भारतीय जनता पार्टी इस वक्त देश में एक बेहद ही लोकप्रिय पार्टी बन चुकी है। इस बात का अंदाजा इससे लगाया जा सकता है कि लगातार दो बार लोकसभा चुनाव जीतने के बाद पार्टी के हौसले बुंलद है और पार्टी तीसरी बार यानी साल 2024 के चुनावों में भी जीतने का हुंकार भर रही है। प्रधानमंत्री नरेंद्र मोदी की लोकप्रियता भी दिन पर दिन बढ़ती ही जा रही है। पीएम मोदी इस वक्त देश ही नहीं बल्कि दुनिया के सबसे प्रभावशाली नेताओं में से एक हैं। अब भारतीय जनता पार्टी को लेकर वॉल स्ट्रीट जर्नल ने अपनी लेख में लिखा है कि भाजपा दुनिया की सबसे महत्वपूर्ण राजनीतिक पार्टी है और इसे कम नहीं आंका जा सकता है।
2024 में भाजपा की जीत का अनुमान
वॉल स्ट्रीट जनरल ने अपनी लेख में साल 2024 में भारत की जीत का अनुमान भी जातया है। इस आलेख में अमेरिका की इंडो-पैसेफिक रणनीति के लिहाज से भारत और जापान को अहम बताया गया है। इसमें कहा गया है कि भाजपा ने लगातार दो लोकसभा चुनावों में जीत हासिल की है और लगता है कि 2024 में भी वह एक बार फिर से सत्ता में आ जाएगी। वॉल्टर रसेल लिखते हैं, 'आने वाले भविष्य में भाजपा ही भारत के अहम फैसले लेने की स्थिति में होगी। उसकी मदद के बिना चीन की शक्ति को नियंत्रित करने की अमेरिकी रणनीति का अमल में आना संभव नहीं होगा।'
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)
मुस्लिम ब्रदरहुड-लिकुड पार्टी से तुलना
वॉल्टर रसेल ने कहा ने कहा है कि मुस्लिम ब्रदरहुड की तरह, भाजपा पश्चिमी उदारवाद के कई विचारों और प्राथमिकताओं को खारिज करती है, यहां तक कि यह आधुनिकता की प्रमुख विशेषताओं को भी अपनाती है। चीनी कम्युनिस्ट पार्टी की तरह, भाजपा एक अरब से अधिक आबादी वाले देश को वैश्विक महाशक्ति बनाने की उम्मीद करती है। इजरायल में लिकुड पार्टी की तरह, भाजपा लोकलुभावन बयानबाजी और पारंपरिक मूल्यों के साथ मूल रूप से बाजार समर्थक आर्थिक रुख को जोड़ती है, यहां तक कि यह उन लोगों के गुस्से को भी प्रसारित करती है, जिन्होंने महानगरीय, पश्चिमी-केंद्रित सांस्कृतिक और राजनीतिक अभिजात वर्ग द्वारा बहिष्कृत और तिरस्कृत महसूस किया है।
इस आलेख में उत्तर प्रदेश की योगी आदित्यनाथ सरकार का भी जिक्र है। योगी सरकार के बारे में लिखा गया है कि लगभग 200 मिलियन की आबादी वाले राज्य उत्तर प्रदेश की भाजपा सरकार को शिया मुसलमानों का मजबूत समर्थन हासिल है। मीड ने लिखा, "भाजपा और आरएसएस के वरिष्ठ नेताओं, साथ ही उनके कुछ आलोचकों के साथ गहन बैठकों के बाद मुझे विश्वास है कि अमेरिकियों और पश्चिमी लोगों को आम तौर पर एक जटिल और शक्तिशाली आंदोलन के साथ और अधिक गहराई से जुड़ने की जरूरत है। इस आलेख में भाजपा की मुस्लिम और ईसाई बहुल इलाकों में भी जीत का जिक्र किया गया है। वॉल्टर रसेल मीड ने कहा कि भाजपा को पूर्वोत्तर भारत के ईसाई बहुल राज्यों में भी सफलता मिली है। इसके अलावा 20 करोड़ से अधिक की आबादी वाले उत्तर प्रदेश में उसे बड़ा समर्थन हासिल है।