‘It Can happen only in Himachal’, डबर डेकर बसों में बैठेंगे 260 यात्री

<p>हिमाचल प्रदेश में बेशक जो भी सरकारें रही हों, लेकिन कई दफा नई बसें और बसों में नई टेकनोलॉजी लाने की बात की जाती रही है। इसी कड़ी में नई नवेली ये जयराम सरकार भी परिवहन के व्यवस्था को हाई लेवल की करने पर कोई क़सर नहीं छोड़ रही।</p>

<p>हज़ारों प्रयासों के बाद बात आती है हिमाचल में डबल डेकर बस चलाने की। तो दोस्तों डबल डेकर बसों को लेकर बीजेपी का IT सेल क़हता है कि हिमाचल में जल्द ही डबल डेकर बसें चले सकती हैं और इसपर कुल 260 यात्री एक समय पर सफ़र कर सकेंगे। ध्यान से सुनिये जी हां 260… 260 यात्रियों को लेकर डबल डेकर की बस विदेश की तर्ज पर हिमाचल में भी दौड़ेगी। <span style=”color:#2980b9″><em><strong>ये देखिये पोस्ट…</strong></em></span></p>

<p><img alt=”” 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<p>इस पोस्ट में देखते साफ़ दिख रहा है कि बीजेपी का IT सेल क्या कहना चाहता है। अब मानते हैं भाई की लोकसभा चुनाव नज़दीक हैं, लेकिन इतना भी क्या हो गया कि बीजेपी IT सेल को 260 का ही आंकड़ा लिखना पड़ा। इस बात पर जनता ने भी IT सेल को ट्रॉल किया और इससे सरकार और बीजेपी की सोशल मीडिया पर खूब फ़जीहत भी हो रही है। यहां तक कि हिमाचल के कुछ फेसबुक पेज भी इसकी आलोचना कर रहे हैं। <span style=”color:#27ae60″><em><strong>देखें कमेंट्स…</strong></em></span></p>

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” /></p>

<p>260 के आंकड़े का अंदरूनी गणित तो श़ायद बीजेपी या फ़िर उनका IT सेल ही जाने, लेकिन हम आपको कुछ चीजें जरूत बताना चाहेंगे। पहली बात तो हिमाचल में एक बस में ज्यादा से ज्यादा 55 या 60 सीटें होती हैं। यानी की मौके पर 55 से 60 यात्री सफ़र कर सकेंगे। रफ़ ऐस्टिमेट के हिसाब से अगर डबल डेकर बस को 2 बसों के हिसाब से भी लेकर चला जाए तो कुल 100 से 120 सवारियां मैक्सिमम आ सकती हैं। लेकिन यहां IT सेल का आंकड़ा डबल डेकर के हिसाब से ही डबल हो रहा है। या फ़िर ख़ड़े रहकर सवारियां ढोने का प्लान होगा।</p>

<p>वहीं, दूसरी बात हिमाचल एक पहाड़ी इलाका है और यहां सड़कें भी तंग हैं। यहां कई जिलों में सड़कें इतनी तंग है कि न तो बस सही से मुड पाती हैं और पास लेने के लिए भी इंतजार करना पड़ता है। चंबा, किन्नौर जैसे इलाकों में अक्सर छोटी बसें ही भेजी जाती हैं जिससे बस आसानी से निकल सके। वॉल्वों बसों की सर्विस पूरे हिमाचल में नहीं है। इसके साथ ही ये क़हना भी ग़लत नहीं होगा कि हिमाचल में चलने वाली ट्रेन में भी इतनी सीटें नहीं होती होंगी। क्योंकि ये पहाड़ी इलाका है और यहां ट्रेन के डिब्बे 4 या 6 से ज्यादा नहीं होते।</p>

<p>ख़ैर ग़लती बीजेपी की हो या फ़िर उनके IT सेल की। इसपर सरकार की ख़ूब फ़जीहत हो रही है। एक तो पोस्ट पर मुख्यमंत्री जयराम ठाकुर का फोटो भी लगाया गया है, जिससे साफ़ दिख़ता है की ये नई नवेली सरकार के ही बिठाये लोगों का काम है।</p>

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