صوت البريطانيون على انهاء عضوية بلادهم في الاتحاد الاوروبي بعد 43 عام من عضويتها بعملية اطلق عليها (Brexit) اي "خروج بريطانيا" يوم 23 حزيران 2016 بعدد اصوات بلغ (17,410,742) اي مانسبته (51.9%) مقابل (16,141,241) صوت رافض لانهاء عضوية بلادهم في الاتحاد اي مانسبته (48.1%).
اما الاسباب فأغلبها اقتصادية ترتبط بما اطلق عليه القادة الاوروبيين (الحريات الاربع الاساسية) وهي (حرية انتقال الاشخاص، حرة انتقال البضائع، حرية انتقال الخدمات، حرية انتقال رؤوس الاموال) فضلا عن اسباب تتعلق باللاجئين والهجرة والقضايا الامنية.
وبذلك فازت حملة مغادرة الاتحاد الاوروبي بالاستفتاء. وهذا يعني ان المملكة المتحدة باتت اليوم ملتزمة بالانسحاب من الاتحاد الذي يضم (28) دولة. واعلنت الحكومة ذلك في استجابتها لرغبة الشعب كما اعلن ذلك رئيس الوزراء ديفيد كاميرون (David Cameron) داعيا - في خطابه الذي ألقاه عقب اعلان نتائج الاستفتاء - الى رئيس وزراء جديد في تشرين الاول القادم يتولى المهام الاجرائية والمفاوضات لاتمام عملية الانسحاب معلنا دعمه الكامل لأتمام تحقيق ارادة الشعب. وبذلك فأن المفاوضات التي خاضها رئيس الوزراء البريطاني كاميرون في شباط 2016 مع الاتحاد الاوروبي لأعطاء بريطانيا وضعا خاصاً في الاتحاد الاوروبي قد انهارت.
وهذا يعني ايضا ان بريطانيا فازت في ضمان انها لن تعاني من التمييز لكونها اصبحت خارج منطقة اليورو. وجاء الانسحاب للحفاظ على سلطة لندن كأكبر مركز مالي في أوروبا. وفي المقابل تعهدت بريطانيا بعدم عرقلة التكامل في منطقة اليورو بشكل اعمق. واذا نجحت بريطانيا في استمرار التفاوض للوصول الى السوق الاوروبية الموحدة بشروط تفضيلية فمن غير المرجح ان تشمل الصفقة ضمانات عدم التمييز.
اما مايخص التفاوض، فقد اعلن كاميرون استقالته ودعا لرئيس حكومة جديد في تشرين الاول القادم لتولي التفاوض مع الاتحاد الاوروبي حول اجراءات الانسحاب استتنادا للمادة 50 من معاهدة لشبونه التي اقرها قادة الاتحاد الاوروبي في تشرين الاول 2007.
المادة 50 – والتي لم تُستخدم ابدا من قبل – حددت مهلة زمنية امدها سنتين لأتمام للتوصل الى اتفاق وأجراء الانسحاب، وهي مهلة يعدها البعض قصيرة نوعا ما الا انه يمكن تمديدها اذا وافقت جميع الدول الاعضاء الـ(28) على ذلك. كما ان هذه العملية تتطلب اعادة النظر بما يقارب من (80.000) صفحة من القوانين التي تربط بريطانيا بالاتحاد الاوروبي. وبعض القوانين ستبقى على حالها لان بعض الموضوعات في سياسة الاتحاد مشتركة مع دول من خارج الاتحاد مثل النرويج وسويسرا.
ان الاثار المترتبة على الانسحاب في اغلبها هي أثار اقتصادية، وهذا يدعونا الى بحث ومناقشة هذه الاثار وكالآتي:
علاقة تجارية جديدة:
معلوم ان الاقتصاد البريطاني ثاني أكبر اقتصاد على مستوى الاتحاد بعد ألمانيا وخامس اقتصاد على مستوى العالم وهذا بحذ ذاته يدعو الطرفان الاتحاد الاوروبي وبريطانيا الى وضع الترتيبات التجارية المناسبة الضامنة لمصالحهما. طبيعي ان الحديث عن وضع ترتيبات تجارية جديدة بين الاتحاد الاوروبي وبريطانيا قد يبدأ خلال مدة السنيتن الخاصة بالتفاوض حول أجراءات الانسحاب، لكن ليس بالضرورة. واذا انتظر الاتحاد الاوروبي الانسحاب الرسمي، فأن المفاوضات ستتأخر لخمس سنوات اخرى أو أكثر. وخلال هذه المدة ستخضع تجارة الاتحاد الاوروبي مع بريطانيا الى قواعد منظمة التجارة العالمية World Trade Organization (WTO) .
وهذا قد يعني ان مصدري بريطانيا سيدفعون تعرفة جمركية على صادراتهم الى الاتحاد الاوروبي ومواجهة حواجز غير كمركية، اي بذات الطريقة التي تتعامل فيها الصين والولايات المتحدة مثلا مع الاتحاد الاوروبي تجاريا. وقد يفقد قطاع الخدمات في بريطانيا – الذي يمثل 80% من الاقتصاد البريطاني –سوقه المفضله وهي سوق الاوروبية الموحدة.
اما اتفاقات التجارة الحرة التي يفاوض حولها الاتحاد الاوروبي مع (53) دولة حول العالم من ضمنها كندا وسنغافورة وكوريا الجنوبية وغيرها سوف لن تشمل بريطانيا. واذا ارادت الاخيرة الاستفادة من تلك الاتفاقات فعليها اعادة التفاوض مع تلك الدول بشكل منفرد.
ويؤكد مناصري البقاء ضمن الاتحاد الاوروبي على اهمية التجارة مع الاتحاد الاوروبي وان الوصول الكامل الى السوق الاوربية الموحدة – أكبر منطقة تجارة حرة في العالم تشتمل على 500 مليون مستهلك – هي مسالة حاسمة لبريطانيا. ولكن هذا الوصول مشروط بحرية حركة العاملين، والمدفوعات او المساهمات في موازنة الاتحاد الاوروبي، والقبول بقواعد الاتحاد الاوروبي (EU rulebook) وهذا هو جوهر الاعتراض لدى مناصري الخروج من الاتحاد.
ومن غير المرجح ان ينثني الاتحاد الاوروبي عن هذه الشروط لانه لايريد لاعضاء اخرين الانسحاب من الاتحاد. وربما المملكة المتحدة توقع وتقبل بتلك الشروط الا انها لن تكون مؤثرة في المستقبل على قواعد الاتحاد (EU rules) لانها اصبحت خارج التصويت على قراراته. ويؤكد الكثير ان المؤيدين لخروج بريطانيا (The Brexit Camp) ان اذا اصبح موقع بلادهم من الاتحاد كما هو حال النرويج فأن ذلك غير مقبول. وهذا يؤشر رغبة البريطانيين بالتواصل اقتصاديا مع دول الاتحاد.
وبلا شك هناك تخوف من آثار مباشرة على حركة التجارة بين بلدان الاتحاد وبريطانيا، وهذا التخوف اول ما أثير في المانيا. اذ طالبت الكثير من الشركات والمؤسسات التجارية بسرعة اتمام اجراءات الخروج لتلافي خسائر اقتصادية اكبر. اذ دعا خبراء اقتصاد ألمان لإجراء مفاوضات عاجلة للحد من الخسائر الاقتصادية الناجمة عن قرار انسحاب بريطانيا من الاتحاد الأوروبي، وأعرب رجال الصناعة الألمان عن أسفهم لهذا القرار مطالبين بعدم عرقلة حركة البضائع مع بريطانيا.
وتتوقع الصناعة الألمانية "وقوع تراجع حاد وشيك" في التجارة مع بريطانيا بسبب تأييد البريطانيين الخروج من الاتحاد الأوروبي.
وقال ماركوس كيربر المدير التنفيذي لاتحاد الصناعة الألماني " نتوقع تراجع التبادل التجاري مع بريطانيا بشكل ملموس خلال الشهور المقبلة، ومن المستبعد بشكل كبير توجيه استثمارات مباشرة جديدة من ألمانيا إلى بريطانيا".
كما طالب اتحاد صناعة السيارات في ألمانيا (VDA) بفعل كل شيء من أجل مواصلة تبادل السلع والخدمات في المستقبل بنفس الشكل السلس الذي كانت عليه حتى الآن. وقال ماتياس فيسمان رئيس اتحاد صناعة السيارات في ألمانيا: "بعد الانسحاب من الاتحاد الأوروبي يجب ألا تكون لدى أي شخص مصلحة في زيادة كلفة الحركة الدولية للبضائع بين بريطانيا وأوروبا عبر الحواجز الجمركية."
وأعرب فولكمار دنر رئيس شركة "بوش" الألمانية، أكبر مورد لقطع غيار السيارات في العالم عن أسفه لخروج بريطانيا من أكبر سوق داخلي في العالم، " ليس من الناحية الاقتصادية فقط ". وتعد بريطانيا هي ثاني أكبر الأسواق الأوروبية لشركة بوش بعد ألمانيا. حيث يوجد للشركة في بريطانيا سبع مناطق إنتاج مستقلة يعمل بها 5300 شخص.
وقال كلينمس فويست رئيس معهد إيفو للدراسات الاقتصادية: "يتعين أن يتكاتف السياسيون للحد من الأضرار الاقتصادية، ومن المهم إجراء المفاوضات (بشأن استمرار بقاء بريطانيا جزءا من السوق الأوروبي الموحد) بشكل عاجل للحد من مرحلة القلق بشأن الأوضاع الاقتصادية". وتوجت هذه المواقف في موقف المستشارة الالمانية أنجيلا ميركل عقب انتهاء القمة الاوروبية يوم الاربعاء 29 / حزيران في بروكسل التي حثت الاتحاد الأوروبي على البدء بأقصى سرعة ممكنة في مفاوضات خروج بريطانيا من الاتحاد، مؤكدة ضرورة قبول لندن بـ "الحريات الأربع الأساسية" إذا أرادت الوصول للأسواق الداخلية في الاتحاد.
وأكدت المستشارة الألمانية ميركل " إنه على الرغم من أن على بريطانيا أولا الإفصاح رسميا عن نية الخروج من الاتحاد إلا أنها تتمنى أن يحدث ذلك بأسرع وقت ممكن".
اما فرصة وصول بريطانيا الى الاسواق الداخلية في الاتحاد عقب انسحابها من الاتحاد الاوروبي فمشروطة بقبول "الحريات الاربع الاساسية " كما اعلن ذلك زعماء الاتحاد الاوروبي بعد قمة 29 / حزيران وهي (حرية انتقال الأشخاص، والبضائع، والخدمات، ورأس المال). وهو الأمر الذي أكده رئيس المجلس الأوروبي دونالد توسك، حيث قال " دخول (بريطانيا) السوق الموحدة يتطلب القبول بالحريات الأربع (الأساسية للاتحاد الأوروبي) بما فيها حرية التنقل. ولن تكون هناك سوق موحدة على المقاس".
قيمة العملة البريطانية (الجنية الاسترليني).
بعد اعلان نتيجة الاستفتاء بانسحاب بريطانيا من الاتحاد الاوروبي، ولان بريطانيا تشكل عنصر مهم في التجارة البينية في الاتحاد الاوروبي كسوق وكمنتج، فقد تأثرت قيمة العملة البريطانية - اذ بقيت ترفض بريطانيا اتفاقية العملة الموحدة (اليورو) وبقيت معتمدة عملتها - سلبا. اذ ان المخاوف من مغادرة الاتحاد اثرت في قيمة الجنية الاسترليني ودفعته الى مزيد من الانخفاض. كما ان التخوف من التباطؤ الاقتصادي ربما يقلص الطلب على الطاقة والنفط الخام الذي يشهد انخفاض اسعارة في الاسواق العالمية. وفي محاولة لطمأنة المستثمرين البريطانيين وغير البريطانيين، قال وزير المالية البريطاني، وزير الخزانة جورج أوزبورن "اقتصادنا قوي ويمكنه مواجهة التحدي الذي يواجهه بلدنا الآن".
ولكن هذا لا يمنع ان يشهد الاقتصاد البريطاني مخاطر بدأت تلوح اشاراته في الافق. اذ اكدت لجنة السياسة المالية في بنك انكلترا " هناك دليل على أن بعض المخاطر بدأت تظهر " بعد نتائج الاستفتاء. لذا قرر البنك تخفيف القيود على المصارف التجارية بهدف حثها على الإقراض من أجل دعم الاقتصاد البريطاني. ويفترض أن يتيح الإجراء الذي اتخذه البنك المركزي قدرة إقراض إضافية بقيمة 150 مليار جنيه استرليني ( 178.9مليار يورو) للأفراد والشركات.
ومن جانب اخر تعتزم بريطانيا خفض الضرائب على الشركات، واكد وزير المالية البريطاني جورج أوزبورن لصحيفة "فايننشال تايمز" انه " يرغب في أرساء أقتصاد يتمتع بقدرة تنافسية فائقة، مع خفض الضريبة على الشركات - والبالغة حاليا 20 % - اكثر من 5 نقاط ماسيجعل بريطانيا تملك الضريبة الاقل في القوى الكبرى".
وقال اوزبورن " يجب ان نبقى مركزين على الافق، وعلى الطريق أمامنا لأجل الافادة من الوضع القائم ". وهذا الاجراء سيشكل عامل جذب كبير للشركات في الوقت الذي تبدي فيه تلك الشركات مخاوفها بعد نتيجة الاستفتاء وتفكر في مغادرة بريطانيا بسبب الشكوك القائمة بشأن العلاقات المستقبلية مع الاتحاد الاوروبي.
مساهمة بريطانيا في موازنة الاتحاد الاوروبي:
معلوم ان الاقتصاد البريطاني اقتصاد فاعل ومؤثر في الاتحاد الاوروبي، لذا فهي تساهم مساهمات كبيرة في موازنته، وهذا كان دافع لمؤيدي الانسحاب بان الاولى ان يتم انفاق تلك المساهمات على الخدمات الصحية وغيرها.
عمليا ستتوقف بريطانيا عن دفع تلك المساهمات بعد انسحابها رسميا من الاتحاد. لذا فالمساهمة الصافية لبريطانيا في موازنة الاتحاد تصل لما يقارب (£8.5 مليار جنيه استرليني، مايعادل 11 مليار يورو ; 12.5 مليار دولار سنويا) لن تُدفع وبالامكان انفاقها على الخدمات الصحية او تُستخدم لالغاء ضريبة القيمة المضافة على الوقود. ولكن مزارعي بريطانيا سوف لن يحصلوا على مدفوعات مباشرة من الاتحاد الاوروبي والتي كانت تبلغ قيمتها نحو ( 2.4) مليار جنيه استرليني عام 2015. ومن غير الواضح مقدارها ولكن ان وجدت فستستمر الحكومة البريطانية بدفعها. كما انه ليس واضحا كم ستزداد المناطق الفقيرة في بريطانيا في المستقبل، لاسيما وأنها لم تعد مؤهلة للحصول على التمويل الإقليمي من الاتحاد الأوروبي. الجدول الآتي يوضح مساهمة بريطانيا في موازنة الاتحاد الاوربي.
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)
ومن الشكل ادناه يتوضح لنا مساهمة بريطانيا في موازنة الاتحاد الاوروبي.
مساهمة بريطانيا في موازنة الاتحاد الاوروبي 1987- 2014
مليون جنيه استرليني
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)
ويُبين هذا المخطط التغيرات التي حدثت على ارقام مساهمة بريطانيا في موازنة الاتحاد الاوروبي منذ عام 1987. وكلا الجانبين (انصار الاستقلال وانصار البقاء في الاتحاد الاوروبي) استخدموا ارقام 2014 ، على الرغم من وضع الرقم المقدر لعام 2015 الذي بلغ 17.8 مليار جنيه استرليني ، واذا طرح الخصم يكون 12.9 مليار جنيه استرليني، وتصبح 8.5 مليار جنيه استرليني اذا تم خصم ايرادات القطاع العام.
كما ان هناك تقديرات لما ستساهم به بريطانيا في موازنة الاتحاد الاوروبي لغاية الاعوام 2020 - 2021 وضعها مكتب مسؤولية الموازنة (Office for Budget Responsibility) كما في الشكل ادناه:
مساهمة بريطانيا المتوقعة في موازنة الاتحاد الاوروبي
المساهمة الاجمالية ناقص الخصم (مليون جنيه استرليني)
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)
وضع الهجرة والمهاجرين:
اما قضية الهجرة والتي – كما اسلفنا- تعد ايضا من الاسباب الهامة لانسحاب بريطانيا من الاتحاد الاوروبي وهي ذات بُعد اقتصادي ايضا. فبعد اتمام الانسحاب ستحاول بريطانيا الحد من دخول المهاجرين اليها من الاتحاد، وربما تعتمد النظام القائم على اساس النقاط كما هو الحال في استراليا وهو مايعني اعطاء الاولوية للعمال الذين يتمتعون بمهارات عالية ومنع دخول أولئك المنخفضة مهاراتهم. وهذا قد يدفع بريطانيا الى ابلاغ الكثير من الباحثين عن عمل القادمين من دول الاتحاد الى مغادرة البلاد.
ولكن في البداية على بريطانيا توضيح وضع مايقرب من (2.2 مليون) عامل من دول الاتحاد ويعشون في بريطانيا. وقد تكون قواعد لم شمل الاسرة (The rules for family reunions) اكثر صرامة. ومن غير المرجح ايقاف حرية الحركة، على الاقل، خلال السنتين القادمتين بينما تتفاوض بريطانيا مع دول الاتحاد بشأن الانسحاب. وقد تتوقف الحركة خلال مدة التفاوض.
على الجانب الآخر يوجد مايقارب من (2) مليون بريطاني يعيشون خارج بريطانيا في دول الاتحاد، لذلك اي تدابير تتخذها بريطانيا تجاه العاملين فيها من الاتحاد الاوروبي قد يُعرض مواطنيها في دول الاتحاد الى اجراءات انتقامية. ويؤكد مختصين ان ما يمكن لبريطانيا ان تفعله في الوقت الحاضر هو تشديد اجراءات حصول المهاجرين على اعانات.
في النهاية في عملية خروج بريطانيا من الاتحاد الاوربي (Brexit) سيعزز من رصيد الاحزاب المناهضة للهجرة (الاحزاب اليمينية) في بعض بلدان الاتحاد الاخرى. كما ان هذه العملية قد تلهم المتشككين في بلدان اوروبية اخرى، لتنظيم استفتاءات خاصة بها حول عضويتها في الاتحاد. وترى بعض البلدان مثل بلجيكا ان "تأثير الدومينو " يشكل كابوس للمشروع الاوروبي.
وعليه فان هذا الكابوس يقلق الدول الكبيرة التي ساهمت كثيرا في تأسيس الاتحاد وكانت لها دور في وصول المشروع الاوروبي الى هذا الشكل منذ عام 1947.
ماذكر في اعلاه تشكل معطيات هامة ومؤشرات مهمة لأي جهة سياسية اوروبية في دول الاتحاد سواء أكانت في الحكم او في المعارضة لابد من اخذها بنظر الاهتمام والتفكير مليا بمعطيات التجربة البريطانية في هذا الاطار قبل السير بأتجاه الانسحاب من الاتحاد.