; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_223 | The Kanak People is being suffocated by a large-scale immigration policy from the French overseas territories and from France. The Kanak People is increasingly becoming a smaller minority in its own country. The migratory flow has increased significantly since the signing of the Matignon and Nouméa Accords despite the promises of the (French) Prime Minister who at the signing of the Matignon Accords in 1988, had undertaken to stop migration;
This mass migration harms the decolonization process and the right to self-determination and Independence of the colonized people and that of the New Caledonian citizens to whom the Kanak People has reached to build a free and independent country. The goal is clear, it is to populate New Caledonia (in line with Prime Minister Mes- | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_224 | A 2014 Visiting Mission of the UN Special Committee on Decolonisation to New Caledonia "call(ed) upon the administering Power to take all measures necessary to address the concerns expressed with regard to the question of the promotion of the systematic influx of foreign immigrants into the Territory."72 Yet, more than 40.000 French nationals have migrated to New Caledonia since the 1998 Nouméa Accord was signed.
It was amid the emerging implications of the decided French settler colonial project that a 'self-determination' process was devised within the Nouméa Accord that was to be conducted between 2014 and 2018 following a three-fifths majority vote of the Congress of New Caledonia. If the Congress had not decided by May 2018, the date would have been set by France with a maximum of three referenda envisaged, and if sovereignty did not garner a majority the parties of the Nouméa Accord would meet to examine the way forward. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_225 | Following a meeting of the Committee of Signatories of the Nouméa Accord on 5 June 2015, a French organic law (Organic Law No. 2015987 of 5 August 2015) was adopted regarding the referendum process and included "the establishment of an advisory committee of experts (vetted by France) to provide the special administrative commissions with legal input on requests for registration made on the basis of the applicant's main material and moral interests; (and) automatic inclusion on the special electoral list for the
[^0]
[^0]: 71. See Statement of Roch Wamytan to the UN Special Committee on Decolonization Caribbean Regional Seminar, Third International Decade for the Eradication, First quarter review of developments and trends; Quito, Ecuador 28-30th May 2013.
72. See Report of the United Nations mission to New Caledonia, 2014, UN Special Committee on Decolonisation, UN Document A/AC.109/2014/20/Rev.1, 18th June 2014. See also Report of the Special Rapporteur on the rights of indigenous peoples, James Anaya: The situation of Kanak people in New Caledonia, France, UN Document A/HRC/18/55/Add.6, 14th September 2011. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_226 | referendum of four categories of voters. ${ }^{\prime \prime 73}$ With the agreement of the political groups France requested the assistance of the UN to furnish independent experts to assist in the troubled electoral registration process. A total of twelve UN electoral experts were sent to the territory and by 2018 had been involved in aspects of the process for a three year period.
A second UN visiting mission of the Special Committee on Decolonisation was dispatched to the territory in 2018 to assess the referendum preparations by France and local authorities. In this regard, concerns were expressed that the UN involvement was limited to an observation role given the stated French aversion to independence for the territory that could jeopardise the fairness of the referendum exercise which would be conducted by France as the administering Power rather than by a neutral party such as the UN. The UN visiting mission in its report emphasised the "importance of ensuring the conduct of a just, fair, free and transparent referendum as an imperative. ${ }^{74}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_227 | The Pacific Islands Forum dispatched a Ministerial Committee to observe the 2018 referendum and the implementation of the Noumea Accord. The Report of the Forum Ministerial Committee took note of the role of the "Referendum Supervisory Commission...appointed by the French Foreign Minister in May 2018 to oversee the conduct of the referendum. ${ }^{\prime \prime 75}$ The role of France as the administering Power of New Caledonia in the overall control of the referendum process continued to raise questions as to the extent to which such a process could be considered 'just, free, fair and transparent' given the overt expressions by French political leaders directly and indirectly favouring the status quo colonial relationship and an expressed opposition to independence. This signaled an obvious conflict of interest with re-
[^0]
[^0]: 73. See New Caledonia, Working Paper Prepared by the Secretariat, U.N. Document A/AC.109/ 2016/ 11, 1st February 2016.
74. See Report of the United Nations visiting mission to New Caledonia, 12-16 and 19th March 2018, UN Document A/AC.109/2018/20. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_228 | 74. See Report of the United Nations visiting mission to New Caledonia, 12-16 and 19th March 2018, UN Document A/AC.109/2018/20.
75. See Report of the Pacific Islands Forum Ministerial Committee to New Caledonia on the 2018 Referendum On New Caledonia's Full Sovereignty And Independence, Pacific Islands Forum Secretariat, 2018.
spect to the referendum result. On this point, it is emphasised that the referendum process emanating from the Noumea Accord is not a UN process, but the limited UN involvement had provided it with a sense of political legitimacy.
The French Parliament adopted Organic Act No. 2018-280 of 19 April 2018 concerning the referendum with subsequent implementing decrees, and the French electoral authorities made further 'adjustments' to the voting rolls in the runup to the scheduled November 2018 referendum vote. This included an added category "allowing automatic inclusion for a category of voters whose property and personal ties are presumed to be mainly in New Caledonia" in a suspected bid to add more pro-French colonial votes to the referendum process. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_229 | Despite the curious last-minute adjustments, the 2018 poll saw 43.3 percent voting in favour of independence from an 81 per cent turnout. Given the machinations associated with the referendum preparations, in particular the addition of new voters in the final days prior to the exercise as well as other maneuvers such as biased public statements made by the French President, the favourable percentage for independence reflected wider support for sovereignty than the pro-French colonial forces had predicted. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_230 | The second of three referenda was conducted in the territory in October 2020. Despite similar maneuvers orchestrated to sway the vote against sovereignty, those favouring independence actually increased to 46.4 per cent with a turnout of over 85 per cent of registered voters even with further 'adjustments' to the list of eligible voters. Increasing momentum favouring sovereignty came despite similar efforts to influence the process such as reference in the official public education informational documentation highlighting that state funding mechanisms would no longer have a legal basis and would therefore be obsolete, to be replaced by an undefined 'development assistance.' This recalled similar statements by former President Sarkozy on the eve of the Martinique and Guyane referenda in 2010 as earlier referenced. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_231 | Attention shifted to the third referendum as provided for under the Nouméa Accord road map with the timing of the vote quickly becoming a definitive issue. France wanted the poll to be held by the end of 2021 so as not to conflict with French presidential and parliamentary elections scheduled for April and June 2022. The referendum vote could have been held anytime before October 2022 within the framework of the Nouméa Accord but France insisted on a December 2021 timeframe - opposed by the pro-sovereignty forces. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_232 | Pursuant to its unilateral authority over New Caledonia under the existent colonial status, France proceeded to hold the poll on 12th December 2021 despite Kanaky objections owing to the impact of the ongoing Covid 19 pandemic in the territory that had caused a high number of illnesses and fatalities among the Kanak population. A twelve-month mourning period was declared in the indigenous Kanak community in accordance with cultural grieving customs, and France was requested to postpone the referendum for several months since an effective referendum campaign and subsequent voter turnout was not possible. France declined to change the date and the Kanaks proceeded with a formal 'non-participation' in the third referendum. On the eve of the disputed third referendum, the Kanak leaders released an open letter to the people of France (excerpted below):
(Friday, November 12, 2021) The High Commis-
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"
],
"start_index": 7083
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_233 | (Friday, November 12, 2021) The High Commis-
sioner of the Republic announced the decision of the French government to maintain the date of December 12, 2021 for the third and final referendum consultation of the Nouméa agreement on the future of New Caledonia. This decision was taken by the government in full awareness of the implications and deleterious consequences that such a decision is sure to have. This decision was taken by the (French) government even though the political and customary representatives of the Kanak people had explicitly requested that it be postponed due to mourning;
To say that we are surprised would be to lie. We expected it. But as always we hoped.
We hoped that the French government, despite 168 years of colonization, would for once be able to demonstrate humanity, compassion, intelligence, respect, common sense. We hoped that the French government would act in the spirit of consensus of the Noumea Accord, in the spirit of its preamble. We were hoping... and we were wrong; | {
"Header 1": "mer's circular in 1972) to submerge the Kanak demographically and thus deprive them of access to Independence. ${ }^{71}$",
"Header 2": null,
"image_references": [
"img_ref_12"
],
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"
],
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_234 | Until when does the French government intend to abuse the patience of the Kanak people, the first people of this country, a people victim of French colonization for more than a century and a half? Does the French government seriously think that the ballot it intends to maintain on December 12 will put an end to the demands of the Kanak people, deprive it of all legitimacy and allow it to continue another century, another century, a century too much - its work of subjugation and domination?;
Until when will the French government continue to rock and rock its nationals with illusions? To make believe that a referendum from which the Kanak people will be absent will be able to bring back to the country all the serenity necessary for the recovery and development of an economy hard hit by the health crisis? To suggest that a referendum without the participation of the colonized people will have the value of a solution and will settle, once and for all, the question of the country's independence?; | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_235 | By maintaining the holding of the referendum consultation on December 12, does the French government really think it will convince Australia and New Zealand that it is still a reliable player in
regional stability and an essential link in the Indo-Pacific axis? And until when does the French government think it can persuade the small Pacific countries that it is a credible ally and respectful of their identity and their sovereignty? And does this French government really think it is abusing the United Nations on the reality of the political situation in New Caledonia? Or convince the United Nations that it has fully fulfilled its international obligations in the area of decolonization?; | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_236 | Who can believe that it is possible to build a future of harmony, peace and prosperity in this country by not hearing anything from the people who have been at its root for at least 3000 years? Who can believe even possible to build a future, whatever it is, in this country by forgetting the spirit which has presided for more than 30 years now in the dialogue of the communities which live there? Who can prefer the song of the French governmental sirens rather than continuing to build the future of the country with the Kanaks? Does this French government sincerely believe that it can revive the shadows of colonization and pass them off as enlightenment?76 | {
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"Header 2": null,
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_237 | Dismissing the Kanak arguments, France insisted on the earlier referendum date, and in the process, dismissed the cultural norms of the very Kanak people who they had colonised for centuries, and for whom a genuine decolonisation process was increasingly becoming a challenge amid a decided French settler colonial project. To favour French political interests over the self-determination aspirations of the people of the territory was further evidence of the manipulation of the referendum process which, in any case, could not be regarded as a genuine act of self-determination owing to a clear conflict of interest. A peaceful movement of non-participation
[^0]
[^0]: 76. The open letter dated 23rd November 2021 was signed by the following organisations: Front de Libération National Kanak et Socialiste (FLNKS), Le Comité Stratégique indépendantiste de non-participation (CSINP), Le groupe UC-FLNKS et Nationalistes, Le groupe Union Nationale pour l'indépendance (UNI), Le Parti travailliste (PT), La Dynamique Unitaire Sud (DUS), La Dynamique Autochtone (DA), Les Nationalistes, Sénat coutumier, and Union Syndicale des Travailleurs Kanak Exploités (USTKE). | {
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"Header 2": null,
"image_references": [],
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_238 | in the scheduled third referendum followed. The French government decision was regarded as a "reckless political gambit with potentially dire consequences":
A key factor influencing Emmanuel Macron's shift away from neutrality is the growing possibility of a proindependence victory. "Loyalist" voters won the two previous referendums in 2018 and 2020, but the vote for independence grew from $43.3 \%$ to $46.7 \%$. The pool of previously abstaining and newly enrolled pro-independence voters means that the prospect of independence is now more real than ever. Added to this is France's weakened strategic position in the Indo-Pacific following the announcement of the AUKUS alliance and Australia's withdrawal from its submarine deal with France. New Caledonian independence ostensibly threatens to further diminish France's position in the region; | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_239 | (I)n light of this outcome and the continued assertion by Kanak of their right to self-determination, New Caledonia will likely remain on the UN Special Committee on Decolonization's list of Non-Self-Governing Territories. France will again be a colonial power feeding instability in New Caledonia and the Indo-Pacific through its unwillingness to peacefully decolonise. ${ }^{77}$
The results of the 12th December 2021 referendaire were unsurprising in view of the official decision of non-participation by the Kanak political leadership. This significantly reduced the voter turnout to 43.9 per cent compared to a turnout of 81 per cent in 2018 and 85.7 per cent in 2020 where the difference between the yes and no votes was less than 10,000 votes. It is reported that in the northern
[^0]
[^0]: 77. See Emmanuel Macron's dangerous shift on the New Caledonia referendum risks a return to violence, Morrison, Rowena Dickins; Muckle, Adrian; and Trépied, Benoît. In The Guardian, 1st December 2021 https://www.theguardian.com/world/commentisfree/2021/dec/02/emmanuel-macrons-dangerous-shift-on-the-new-caledonia-referendum-risks-a-return-to-violence. | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_240 | Belep islands, only 0.6 percent of residents cast a vote. On the island of Lifou in the mainly Kanak Loyalty Islands, some of the polling stations recorded no votes. In the Kanak strongholds of Canala and Hiènghene on the main island of Grande Terre, less than 2 percent of the population cast a vote. In Tiendanite, the home village of JeanMarie Tjibaou, it is reported that not a single vote was cast.
The referendum was seen as mainly reflecting the portion of the electorate who favoured the legitimisation of modernised colonialism reflective of the view of the French settlers absent the indigenous Kanak people. It is to be recalled that a similar 'farce referendaire' had been held in 1987 and boycotted by the FLNKS when France refused to allow independent United Nations (UN) observers. After a period of civil demonstration and resistance in the aftermath of the 1987 event, the Matignon/Oudinot Accord was signed by Kanak leader Jean-Marie Tjibaou and anti-independence leader Jacques Lafleur in 1988 to be replaced by the 1998 Nouméa Accord. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_241 | It was anticipated that had the referendum been held at a more appropriate time, with the participation of the Kanaks, the critical mass for the 50 per cent threshold in favour of independence would have been reached. Undoubtedly, this was a factor which motivated the call of the referendum date far earlier than required under the Nouméa Accord. The French Council of State subsequently rejected the request of a collective of citizens to postpone the referendum, dismissing the health concerns in their conclusion that there was "no obstacle "to the conduct of the poll.
With the successful non-participation in the vote, the results are being referred to as the "non vote," of a 'farce referendaire.' The French refusal to delay the third referendum revealed its insensitivity to and disregard for the cultural traditions of the Kanak people in favour of a perceived superiority of Frenchness consistent with the longstanding French assimilationist posture. These disturbing | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_242 | developments, however, could very well serve to further damage French credibility among Pacific countries and at the UN where the Nouméa Accord had been projected heretofore as a credible decolonisation process with carefully orchestrated UN endorsement.
Even before the farce referendaire, a number of Pacific governments (Vanuatu chief among them), along with political parties such as Tavini Huiraatira of Ma'ohi Nui and civil society organisations globally, had called on the French Government to delay the vote citing the COVID 19 pandemic. The President of the Congress of New Caledonia Roch Wamytan in a statement to the UN Special Committee on Decolonisation in June 2021 emphasised that a plebiscite without Kanak participation had no legitimacy and that the Kanak parties would not recognise the result. In the aftermath of the vote, the UN reported on the French position, unsurprisingly endorsed by the French court, but clearly out-of-step with the prevailing political situation on the ground in the territory: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_243 | According to the administering Power, the Commission stated that the low turnout, which was related to a call for non-participation by pro-independence political groups and parties, did not affect the fairness and sincerity of the referendum, for which voting was not compulsory and there was no minimum turnout requirement. The results of the referendum were appealed before the Council of State by the Customary Senate, the Customary Council of the Drubea Kapumë area and a number of voters. The Council of State came to the conclusion that the arguments presented by the petitioners should be rejected (Council of State, Nos. 459711 and 459753, 3 June 2022). ${ }^{78}$
The Pacific Council of Churches (PCC) subsequently weighed in on the farce referendaire in a statement to the 2022 meeting of the UN Special Committee on Decolonisation:
[^0]
[^0]: 78. See New Caledonia, Working Paper Prepared by the Secretariat, U.N. Document A/AC.109/ 2023/11, 28th March 2023. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_244 | [^0]
[^0]: 78. See New Caledonia, Working Paper Prepared by the Secretariat, U.N. Document A/AC.109/ 2023/11, 28th March 2023.
The Pacific Conference of Churches notes with concern that the third and final independence referendum under the Nouméa Accord was not conducted in the true spirit of the Accord and under conditions that ensured transparency, fairness and legitimacy. We decry the manner in which France scheduled New Caledonia's third independence referendum for 12th December 2021, instead of keeping to a timeframe that allowed for the referendum to be held at any time to November, 2022...;
The Pacific Conference of Churches and regional civil society support the call by the Melanesian Spearhead Group, comprising the states of Fiji, Papua New Guinea, Solomon Islands, Vanuatu, and the Kanak and Socialist National Liberation Front (FLNKS) of New Caledonia, that the United Nations declare this third referendum null and void due to the 'non-participation' of the people of Kanaky New Caledonia. It has no moral or political legitimacy without the full participation of the colonised people who have the right to self-determination. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_245 | The recommendation of the PCC that the third referendum be declared by the UN as null and void was not included by the Special Committee on Decolonisation in its recommendations to the UN General Assembly even as the rejection of the poll would have been wholly valid. Meanwhile, French President Emmanuel Macron dismissed the multiple rejections of the discredited referendum with a stubborn intention to replace the Nouméa Accord with a statute for a new dependency status model. A key phase of the proposed update to the French colonial project was to facilitate a broadening of the electorate that would increase the number of pro-French colonial voters. Consistent with the French position as expressed in advance of the previous three referenda, these colonial maneuvers were intended to bypass a credible future process of self-determination and independence. The April 2023 statement of the Front de Liberation Nationale Kanak et Socialiste (FNLKS) to the new French prime
minister in Paris provided the prevailing perspective in the wake of the 2021 referendum: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_246 | minister in Paris provided the prevailing perspective in the wake of the 2021 referendum:
Today, almost forty years after 1984, it would seem that we are witnessing the same scenario, especially since the use of the concept of Indo-Pacific, with a renewed alliance between the President of the Republic and the Caledonian loyalists. Clearly, since 2021 and the Minister Lecornu, the organization of the third referendum has been the scene of the tipping of the State's position towards the "No to independence" camp, undermining the very principles of the Matignon and Nouméa Agreements, the impartial State at the service of all, which resulted in a deadly loss of trust...; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_247 | For a long time, the representatives of the Kanak people, whether it be the great chiefs, political leaders, or religious leaders have asked the question "but why does France, the governing power, not hear us?" It remains deaf to our points, to what the Kanak people wants, because it is its right to recover its lost sovereignty. But France does not think so and does not respect the recommendations made by the United Nations. It does exactly the opposite or interprets what is presented to it within the framework of the defense of superior national interests;
Could France, for once, carry a process of decolonization through? This unfinished process of decolonization carried on into the third referendum, which the FLNKS considers a "stolen" referendum. Has France forgotten the history of the colonization of this people and of its millennial civilization?... It is time for France to react because in New Caledonia, a sly colonialism or neocolonialism is currently at play, attempting to erase and negate the natural sovereignty of the Kanak people on its territory, condemning it to eternally look for a lost paradise; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_248 | Nation states hardly appreciate Native peoples, even more so when the latter manifest some inclination toward autonomy, or worse, independence. At stake is the power of sovereign states over the territories they govern and from which they most often exploit the Native populations which are marginal in their eyes. If they resist, they break the law and expose themselves to economic, juridical or even military sanctions.
On a visit to the territory in July 2023 French President Macron rejected the widespread, sustained opposition to the farce referendaire of 2021 and instead announced efforts to address the pervasive economic and social inequality through a rebuild of the economic and social models of New Caledonia with a new dependency Accord. This was in contravention of the proposed FNLKS political agreement tabled in April 2023 to move the process forward consistent with a genuine process of self-determination. The proposed Agreement offered a number of initiatives: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_249 | Considering our emancipation process, the FLNKS believes that we are ready to assume the attributes of our sovereignty. Through a co-construction approach, we propose that the adoption of a political treaty enabling to seal a political basis for this final phase of statutory evolution be studied. This political agreement will guarantee:
- Reaching an independence bilaterally negotiated with the governing power;
- The continuation of the irreversible process of decolonization of New Caledonia;
- Obtaining an ultimate process that implements a program of accession to full sovereignty and independence;
- Constitutionalizing the political agreement and the accession to independence status, which includes the transition phase, the sovereignty act and the proclamation of the birth of a new state. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_250 | - Constitutionalizing the political agreement and the accession to independence status, which includes the transition phase, the sovereignty act and the proclamation of the birth of a new state.
The FNLKS proposal was not taken up by France which, instead, circulated its own proposal in September of 2023 for a new statute to replace the Nouméa Accord reflecting French insistence on adhering to the 'results' of the farce referendaire of 2021, and with the aim of altering the demographic balance of the territory so that, in the long term, the Kanak population will be increasingly in the minority. Changes to the French constitution were proposed to give effect to this initiative. According to this project, residents who have been living in New Caledonia for ten years would be registered on the special electoral rolls, without the consensual agreement of the local stakeholders, in particular that of the FLNKS. The settler colonial project has entered its new phase. These maneuvers prompted mass public demonstrations and resistance by the people. In a March 2024 statement, the FNLKS further updated the international community on developments: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_251 | The policy thus pursued by the French government in order to maintain its domination over this Territory and its presence in the Indo-Pacific is in flagrant contradiction with international decolonisation law... The draft constitutional law initiated by France contravenes the plan of action for the Fourth International Decade for the Eradication of Colonialism, which in point IV. 11 stipulates that "The administering Powers should ensure that the exercise of the right of self-determination is not impeded by changes in the demographic composition due to immigration or displacement of populations in the territories under their administration";
In December 2023, the UN General Assembly reaffirmed "its support for the aspirations of peoples under
colonial domination to exercise their right to self-determination, including independence, in accordance with the relevant resolutions of the United Nations on decolonisation". In this respect, the colonial actions underway undermine the founding principles of the United Nations Organisation, and do not respect the relevant resolutions on decolonisation. ${ }^{79}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_252 | The FNLKS statement advised the UN member States of the decision of its annual Congress in March 2024 that "condemned the French government's method of 'passage en force' and demanded the definitive withdrawal of the constitutional bill (introduced in the French Parliament) modifying the citizen electorate, as well as an international mediation mission to guarantee the impartiality of the French state and the resumption of discussions." The proposal to open up the electoral rolls required passage by both houses of the French parliament, as well as a joint sitting required to amend provisions of the French Constitution. ${ }^{80}$
To facilitate the adoption of the proposed changes, the French National Assembly voted to postpone elections for New Caledonia's assemblies and Congress scheduled for May 2024 in anticipation that a new expanded voting roll would be in place. This was "designed to give time for the French government to open up the electoral rolls to more French voters, by relaxing residency rules on who can vote in local elections ${ }^{\prime \prime 81}$ Maclellan explained the strategy of the French settler colonial project: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_253 | In a country of 276,000 people, there are currently more than 40,000 French nationals living in New Caledonia who cannot vote for the local institutions, so anti-independence
[^0]
[^0]: 79. See Statement of the Front de libération nationale kanak et socialiste et Nationalistes (FNLKS) to member States of the United Nations, 29th March 2024.
80. See Crisis brewing as France seeks changes to New Caledonia's electoral rolls, In Island Business, Nic Maclellan, 1st April 2024. https://pina.com.fj/2024/04/01/crisis-brewing-as-france-seeks-changes-to-new-caledonias-electoral-rolls/
81. id. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_254 | 81. id.
parties have long campaigned to completely remove or at least "unfreeze" the residency requirement. By amending the French Constitution, President Macron now seeks to open up the electoral rolls and allow thousands more voters to participate in the local elections later this year. Given an estimated $90 \%$ of these new voters live in the Southern Province and most are non-indigenous, such a change would boost support for anti-independence parties and shift the balance of forces in the local institutions (currently, the Congress and Government are both led by proindependence Kanak politicians, who hold power with a narrow "islander majority" that links the independence parties and the Wallisian party Eveil océanien). ${ }^{82}$
The French National Assembly and Senate began debate on constitutional changes in the Spring of 2024 to give effect to the results of the farce referendaire as the next step in the projected process leading to a modernised dependency model. The constitutional changes were subsequently adopted by both Houses of the French Parliament despite vociferous opposition and intense lobbying by Kanak parties. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_255 | The next step in the French legislative process would have been the scheduling of the required joint sitting of both houses of the French Parliament (Congress of Versailles) to amend the French Constitution to reflect the changes. This is intended to add "some 25,000 extra voters to electoral rolls for the three provincial assemblies and the national Congress (constituting) a potential increase of 15 per cent in the number of people defined as New Caledonian citizens...(and) allowing larger numbers of recent settlers to vote... (thus... shift(ing) the electoral balance away from indigenous Kanak voters." ${ }^{83}$ The intended effect of the constitutional change would be to dilute the pro-sovereignty electorate in favour of a modernised
[^0]
[^0]: 82. id.
83. See Eighteen Hours in Nouméa, Nic Maclellan, In Inside Story, 25th May 2024 https://insidestory. org.au/eighteen-hours-in-noumea/
colonial arrangement openly preferred by Paris throughout the referendum process. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_256 | colonial arrangement openly preferred by Paris throughout the referendum process.
Resistance to the French annexationist maneuvers took the form of mass civil demonstrations in the streets of the territory and a militarised reaction from the French colonial power which dispatched several thousand additional heavily armed French marines and gendarmes to the territory. Such militarisation of the territory was revelatory and consistent with the new French plan to station additional French armed forces in the territory. This action is violative of longstanding UN General Assembly resolutions which prohibit the use of NSGTs for military purposes, and which have called for these military bases in NSGTs to be removed. ${ }^{84}$ Interestingly, in a bid to garner regional support for further French militarisation in the region, the promise was made to Pacific states for the creation of a New Caledonia-based 'Pacific Academy' to train soldiers from Pacific countries. ${ }^{85}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_257 | An apparent attempt to deflect France's responsibility for the crisis by pushing a foreign interference narrative was regarded in the territory as an insult to the Kanak people. This had taken the form of accusations by the French Interior Minister Gérald Darmanin who inexplicably accused Azerbaijan of foreign interference in the French colony some 14.000 km away from its shores. In effect, Azerbaijan's concentration on the vagaries of contemporary colonialism globally is consistent with the global focus on its eradication in the present fourth international decade and is commendable in view of the slow progress in bringing an end to colonialism in all of its forms and manifestations as called for by the UN General Assembly. In an official statement, the Azerbaijan Ministry of Foreign Affairs urged France "to stop the smear campaign" (and) to focus
[^0]
[^0]: 84. See Military Activities in Non Self-Governing Territories as an impediment to Decolonization; In Micronesian Educator, a Journal of the University of Guam (2021). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_258 | [^0]
[^0]: 84. See Military Activities in Non Self-Governing Territories as an impediment to Decolonization; In Micronesian Educator, a Journal of the University of Guam (2021).
85. See Macron to ditch Noumea Accord and introduce new statute for New Caledonia, (RNZ) 27th July 2023 https://www.rnz.co.nz/international/pacific-news/494567/macron-to-ditch-noumea-accord-and-introduce-new-statute-for-new caledonia\#: :text=\%22Macron\%20threw\%20out\%20a\%20challenge,three\%20decades\%2C\%22\%20Maclellan\%20said.
attention on France's failed policy towards the overseas territories that led to such protests. ${ }^{\prime \prime 86}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_259 | attention on France's failed policy towards the overseas territories that led to such protests. ${ }^{\prime \prime 86}$
University of Papua New Guinea Political Science Teaching Fellow Patrick Kaiku regarded the French attempts at blaming distant countries for their own colonial failures, coupled with its forced shutdown of TikTok in the territory during the resistance, as "unnecessary noise" to drown out the legitimate concerns of Kanaks. ${ }^{87}$ Amnesty International expressed its concern that "the state of emergency declared by the French government and the deployment of the French army, coupled with a ban on the social media app TikTok, must not be misused to restrict people's human rights." ${ }^{\prime 88}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_260 | The underlining cause which led to the demonstrations remains the gross inequalities including "disparities in education and employment...despite equal opportunities policies that were part of past political agreements in the 1980s and 1990s...including a poverty rate among the indigenous Kanaks...at 32.5 per cent." ${ }^{\prime 89}$ In this context, only 8 per cent of Kanaks hold a university degree and 46 per cent hold no high school diploma, whilst 54 per cent of Europeans are university-educated. These disparities persist even as New Caledonia is the third largest miner of nickel globally.
The unrest caused France to delay - but not withdrawal - the controversial next constitutional maneuver to add thousands of additional French settlers to the voting rolls. An emergency trip to the
[^0]
[^0]: 86. See Commentary by Aykhan Hajizada, Spokesperson of the Ministry of Foreign Affairs, on the allegations made against Azerbaijan by the Minister of the Interior of France, No. 220/24 https://mfa.gov. az/en/news/no22024 | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_261 | 87. See New Caledonia riots: inequalities, lack of indigenous voice exposes 'failures' of French democratic system, Sun-Lin Tan (South China Morning Post) 21st May 2024 https://www.scmp.com/week-asia/ politics/article/3263541/new-caledonia-riots-inequalities-lack-indigenous-voice-expose-failures-french-democratic-system
88. See Kanaky New Caledonia: French authorities must uphold rights of the Indigenous Kanak people amid unrest, Amnesty International, 17th May 2024 Kanaky New Caledonia: French authorities must uphold rights of the Indigenous Kanak people amid unrest - Amnesty International.
89. See The Colonial-era inequalities that fueled the New Caledonia crisis, Layli Foroudi, (Reuters) 24th May 2024.
territory by the French President for discussions with political leaders "failed to achieve the breakthrough needed to restart the stalled dialogue between supporters and opponents of independence in the French Pacific dependency."90 Maclellan analysed the implications of the presidential visit: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_262 | Calling on all political leaders to rapidly agree on a new statute to replace the 1998 Nouméa Accord, Macron suggested that "my wish is also that this agreement can be submitted to the vote of New Caledonians." But he made no commitment to a further referendum on self-determination, which has been a central demand of FLNKS negotiators during recent talks;
The president's rhetoric on dialogue dodged the specific call from the FLNKS for "a mediation mission led by a high-level dignitary, in order to guarantee the impartiality of the French State and to open a new phase of discussion." Instead, Macron named three senior public servants as contacts for continued dialogue; each has experience and knowledge of New Caledonia's complex politics, but they are hardly independent; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_263 | The impasse is intensified by the FLNKS leaders' lack of trust in France's overseas minister Gérald Darmanin, armed forces minister Sébastien Lecornu (who, as overseas minister, was responsible for the contentious 2021 referendum on self-determination) and other key government ministers...Since the 2021 referendum the French government has repeatedly made decisions that undercut its oftrepeated claim of impartiality. At first glance, this week's visit has done little to alleviate this problem. ${ }^{91}$
[^0]
[^0]: 90. See Eighteen Hours in Nouméa, Nic Maclellan, In Inside Story, 25th May 2024.
91. id/ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_264 | [^0]
[^0]: 90. See Eighteen Hours in Nouméa, Nic Maclellan, In Inside Story, 25th May 2024.
91. id/
A lasting solution to the political crisis in New Caledonia is uncertain at the midpoint of 2024 as the position of continued or enhanced colonial reform favoured by France and its supporters in the territory continue to be at odds with the mainly indigenous Kanaks who support a genuine decolonisation process leading to full sovereignty. Whilst the indigenous FNLKS have asked the French President for a commitment to withdrawal the draft constitutional law in the French Parliament, there has been no definitive agreement to comply immediately although a 25th May 2024 FNLKS press release noted that the French president had made a proposal "to carry out a situation update in a month." | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_265 | Whether the 'update' will result in the formal withdrawal of the proposed constitutional changes is to be determined. The FNLKS has also called for a high level mediation mission comprised of French, regional and international personalities "in order to create all the conditions for a peaceful dialogue leading to a global political agreement." In this connection, the FNLKS position was made clear in the following summary of the FNLKS 25th May release:
- The FNLKS opposes the proposed constitutional changes to "unfreeze" the New Caledonia roll, and the text must be withdrawn by the French Government;
- The high level mediation mission must be established in order to place the discussions in both technical and political perspectives;
- The anti-independence militia that operated with impunity must be punished under the French justice system;
- It must be recognised that New Caledonia is not France, but a territory administered by France under international law, and therefore the right to self-determination of the people must be respected (emphasis added). ${ }^{92}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_266 | 92. See Bilateral Meeting with the President of the French Republic, Press Release of the Kanak and Socialist National Liberation Front (FNLKS), Noumea, 25th May 2024.
In the wake of the eruption of Kanaky resistance, the French militarised response was exacerbated through the deployment from France of state-of-the-art armoured vehicles equipped with machine guns. This was followed by detention and arrest of pro-independence leaders and searches of pro-independence political party offices. This was quickly followed by the forcible transfer of seven proindependence leaders to France for 'pre-trial detention' upon the order of the French prosecutor in New Caledonia.
The largest pro-independence political party, Union calédonienne (UCP), urged the people "not to fall into this colonial maneuver from another era." Solidarity Kanaky, a pro-independence network in France called for an urgent visit by a United Nations mission and an independent investigation to establish truth and justice for those murdered in recent weeks."93 The World Socialist Website explained the global implications of the latest developments: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_267 | The arrests have the hallmark of a fresh political provocation by the French state. The raid took place two weeks out from the first round of elections for the French National Assembly on June 30. Called by President Emmanuel Macron, the snap election is being conducted amid a sharp rightward shift by the French ruling elites following large gains for far-right parties in the recent European Parliamentary elections;
As the French political establishment prepares an intensified war on the working class at home and imperialist war abroad, it is seeking to tighten its grip over its strategically significant Pacific territory. The passage of a constitutional amendment through the National Assembly on May 13 to expand the territory's voter rolls and allow recent immigrants to vote in local elections
[^0]
[^0]: 93. See John Braddock, Political-military crackdown intensifies in New Caledonia as French elections loom. World Socialist Website, 21st June 2024 https://www.wsws.org/en/articles/2024/06/22/bayvj22.html .
provoked an eruption of social anger by thousands of Kanak youth. ${ }^{94}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_268 | provoked an eruption of social anger by thousands of Kanak youth. ${ }^{94}$
As of mid-June 2024, the United Nations Special Committee on Decolonisation was discussing the "Question of French Polynesia," with a recommendation for a visiting mission to the territory in light of the disturbing events. The text of the 2024 UN Committee resolution was submitted to the UN Fourth Committee for its consideration in October 2024, and is contained in the Annex of the present Analysis. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_269 | As earlier indicated, the two small eastern Caribbean territories of Saint Martin and Saint Barthélemy were governed by France as separate dependencies (communes) subsumed under the French overseas department of 'Guadeloupe and its dependencies.' Owing to challenges to the governance process, the two erstwhile communes requested, and were granted, a change to collectivité status pursuant to a 2003 referendum. The territory had sought to change its dependency governance through a more direct communication with France that did not require reporting through Guadeloupe. This was given effect in 2007 and the separate 'autonomous' models of Collectivité de Saint-Martin and Collectivité Saint Barthélemy were established.
As in the case of other neighboring eastern Caribbean islands, Saint Martin was originally inhabited by the indigenous Taino people and later the Kalinago people. European colonialism in Saint Martin began with Spain at the end of the 15th Century. In the early 17th Century the Netherlands built Fort Amsterdam and the Dutch West India Company began mining salt. Due to the Eighty Years' War between the two
[^0]
[^0]: 94. id/ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_270 | [^0]
[^0]: 94. id/
imperial powers in 1633 the Spanish captured Saint Martin and expelled the Dutch colonists. At the end of the Eighty Years' War the Spanish withdrew and the French arrived. This ultimately resulted in a division of the island between the Netherlands and France.
Slavery was introduced for labour needs on the cotton, tobacco and sugar plantations before abolition in 1848 in France and 1863 in the Netherlands. In 1873 the governance of the French-controlled part of St. Martin was shifted to Guadeloupe under which it remained until 2007 as earlier noted. The new collectivité status provided Saint Martin with an elected Conseil territorial comprised of 23 members. France is represented by an appointed Prefect who represents French interests in the territory. Saint Martin elects one member to the French Senate and shares with Saint Barthélemy one member of the French National Assembly. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_271 | The collectivité of Saint Martin shares an island with the semi-autonomous jurisdiction of Sint Maarten which is one of four constituent polities of the Kingdom of the Netherlands. The island was partitioned by the two European Union states of France and the Netherlands in 1648 via the Treaty of Concordia. This recalls the similar French-British 'condominium' of New Hebrides which preceded the independence of Vanuatu in 1980. French Saint Martin comprises about $60 \%$ of the island and covers an area of 21 miles ( 33 km ). The Dutch side consists of $40 \%$ of the island of St. Maarten and covers 16 miles ( 25 km ).
The southern part of the island, Saint Maarten, was part of the erstwhile five-island semi-autonomous country of the Netherlands Antilles, a constituent part of the Kingdom of the Netherlands, until the political fragmentation of the grouping in 2010 when Sint Maarten became a separate semi-autonomous country in the Netherlands Kingdom. Both jurisdictions, in any case, are modernised "colonial constructs that have survived the decolonisation process as outposts or peripheries of their European colonizers."95
[^0] | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_272 | [^0]
[^0]: 95. See The reunification of St. Martin: A pipe dream or an inevitable choice? Fabian Adekunle Badejo, House of Nehesi, 25th December 2004 http://houseofnehesipublish.com/sxm/2004/12/25/the-reunifica-tion-of-st-martin-a-pipe-dream-or-an-inevitable-choice-by-fabian-adekunle-badejo/.
Map 9.
Saint Martin / Sint Maarten / Saint Barthélemy
As Badejo observed in the 2004 publication "The Re-unification of St. Martin,
The absence of a physical border, or border controls, between the two halves of the island, further cement the idea of oneness among the people, who have all through contemporary history enjoyed both freedom of movement of goods, capital and persons... (I)t would be foolhardy to attempt any division of the people, regardless of whether they fall under the Northern or Southern administrations. Socially, long-entrenched family relationships ensure the oneness of the people...; | {
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",
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"
],
"start_index": 3201
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_273 | One main argument against the reunification of St. Martin that is often heard is that neither France nor Holland would allow it. However, if the two European colonial masters have been able to surrender part of their sovereignty for a unified Europe, why would they want to hold on to a tiny 37 -square mile island in the Caribbean Sea? The answer, unfortunately, may be in the same unification of Europe. The economic importance of St. Martin in slavery days has now given way to the geo-political relevance it offers as a gateway to South America and a foothold in the backyard of the United States. | {
"Header 1": "OTHER DEPENDENCY FORMS IN THE CARIBBEAN Saint Martin",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 4174
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_274 | The separate island of Saint Barthélemy is a French collectivité since 2007, and as Saint Martin, was previously an arrondissement of Guadeloupe. Saint-Barthélemy was occupied by the French in 1648, and in 1665, the island was bought by the French West India Company. It was annexed by the Kingdom of France in 1674 and sold to Sweden in 1784. Slavery was practiced under Sweden and the island prospered as a trade and supply center during the colonial wars of the 18th century. France repurchased the island in 1877 and took control the following year, placing it under the administration of Guadeloupe.
 | {
"Header 1": "Saint Barthélemy (St. Barts)",
"Header 2": null,
"image_references": [
"img_ref_15"
],
"images_base64": [
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"
],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_275 | 
The government of Saint Barthélemy is headed by a president of the 19-member Territorial Council with an executive branch consisting of an eight-member Executive Council whose members are elected by the Territorial Council. Members of the legislative and executive branches serve five-year terms, with an advisory Economic, Social, and Cultural Council. The small population of the territory and a reputation for catering to rich French and European clientele places the collectivité in the category of enclave status with the composition of the population dominated by European settlers and descendants thereof. | {
"Header 1": "Saint Barthélemy (St. Barts)",
"Header 2": null,
"image_references": [
"img_ref_15"
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],
"start_index": 607
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_276 | As earlier noted, the independence of the former African 'associated states' followed the 1958 referenda on the new French Constitution. In Africa, this had ushered in a short-lived period of free association in advance of independence at the beginning of the 1960s
and the beginning of a new phase of neo-colonialism. This provided France with preferential access to the natural resources of the newly sovereign African states along with undue French political and economic influence (A detailed analysis of French neocolonialism in Africa is outside of the scope of the present paper). However, France retained two classic colonies, Mayotte and Réunion, for geo-strategic purposes including claims to the exclusive economic zone in the Indian Ocean and proximity to the African continent to reinforce French geo-political and geo-economic 'interests' in the region.
MAP 10.
The Comorian Island of Mayotte
The French illegal annexation of Mayotte emerged in the wake of a 1974 referendum in which the people of multi-island Comoros (including Mayotte) voted in favour of independence from France. An Aide Memoir on the Question of the Comorian Island of Mayotte | {
"Header 1": "FRENCH DEPARTMENTS IN AFRICA Mayotte",
"Header 2": null,
"image_references": [
"img_ref_16"
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],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_277 | disseminated by the Comoros Permanent Mission to the United Nations in 2008 recounted the sequence of events with respect to the French annexationist agenda as related to Mayotte:
A global referendum for self-determination was organized in the Comoros archipelago on 22 December 1974 in conformity with an Agreement signed earlier by the French and the internal self-government of the Comoros in June 1973. Following the referendum, 96\% of Comorians voted for independence. Contrary to the signed Agreement, the French Government wanted to reorganize another referendum island by island. This was not accepted by the Comorian authorities who went by the Agreement which stipulated that the results of the referendum would be counted globally;
On 6 July 1975 Comoros declared its independence following a resolution adopted by the Comoros House of Representatives convened for that purpose. The new Comorian State was unanimously admitted to the United Nations on 12 November 1975 by General Assembly resolution 3385 (XXX) reaffirming the need to respect the unity and territorial integrity of the Comoros nation composed of the islands of Anjouan, Grand Comore, Mayotte and Moheli; | {
"Header 1": "FRENCH DEPARTMENTS IN AFRICA Mayotte",
"Header 2": null,
"image_references": [],
"images_base64": [],
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_278 | The new State (was) now recognized by all international organizations namely the Organization of African Unity (now African Union, AU), the Non Aligned Movement, the Organization of Islamic Conference and the League of Arab States.
Even as the results of the 1974 referendum on all of the islands of the Comoros (including Mayotte) were definitively in favour of independence of the Comoros, France insisted on another vote for Mayotte, and organised an illegal referenda on that island in 1976
in Mayotte in defiance of the 1975 UN General Assembly resolution 3385 (XXX) which had reaffirmed the unity and territorial integrity of the Comoros, including Mayotte.
The issue was brought to the attention of the UN Security Council by the Head of the Comorian State, and the Council met on 6th February 1976 to consider a draft resolution ( $\mathrm{S} / 11967$ ) asserting that "the holding of such a referendum constitute(d) an interference in the internal affairs of the Comoros," and that "call(ed) on France to desist from proceeding with the holding of the referendum in Mayotte" (See Annex). | {
"Header 1": "FRENCH DEPARTMENTS IN AFRICA Mayotte",
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_279 | France voted against the draft resolution and the other colonial powers, the United Kingdom and the United States, abstained from the vote. The overwhelming majority of the members of the Security Council voted in favour of the draft resolution, namely Benin, China, Guyana, Japan, Libyan Arab Republic, Pakistan, Panama, Romania, Sweden, Union of Soviet Socialist Republics, and the United Republic of Tanzania. However, "(t)he draft resolution was not adopted, the negative vote being that of a permanent member (France) of the Council" (United Nations, 1976). France went ahead to conduct the referendum in Mayotte in February 1976, with a second part held in April, that annexed Mayotte as an overseas territory under French law in spite of wide international condemnation. | {
"Header 1": "FRENCH DEPARTMENTS IN AFRICA Mayotte",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 3492
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_280 | Subsequently, the Heads of State and Government of the Organisation of African Unity (OAU) adopted a resolution [CM/Res. 497 (XXVII)] in August 1976 opposing inter alia, the French-imposed "socalled referendum imposed on the inhabitants of Mayotte (which) constituted aggression against the whole of the Comorian people and a violation of the territorial integrity of the principles and relevant resolutions of the OAU which upheld the unalterable character of the borders inherited from the colonial administration."96
[^0]
[^0]: 96. See Explanatory Memorandum to the Request for the inclusion of an additional item in the Agenda of the Thirty-First Session of the United Nations General Assembly, Question of the Comorian Island of Mayotte, Letter dated 30 August 1976 from Charge d' affaires a.i. of the Permanent Mission of Madagascar to the Secretary-General of the United Nations, (UN Document A/31/241) 31st August 1976. | {
"Header 1": "FRENCH DEPARTMENTS IN AFRICA Mayotte",
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"image_references": [],
"images_base64": [],
"start_index": 4272
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_281 | The OAU resolution was brought to the attention of the UN Sec-retary-General in the context of the OAU request for the inclusion of an additional item on the agenda of the thirty-first session of the UN General Assembly. The Explanatory memorandum to the OAU request expressed the deep concern for the repercussions of the French action vis a vis the OAU member States:
Faced with this aggression and taking into account this violation of the principles of the OAU with serious implications for the peace and security of this region, the Heads of Government felt that this matter should be the object of serious study by the General Assembly of the United Nations at its thirty-third session. ${ }^{97}$
The UN General Assembly subsequently adopted Resolution A/31/4 of 21st October 1976 which recognised the results of the 1974 referendum favouring "independence in conditions of political unity and territorial integrity" of the Comoros and affirmed that "the occupation by France of the Comorian island of Mayotte constituted a flagrant encroachment on the national unity of the Comorian state, a member of the United Nations" (emphasis added). The 1976 UN resolution continued: | {
"Header 1": "FRENCH DEPARTMENTS IN AFRICA Mayotte",
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_282 | Considering that such an attitude on the part of France constitutes a violation of the principles of the relevant resolutions of the United Nations, in particular of General Assembly resolution 1514 (XV) of 14 December 1960 concerning the granting of independence to colonial countries and peoples, which guarantees the national unity and territorial integrity of such countries,
1. Condemns and considers null and void the referendums of 8 February and 11 April 1976 organized in the Comorian island of Mayotte by the Government of France, and rejects:
(a) Any other form of referendum or consultation which may hereafter be organized on Comorian territory in Mayotte by France;
(b) Any foreign legislation purporting to legalize any French colonial presence on Comorian territory in Mayotte;
2. Strongly condemns the presence of France in Mayotte, which constitutes a violation of the national unity, territorial integrity and sovereignty of the independent Republic of the Comoros;
3. Calls upon the Government of France to withdraw immediately from the Comorian island of Mayotte, an integral part of the independent Republic of the Comoros, and to respect its sovereignty; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_283 | 3. Calls upon the Government of France to withdraw immediately from the Comorian island of Mayotte, an integral part of the independent Republic of the Comoros, and to respect its sovereignty;
4. Invites all Member States to render effective assistance, individually and collectively, to the Comorian State and to co-operate with it in all fields with a view to enabling it to defend and safeguard its independence, the integrity of its territory and its national sovereignty;
5. Appeals to all Member States to intervene, individually and collectively, with the Government of France to persuade it to abandon once and for all its plan to detach the Comorian island of Mayotte from the Republic of the Comoros;
6. Calls upon the Government of France to enter into negotiations immediately with the Government of the Comoros concerning the implementation of the present resolution. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_284 | 6. Calls upon the Government of France to enter into negotiations immediately with the Government of the Comoros concerning the implementation of the present resolution.
The 2008 Comoros Aide Memoir recalled that every year from 1976 to 1995, the UN General Assembly adopted resolutions on the Comorian island of Mayotte and placed on its agenda the item entitled The Question of the Comorian Island of Mayotte as originally requested by its resolution 31 / 4 of 21 October 1976. Accordingly, the 1979 UN resolution "reaffirm(ed) the sovereignty of the Islamic Federal Republic of the Comoros over the island of Mayotte (and) appealed to the Government of France to begin negotiations with the Government of the Comoros as soon as possible with a view to implementing the relevant resolutions of the United Nations on the Comorian island of Mayotte."98 | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_285 | By its resolution in 1980, the UN General Assembly "invit(ed) the Governments of the Comoros and France to continue...talks, with a view to rapidly finding for the question of the Comorian island of Mayotte a just solution in conformity with the relevant resolutions of the United Nations. ${ }^{\prime 99}$ Reference to continued talks between the parties would be a consistent feature in the resolutions on Mayotte, and by 1982 the call was made for France to "open negotiations with the Comoros" as a reflection of the apparent reluctance of France to engage in meaningful discussions that would lead to Comorian sovereignty over Mayotte. References were continually made to the OAU resolutions in support of the Comoros sovereignty but measures were not taken by the UN during the period to give effect to the main recommendation contained therein, namely the return of Mayotte to The Comoros. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_286 | By resolutions in 1981 through 1983, the UN General Assembly "invit(ed) France to honour the commitments entered into prior to the referendum on the self-determination of the Comoro Archipelago of 22 December 1974 (concerning) the unity and territorial integrity of the Comoros."100 By resolutions of 1984 - 1987 emphasis
[^0]
[^0]: 98. SSee UN General Assembly Resolution 34/69, Question of the Comorian Island of Mayotte, 6 December 1979.
99. See UN General Assembly Resolution 35/43, Question of the Comorian Island of Mayotte, 28 December 1980.
100. See UN General Assembly Resolution 36/105, Question of the Comorian Island of Mayotte,10 December 1981.
See also Resolution 37/65, 3 December 1982; Resolution 38/13, 21 November 1983; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_287 | 100. See UN General Assembly Resolution 36/105, Question of the Comorian Island of Mayotte,10 December 1981.
See also Resolution 37/65, 3 December 1982; Resolution 38/13, 21 November 1983;
was placed on "urg(ing) the Government of France to open negotiations with the Government of the Comoros with a view to ensuring the effective and prompt return of the island of Mayotte to the Comoros. ${ }^{1101}$ These expressions continued in UN resolutions through to 1995. The 2008 Comoros chronology recounted the next phase of the Mayotte annexationist project following a decade and half of irregular and inconsequential talks where the consistent calls by the UN General Assembly for the respect for the sovereignty of the Comoros over Mayotte was ignored by France:
Since 1995 France requested the Comoros to sit and discuss bilaterally the question of the Comorian island of Mayotte and therefore requested the Comorian government, at the opening of each UN General Assembly not to include the question of Mayotte in the definitive agenda of the UN General Assembly sessions but defer it to the next session (Aide Memoir, 2008). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_288 | Since 1995, the question of Mayotte has been placed on the temporary agenda of the United Nations following the preceding adoption of over a dozen resolutions on The Question of the Comorian island of Mayotte in which the UN condemned the illegal occupation of Mayotte by France, reaffirmed the unity and territorial integrity of the Comoros, and requested France to speed up negotiations with the Comorian Government to facilitate the rapid return of Mayotte to the Comorian Republic. However, France has refused to comply with these multiple resolutions. As the 2008 Aide Memoir noted:
Despite the eagerness of all the successive Comorian government, to sit and discuss with the French Government, French authorities have accelerated their actions and political activities by obliterating the Comorianity of Mayotte and imposing French Laws in the Comorian
[^0]
[^0]: 101. See UN General Assembly Resolution 39/48, Question of the Comorian Island of Mayotte, 11 December 1984. See also Resolution 40/62, 9 December 1985; Resolution 41/30, 3 December 1986; Resolution 42/17, 11 November 1987; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_289 | With the shift of the item to the temporary agenda and the concomitant absence of an annual UN resolution, France employed its fait accompli strategy which, in effect, dismissed the numerous UN resolutions calling for the return of Mayotte to the Comoros. Thus, during the fiftieth session of the UN General Assembly in 1995 the Permanent Mission of France to the UN informed the UN SecretaryGeneral on 3rd October that "( $t$ )he population (had already) voted freely and democratically in favour of maintaining the territory of Mayotte within the French Republic" in reference to the illegal 1976 referendum. ${ }^{102}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_290 | By letter of 17th October to the UN Secretary-General, the Comoros Minister of Foreign Affairs and Cooperation advised, inter alia, that "the situation has scarcely changed in 20 years...and the gulf between the Comorians of Mayotte and those from the other sister islands has continued to widen, (with) restricted and selective administrative measures which the inhabitants of the three other islands of the Islamic Federal Republic of the Comoros must comply with upon entering Mayotte (which) can only serve to entrench the feeling of separation even further. ${ }^{1103}$ The intended strategy of psychological separation of Mayotte from the rest of the Comoros intensified consistent with the Mayotte annexationist project.
At this stage, the Comoros Minister proposed a joint Franco-Comorian commission to explore options to address issues related to Mayotte, to promote a rapprochement between the inhabitants of the four islands, and to include Mayotte in the dynamics and process of regional integration. The failure to implement longstanding UN and OAU resolutions calling for the return of Mayotte to the Comoros, and the inconsequence of the consultations between
[^0] | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_291 | [^0]
[^0]: 102. See Report of the Secretary-General of the United Nations, Question of the Comorian Island of Mayotte, Fiftieth Session of the UN General Assembly, U.N. Document A/50/779, (22 November 1995). 103. id/
the Comoros and France vis a vis the recognition of Comorian sovereignty over Mayotte, appeared to have reduced the matter to the promotion of general Comoros-France bilateral cooperation.
Meanwhile, the Permanent Observer of the OAU to the UN by letter of 13th November 1995 brought to the attention of the UN Sec-retary-General the relevant resolution of the Council of Ministers of the OAU adopted in January 1995 reiterating its solidarity in support of reintegrating Mayotte with the Comoros, and recalled the numerous resolutions of the OAU, the UN, the Organization of the Islamic Conference, the League of Arab States, and the Non Aligned Movement in favour of the return of Mayotte. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_292 | Subsequent OAU initiatives were postponed as a result of a strategically timed coup d' etat perpetrated at the end of September 1995 by French mercenaries led by Robert Denard who was known for his service to the French neo-colonial project in Africa, and who had led the ouster of the first president of the Comoros, Ahmed Abdallah, who had proclaimed Comoros' independence on 6 July 1975. Denard was reported to have participated in a total of four coup attempts in the Comoros.
The Comoros 2008 Aide Memoir brought to the attention of the international community the intransigence of the French position on relinquishing Mayotte:
The French colonialism attitude on keeping the Comorian island of Mayotte under its occupation has clearly become aggressive. The recent event of the French Government of unilaterally switching the Comorian telephone area code (269) from the Island of Mayotte is the most recent destructive and incomprehensible approach of the French authorities;
After more than 30 years of independence, it is clear that the French irritated the question of the Comorian is- | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_293 | After more than 30 years of independence, it is clear that the French irritated the question of the Comorian is-
land of Mayotte. There is therefore a need to act and to act fast. That is why Comorians are unanimous claiming the return of the Comorian island of Mayotte and their hope depends on the International Community and particularly the African Union. They believe that it's only through a multilateral dialogue with the concerned parties that a road map for the return of the Comorian island of Mayotte to the Comoros could be elaborated in a fair manner (Aide Memoir, 2008).
In defiance of UN resolutions, the French organised another illegal referendum in 2000 to reinforce its illegal annexation of Mayotte through a new dependency status of collectivité départementale. This was followed by the announcement by France in 2009 that it would hold a referendum in Mayotte in 2009. The African Union responded to the disregard of the will of the international community by its 2009 Decision on the Comorian Island of Mayotte: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_294 | The Executive Council:
1. TAKES NOTE of the Report of the Government of the Union of the Comoros on the situation in the Comorian Island of Mayotte;
2. RECALLS all the previous resolutions of the Organization of African Unity (OAU) on the Comorian Island of Mayotte and RECALLS ALSO that the Comorian people, at the referendum of 22
December 1974, expressed their will for independence in the political unity and the territorial integrity of the archipelago of the Comoros;
3. CONSIDERS that the referendums organized on 8 February 1976 and 11 April 1976 by the former colonial power in the Comorian Island of Mayotte constitute a serious violation of the territorial integrity of the Comoros and
ALSO CONSIDERS that the inclusion of the Comorian Island of Mayotte in the Constitution of the French Republic is contrary to international law;
4. CONDEMNS the organization on 29 March 2009 of a referendum on the departmentalise of the Comorian Island of Mayotte and DEMANDS an immediate end to that process;
5. REAFFIRMS that the Comorian Island of Mayotte belongs to the Union of the Comoros; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_295 | 5. REAFFIRMS that the Comorian Island of Mayotte belongs to the Union of the Comoros;
6. REQUESTS for the immediate establishment of a dialogue between the Union of the Comoros and France in order to determine together the modalities for the return of Mayotte to the Union of the Comoros;
7. DECIDES to reactivate the Ad-Hoc Committee of Seven on the Comorian Island of Mayotte.
Nevertheless, the Mayotte annexationist project was completed with the conduct by France of the 2009 referendum resulting in the conferring of departmental status on the territory in 2011 under which France governs the territory into 2024. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_296 | French colonisation of La Réunion began in 1665 after claims on the island in 1649 with the arrival of settlers dispatched to the territory by the French East India Company. The first European encounter was with the Portuguese explorers in the early 16th Century whilst there is also evidence of earlier Austronesian and African presence. A plantation economy was developed on the basis of sugar and coffee using enslaved persons as labour from the 17th to the 19th centuries. Slavery continued to be practiced after its abolition by France in 1794. During the Napoleonic Wars the island was taken by the British which governed it from 1810 before being it was returned to France in 1814 via the Treaty of Paris. With the abolition of slavery in 1848 a system of indentured laborers was instituted. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_297 | As earlier noted, France adopted a law in 1946 annexing the colonies of Guadeloupe, Martinique, Réunion and French Guiana as overseas departments. Réunion maintains a regional council and a departmental council with a Prefect representing the interests of the French State. The primary value to France of La Réunion is its geo-strategic positioning with significant presence of military bases. The Parti Communiste Réunionnais (RCP) founded in 1959 "outlin(ed) the Réunion people's path of struggle against colonial oppression and for political autonomy within the framework of an alliance with France" (RCP, 1979). At its Second Congress in 1967 the RCP updated its political programme:
(T)he demand for autonomy meant convening a Na tional Assembly and forming a government invested with power to decide questions affecting the island's population. The Congress also called for creating a special body to coordinate cooperation between Réunion and France. The party advocate(d) the nationalization of the sugar industry and confiscation of the land owned by the sugar
monopolies. It also support(ed) agrarian reform and other democratic transformations; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_298 | monopolies. It also support(ed) agrarian reform and other democratic transformations;
In accordance with the decisions of the Third Congress in 1972 the RCP...stepped up its efforts to consolidate all the democratic forces. It has strengthened its ties with the autonomist organizations of France's other overseas departments, as well as with French left forces, which have included in their joint program the demand that the right of self-determination be granted to the overseas departments.
While there have been occasional calls for independence or greater autonomy in La Réunion, there has not been a significant movement or widespread support for independence.
Map 11. La Réunion
 | {
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ndYoHjBQKrY+c9RkDNTarql6dVhs7a5dXSAPJFaW/msCf4tx4C0XHynSOSCOOtLt45rD8KaxPrGitPdbVkjmeJmxtzg8EjtW6vUc8dM01qJohtriK4Z/KkWTYxQ7TnBHUVOWycHgV5/p99caX4W8QXlptWddRlClh7j/ABrVu77VtMvdFee9S6h1CdYZIWiChCVyCD+FK4+U6pk2nFIBg1zNpeanrN9q62t7HZW+nzeRGmwNvbGSWPpW9p5le2iNxJC87Ly0WME98ULUTRT8SDHhfVj/ANOsn8q2PBP/ACIfh3/sGW3/AKKWsbxGD/wi+rjqfssn8q2fBP8AyIfh3/sGW3/opayqG9DZm6a861Ln42oB/wBC+P8A0dJXop6Vy2s+CLfWPEKa2NV1OxvEtRag2bxqCgZm53Ix6sfyqE7O5rJXViyPmGRSAGqQ8DSDp4s8Rf8Af6H/AONUv/CDSf8AQ2eIv+/0H/xqtfaIw9iy5ijFUv8AhBZP+hs8Rf8Af6D/AONUv/CCyf8AQ2eIv+/0P/xql7QPYsuUfhVP/hBZP+hs8Rf9/of/AI1R/wAILJ/0NniL/v8AQ/8Axqj2gexZcAFLiqX/AAgsn/Q2eIv+/wBB/wDGqP8AhBZf+ht8Rf8Af6D/AONUe0D2LLuKSqf/AAgsv/Q2+Iv+/wBB/wDGqP8AhBZf+ht8Rf8Af6D/AONUe0D2L7lw4PajFU/+EFk/6G3xF/3+g/8AjVH/AAgsn/Q2+Iv+/wBB/wDGqPaB7B9y5S8VS/4QWT/obfEX/f6D/wCNUf8ACCyf9Db4i/7/AEH/AMao9oHsH3LtH41S/wCEFk/6GzxF/wB/oP8A41R/wgsn/Q2eIv8Av9B/8ap+0Qewfcu0VS/4QWT/AKG3xF/3+g/+NUf8ILJ/0NviL/v9B/8AGqXtA9g+5doql/wgsn/Q2eIv+/0H/wAao/4QWT/obPEX/f6D/wCNUe0D2D7l2iqX/CCyf9Db4i/7/Qf/ABqj/hBZP+ht8Rf9/oP/AI1R7QPYPuXaPxql/wAILJ/0NniL/v8AQf8Axqj/AIQWT/obPEX/AH+g/wDjVHtA9g+5d/Gj8apf8ILJ/wBDZ4i/7/Qf/GqP+EFk/wChs8Rf9/oP/jVHtA9i+5d/Gj8apf8ACCyf9DZ4i/7/AEH/AMao/wCEFk/6GzxF/wB/oP8A41R7QPYvuXfxo/GqX/CCyf8AQ2eIv+/0H/xqj/hBZP8AobPEX/f6D/41R7QPYvuXaKpf8ILJ/wBDZ4i/7/Qf/GqP+EFk/wChs8Rf9/oP/jVHtA9i+5doql/wgsn/AENniL/v9B/8ao/4QWT/AKGzxF/3+g/+NUe0D2L7l2iqX/CCyf8AQ2eIv+/0H/xqj/hBZP8AobPEX/f6D/41R7QPYvuXaKpf8ILJ/wBDZ4i/7/Qf/GqP+EFk/wChs8Rf9/oP/jVHtA9i+5doql/wgsn/AENniL/v9B/8ao/4QWT/AKGzxF/3+g/+NU/aIPYPuXaKpf8ACCyf9DZ4i/7/AEH/AMao/wCEFk/6GzxF/wB/oP8A41R7RB7B9y7RVL/hBZP+hs8Rf9/oP/jVH/CCyf8AQ2eIv+/0H/xqj2iD2D7l2iqX/CCyf9DZ4i/7/Qf/ABqj/hBZP+hs8Rf9/oP/AI1R7RB7Bl2iqX/CCyf9DZ4i/wC/0H/xqj/hBZP+hs8Rf9/oP/jVHtEHsH3LtFUv+EFk/wChs8Rf9/oP/jVH/CCyf9DZ4i/7/Qf/ABqj2iD2D7l2iqX/AAgsn/Q2eIv+/wBB/wDGqP8AhBZP+hs8Rf8Af6D/AONUe0D2D7l2iqX/AAgsn/Q2eIv+/wBB/wDGqP8AhBZP+hs8Rf8Af6D/AONUe0Qexfcu0VS/4QWT/obPEX/f6D/41R/wgsn/AENniL/v9B/8ao9og9iy7RVL/hBZP+hs8Rf9/oP/AI1R/wAILJ/0NniL/v8AQf8Axqj2iD2D7l2iqX/CDSf9DZ4i/wC/0H/xqj/hBZP+hs8Rf9/oP/jVHtEHsWXaPxql/wAILJ/0NniL/v8AQf8Axqj/AIQWT/obPEX/AH+g/wDjVHtEHsWXfxo/GqX/AAgsn/Q2eIv+/wBB/wDGqP8AhBZP+hs8Rf8Af6D/AONUe0QexZd/Gj8apf8ACCyf9DZ4i/7/AEH/AMao/wCEFk/6GzxF/wB/oP8A41R7RB7Fl38aPxql/wAILJ/0NniL/v8AQf8Axqj/AIQWT/obPEX/AH+g/wDjVHtEHsWXfxo/GqX/AAgsn/Q2eIv+/wBB/wDGqP8AhBZP+hs8Rf8Af6D/AONUe0QexZd/Gj8apf8ACCyf9DZ4i/7/AEH/AMao/wCEFk/6GzxF/wB/oP8A41R7RB7Fl38aPxql/wAILJ/0NniL/v8AQf8Axqj/AIQWT/obPEX/AH+g/wDjVHtEHsWXfxoql/wgsn/Q2eIv+/0H/wAao/4QWT/obPEX/f6D/wCNUvaB7F9y7x6GkyPQ1T/4QaT/AKG3xF/3+g/+NUf8INJ/0NniL/v9B/8AGqPaB7B9y5kehoyPQ1T/AOEGk/6GzxF/3+g/+NUf8INJ/wBDZ4i/7/Qf/GqPaB7B9y5kehpePQ1S/wCEGk/6GzxF/wB/oP8A41R/wg0n/Q2+Iv8Av9B/8ao9oHsX3LmR6Gl49DVL/hBpP+hs8Rf9/oP/AI1R/wAINJ38WeIj/wBtYP8A41R7QPYsu/gaMexqj/wgr/8AQ1+If+/sH/xql/4QV/8Aoa/EP/f2D/41R7QPYsvY9jS4GOhqh/wgz/8AQ1+If+/sH/xqj/hBn/6GvxD/AN/YP/jVP2gexZcPHG04qtfadb38IjuIBKoOVB4K+4Pao/8AhBX/AOhr8Q/9/YP/AI1S/wDCCv8A9DX4h/7+wf8Axqj2iD2LKMfhfTY3BMc8gBzsklJX8u9bKrtAUKQBwMDpVT/hBH/6GvxD/wB/YP8A41R/wgj/APQ1+If+/sH/AMaoVRIHSbKEnhDTJL25ugtyklw5eQx3EiAn6A1OdCszYx2UqTSwxyCRd8hY7hyOTzU//CCv/wBDV4h/7+wf/GqP+EEY/wDM1eIf+/sH/wAao9og9ix9xp0F1fWl48TGa1yYmzjBIweO9UJvCumSPLJ5UsaztumiikKo7epWrn/CCP28V+If+/sH/wAao/4QN8/8jX4h/wC/sH/xqj2iD2Uih4k8PtrOm2unQpElskyltw5Cj0rQu9LtL7TBp89vvgUBVXONuOhBHQ980n/CCP8A9DX4h/7+wf8Axql/4QV/+hr8Q/8Af2D/AONUudB7KRBaaDZ2tybnFxNOUKb55i7Kp7DJ4pT4fsTpK6d9nIgRi6DPIbOcg9jUv/CBtnP/AAlfiH/v7B/8ao/4QV/+hr8Q/wDf2D/41RzoPZMjtfD9naXq3iiae4XIR7iUyFB6Lnp0rI0/weEvtXuLmaVftdyZFFvM0fyYHDYrb/4QV/8Aoa/EP/f2D/41S/8ACDPjH/CV+Icf9dYP/jVHOh+yZDN4e0ubT4LL7OyRwsHQxsVZG9Q3XJqH/hFdODeZtuDPu3C589/NX2DZzirf/CCN/wBDX4h/7+wf/GqP+EDf/oa/EP8A39g/+NUc6D2UhlroWn29pcW32cutx/rTKSxf6nrVQeFNOxFHJHPKkLBo1kmZghHoDV7/AIQR/wDoa/EP/f2D/wCNUf8ACCN1/wCEr8Q/9/YP/jVHOg9kxw0u2GpXF8Yj508fkyHONyDtisxPB2lC1W2aGc26EMsJuGKLjpgdq0f+EEb/AKGvxD/39h/+NUf8II3/AENfiH/v7B/8ao9og9ky4q8YCsVxjaR2rDHgvSAkiIt2iO5kMaXUiqSfYGtD/hBGHTxX4h/7+wf/ABqj/hBH/wChr8Q/9/YP/jVP2iD2TI5vD2nf2ZHp62qrbRuJFReMMOc+/NWLzTYNTEBuI2byHEiH0YdDUf8Awgrnr4r8Q/8Af2D/AONUv/CCuP8Ama/EP/f2D/41S50L2TGS6BYzawurbJY7oKFYxyFQ4HYjvVRvCGmOk6eTKIZ3LvAszBMnvt6Vd/4QR8/8jX4h/wC/sH/xqlHgZx08V+If+/sH/wAao50P2TAaNaLPaTCNhJaoY4jn7qnqPypRpVqNTuNQEL+fcRCFzu6qM4H60h8CuevivxD/AN/YP/jVIPArj/ma/EP/AH9h/wDjVHOg9lIYmh2ceinR1gb7Jgr5eTyCc9akOk2pvrO6ELrJaJ5UZBPyqeD9aP8AhBXzn/hK/EP/AH9h/wDjVJ/wgr/9DX4h/wC/sP8A8ao50HsmVH8K6ZJNK5hniimfe8EczBGPuvTrT7jw5YTXouhHLFIEEZMEhjDAdiF7VYPgR/8Aoa/EP/f2D/41R/wgjf8AQ1+If+/sH/xqj2iD2TKM/he3/spdNtJJba2acTShSSXwckZz3rZG1EVFDYQbR8vQVU/4QV/+hr8Q/wDf2D/41Sf8IG3/AENfiH/v7B/8ap+0E6TIT4f09dPuLIWzeTcyGaRdx+Zj3/SrN1pdre/Y/OiZvskgki9iBgH9TTf+EEc/8zX4h/7+wf8Axqj/AIQR/wDoa/EP/f2H/wCNUe0QeykVrrw5p9zez3Jilief/XeTKUEn1AqddFso5rSWOJl+yKVjVGIAH0zzTv8AhA3/AOhr8Q/9/YP/AI1R/wAII/8A0NfiH/v7B/8AGqPaIXsZEHiM58MaucHm0k5PH8JrY8E/8iJ4e/7Blt/6KWsm5+Ha3dtLbzeKPEDxSqUdPNhwwPUf6qun0nTotH0my02BnaG0gSCNnOWKooUEn1wPSs5Sua04OKLtJRRUmoUUUUIAooooAKKKKACiiimJhRRRQIKKKKACiiigAooopDCiiimIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiikMKKKKACiiigAooooAKKKKACiiigAooopiCiiikMKKKKACi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],
"start_index": 1873
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_299 | British political economist of the 19th Century John Stuart Mill observed in his seminal work Utilitarianism, Liberty and Representative Government that "a country which attempts to govern a distant dependency, inhabited by a dissimilar people will almost inevitably fail" (Mill, 1951). The Martinique psychiatrist and freedom fighter for Algerian independence Franz Fanon reminded in his seminal work Wretched of the Earth that "decolonization is an historical process" (and) is the meeting of two forces, opposed to each other by their very nature..."(Fanon, 1963).
Consummate Australian journalist and researcher Nic Maclellan in a 2024 analysis for the Development Policy Center of the Australian National University wrote that " $r$ )epeated lectures about democracy from French politicians carry little sway in a colonial context which - by its very nature - is undemocratic" (Maclellan, 2024). Indeed, to consider colonies as democracies is to embrace an alternative reality, hence the emergence of the term colonialocracy (colonies structured as democracies) in the nomenclature of the academic discipline of Dependency Governance Studies. | {
"Header 1": "CONCLUDING OBSERVATIONS",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
Subsets and Splits