রোমান এবং জার্মান সাম্রাজ্যের সম্পর্ক
রোমান এবং জার্মান সাম্রাজ্যের সম্পর্ক ঐতিহাসিক দৃষ্টিকোণ থেকে একটি অত্যন্ত স্থায়ী এবং গুরুত্বপূর্ণ বিষয় হিসেবে বিবেচনা করা হয়। এই সম্পর্কের উৎস সাম্রাজ্যের অতিরিক্ত আস্থা, রক্ষণাবেক্ষণ এবং মৌলিক রাজনৈতিক সংস্থাগুলির মধ্যে বিতর্ক, সম্প্রীতি, এবং সম্পর্কের অনুমানিত নির্ধারিত প্রভাবে নির্ধারিত হয়।
![What did it mean to belong to the Holy Roman Empire? - Engelsberg ideas](data:image/jpeg;base64,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)
রোমান ও জার্মান সাম্রাজ্যের সাথে যুদ্ধ
- রোমান এবং জার্মান মধ্যে মহাযুদ্ধ অত্যন্ত স্থায়ী ছিল। প্রারম্ভিক সময়ে, জার্মান জনগণ অনেকবার রোমান আদালতের হামলা করেছিল, তবে তারা ধীরে ধীরে রোমান সাম্রাজ্যের সাথে বৃদ্ধি ও যুগান্তর বিনিময় করেছিল। এই অবস্থানটি অক্ষমতা, জয় এবং পরাজয়ের ক্ষেত্রে নানান ফলাফল প্রদান করে।
কৌশল ও কালের ব্যবধান
- রোমান এবং জার্মান দুটি সাম্রাজ্যের মধ্যে একটি গভীর ব্যবধান ছিল, যা বেশ কিছু ক্ষেত্রে যুদ্ধ এবং সাংস্কৃতিক আদালতে প্রতিক্রিয়ার ফলাফল হয়েছিল। কখনও এই সম্পর্ক শান্তিপ্রিয় হতে পারে, এবং অন্য সময়ে যুদ্ধ বা আক্রমণের পরিণামে হতাশা ও অশান্তি থাকতে পারে।
সাংস্কৃতিক প্রভাব
- রোমান সাম্রাজ্য জার্মান অঞ্চলে অনেকটাই সাংস্কৃতিক প্রভাব বিস্তৃত করেছিল। এটি ধর্ম, শিক্ষা, সৈন্য কৌশল, শিল্পকলা এবং অদৃশ্য উৎসাহের মাধ্যমে হয়েছিল। জার্মান সাম্রাজ্যের পাশে থাকা রোমান প্রভাবের অস্তিত্ব এবং সর্বশ্রেষ্ঠতা বেশ কিছু জনগণের মধ্যে আনন্দের কারণ হতে পারে, যা তাদের প্রতিষ্ঠান করেছিল এবং তাদের সাম্রাজ্যের প্রকৃতি ও রক্ষণাবেক্ষণ বৃদ্ধি করেছিল।
অবসান
- রোমান এবং জার্মান সাম্রাজ্যের সম্পর্ক শেষ দশকের মাঝামাঝি দিকে বিস্তৃত হয়েছিল, এবং পরবর্তী সাম্রাজ্যগুলির উত্থানের প্রয়োজনে তারা আরও নিকটস্থ হয়েছিলেন। তবে, এই সম্পর্কের দুটি সাম্রাজ্যের মধ্যে বিরাজ ও সংঘর্ষের বিচ্ছেদ শেষ দিকের পর স্থিতিশীল হয়ে গেল।
ধন্যবাদ....