البداية في السينما للفلسفة
في فيلم هاري بوتر تم ذكر شيء يُدعى ”الهكوركس Horcruxes” وهو الذي يهتم بأنه من الممكن اقتسام شظايا الروح وجعلها في عناصر جماد خارجية وذلك لمنع الموت، وهي ما استخدمها الطالب ”توم ريدل” والذي يدعى اللورد ”فولدمورت” وبالتالي كان موته صعبًا في أجزاء الفيلم، والكتاب الوحيد الذي كان يحتوي على معلومات عن ذلك – بحسب الرواية – هو كتاب ”أسرار فن السحر المُظلم“.
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”>
الأمر الأهم هنا هو البحث وراء فرضية “تقسيم الروح”، ولنأخذ الأمر من بدايته يجب أن نسأل السؤال المنطقي الأول وهو ما هي كونية الفرد؟ مم يتكون؟ وماهية الروح؟ هي أسئلة فلسفية بحتة طُرحت بشكل جميل في محاضرات كورس Death للدكتور “Shelly kagan شيلي كاجان” في جامعة Yale وذلك في محاضرة The nature of persons: dualism vs. physicalism وذلك بتقسيمه للفرضية لجزئين أولهما هو النموذج الـ Mono الفردي وهو الذي يدعي أن الفرد جسد فقط والنموذج الآخر هو الـ Duo والروح والجسد ولكن النقطة المطروحة هنا من اتباعنا لنموذج الـ Duo الثنائي هو إعادة التفكير في أمر أن الروح الموجودة في الجسد والتي تُشكل الشخص يجعلنا نطرح سؤال:
هل الروح يُمكن التحكم فيها؟
هذا الأمر يُعطينا المساحة الكافية في التفكير في أهمية الفلسفة الميتافيزيقية والمُهتمة بعلوم ما وراء الطبيعة حيث أن الروح تدخل في نطاق تلك العلوم ولكن للإجابة على سؤال هل يمكن التحكم في الروح يجب أن يأتي قبله سؤال: مم تتكون الروح؟ وهنا نفتح المجال لكثير من الافتراضات ولكن عندما نفتح الباب لافتراضات الفلسفة يجب على العلوم الطبيعية التنحي قليلاً، وذلك لأنه من جهة العلوم الطبيعية حول التساؤل المطروح هو أنه لا توجد ”معلومات مختبرية مُجربة تؤكد وجود الروح أو أدلة علمية بحتة عن وجودها” لذا أتى وقت الفلسفة لتتخيل وتخلق افتراضات يبحث وراءها رجال العلوم الطبيعية وهو الأمر الذي ظهر لنا في نظريات علماء مثل أينشتاين وجاليليو وغيرهم والذي أنتج نظريات عظيمة من مُجرد فكر في فرضيات فلسفية تخيلية.
فالفلسفة بافتراضاتها وتخيلاتها تطرح العديد من الأسئلة التي هي بمثابة المطرقة التي تطرق حجارة المعرفة وتولد موجات الأدلة والتجارب لتخرج النظريات للنور، وتتمثل المُعضلة الفكرية هنا في أنه ليس هناك وقائع أو أدلة ظهرية عن الروح وبالتالي البحث القائم على الملاحظة والتجريب يجب أن تزيد قوته لتجاوب على تلك الأسئلة وهنا يأتي دور علوم طبيعية كعلوم الأحياء والأعصاب وأيضًا الفيزياء وعلوم اجتماعية كعلم النفس والفلسفة والمنطق.
من الفيزياء للفلسفة تأتي الأفكار
ولكن هناك فرضية أدعي أنا الكاتب وجودها بناءً على نظرية الأوتار والتي نتج منها نظرية M وهي تدعي وجود عوالم أخري غير تلك التي نعيش فيها ويمكنكم معرفة أكثر عن تلك النظرية من شرح دكتور ميشيو كاكو في هذا الفيديو البسيط:
VIDEO
الأطروحة قائمة بشكل أساسي على نظرية الأوتار ونظرية M ومُجمل ادعائهم في وجود أكوان أخرى والنظرية كانت مهدًا في السينما لفهم أفلام وقصص كثيرة أهمها Dr Strange وهو فيلم قائم على نفس الأحجية: أكوان أخرى وأبعاد أخرى يمكن التلاعب معها بوسائل الطاقة واستخدام أفكار معتمدة بشكل أساسي على وجود أبعاد أخرى كالإسقاط النجمي Astral Projection والثقب الدودي Wormhole وبُعد المرايا وغيرها من الأفكار.
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”>
لذا إذا تم التعمق في تلك الأفكار تنهال علينا مجموعة أسئلة مُدهشة، وتتراكب أفكارنا الفيزيائية وتحليلاتنا المنطقية معها لتخلق أفكارًا جديدة للعلم كأسئلة مثل:
ماذا لو تفهمنا علوم الطاقة بشكل أكبر وتمكنا من التحكم فيها بشكل معملي وقدرنا على التنقل في كل أوجه الطاقة؟
ماذا لو كنا طاقة متشعبة بشكل منتظم في الجسد بشكل قوي وما يجعلنا نعيش في كونين متلاصقين بشكل قوي وعند انفصال الروح عن الجسد يبدأ الجسد في الموت والنهاية لفقدانه الطاقة المُعيلة لعملياته الحيوية ولكن طبقًا لقانون الطاقة هي لا تفنى ولا تُستحدث من العدم وبالتالي تظل الروح موجودة في ذلك الكون الآخر ولكن لم تعد متصلة مع الكون الذي نعيش فيه؟
ماذا لو كانت الأحلام هي نتاج ذلك التواصل من الكونين وعند النوم تنفصل الروح لتتجول في كونها الآخر؟
كل ذلك من احتمالات تكون لديّ في فكرة واحدة: “نحن نعيش في كونين متصلين ببعضهما بشكل قوي نظرًا لروابط الطاقة بينهما وننتقل ما بينهما عند توافر شروط معينة”.
والسؤال الأهم هنا هو: أين تقبع الروح؟
ببساطة الإجابة واضحة، في كل أنحاء الجسد ولكن مركز القيادة هو العقل لأنه ببساطة هو صاحب اللغة المشتركة ما بين الجسد والروح، فالعقل يتعامل مع الطاقة في لغته مع خلايا الجسد والروح.
ولكن لنعلم كيف يتعامل العقل مع الروح يجب أن نفهم وبشكل واضح كيف يتعامل العقل مع المحسوسات من الروح الظاهرة على الجسد وهذا الأمر الذي وضعه الدكتور “ميشيل بريسنجر Dr. Michael Persinger” في تجربته “قبعة الإله God Helmet” ويمكنكم مشاهدة شرحه للقبعة:
VIDEO
وهي تجربة أدت إلى التعرف على ماهية المناطق في المخ التي تتولد منها المشاعر والحضور الإلهي وهنا يجب أن نقف قليلاً لدراسة تلك التجربة ولكن سيكون للحديث بقية وسأترككم مع سؤال:
ماذا لو كان الأمر أكبر مما نتخيل ودراسة الروح أصبحت سببًا في رُعبنا من الكون؟ كيف سنفكر؟
The post خواطر عن فلسفة الموت «أفكار من الأفلام» appeared first on ساسة بوست .
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