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Wednesday, July 15, 2026 Nepali Online Media

प्रत्यक्षतर्फ प्रदेशसभा: ३३० मा कांग्रेस १११ स्थानसहित पहिलो

By साझासवाल

<p><b>मङ्सिर १९, काठमाडौँ | </b>सातवटै प्रदेशसभाको तीन सय ३० निर्वाचन क्षेत्रको प्रत्यक्षतर्फको परिणाम सार्वजनिक भएको छ । प्रदेशसभाको प्रत्यक्षतर्फ नेपाली कांग्रेस चार र नेकपा एमाले दुई प्रदेशमा ठूलो दल बनेको छ । मधेस, बागमती, गण्डकी र सुदूरपश्चिम प्रदेशमा कांग्रेस पहिलो पार्टी बन्दा एमाले प्रदेश नं १ र लुम्बिनी प्रदेशमा पहिलो बनेको छ । कर्णाली प्रदेशमा प्रत्यक्षतर्फ कांग्रेस र नेकपा (माओवादी केन्द्र) समान नौ÷नौ स्थानमा विजयी भएका छन् ।&nbsp;</p><p><img 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alt=""><br></p><p>प्रदेशसभामा एक सय ११ स्थानमा विजयी हुँदै नेपाली कांग्रेस ठूलो दल बनेको छ । नेकपा (एमाले)ले ९१, नेकपा (माओवादी केन्द्र)ले ५४, नेकपा (एकीकृत समाजवादी) ले १५, राष्ट्रिय प्रजातन्त्र पार्टी र जनता समाजवादी पार्टी नेपालले ११÷११, लोकतान्त्रिक समाजवादी पार्टीले नौ, जनमत पार्टी र नागरिक उन्मुक्ति पार्टीले सात÷सात तथा नेपाल मजदुर किसान पार्टी र हाम्रो स्वाभिमान पार्टीले एक÷एक स्थानमा जित हासिल गरेका छन् । प्रदेशसभामा १२ स्वतन्त्र उम्मेदवार विजयी भएको निर्वाचन आयोगले जनाएको छ ।&nbsp;</p><p>प्रदेश नं १ को प्रत्यक्षतर्फको ५६ सिटमा कांग्रेस १७, एमाले २५, माओवादी केन्द्र नौ र एकीकृत समाजवादी दुई तथा मधेस प्रदेशको ६४ सिटमा कांग्रेस १३, एमाले १५, जसपा नौ, लोसपा सात, जनमत पार्टी छ, माओवादी केन्द्र र एकीकृत समाजवादी चार÷चार स्थानमा विजयी भएका छन् । मधेस प्रदेशसभामा छ स्वतन्त्र उम्मेदवार विजयी भएका छन् ।&nbsp;</p><p>बागमती प्रदेशसभाका ६६ सिटमा कांग्रेस २५, माओवादी केन्द्र १४, एमाले १३, राप्रपा सात, एकीकृत समाजवादी पाँच तथा नेमकिपा र हाम्रो नेपाली पार्टी एक÷एक स्थानमा तथा गण्डकी प्रदेशसभाका ३६ सिटमा कांग्रेस १८, एमाले १२, माओवादी पाँच र एक स्वतन्त्र उम्मेदवार विजयी भएका छन् । लुम्बिनी प्रदेशसभाका ५२ क्षेत्रमा एमाले १८, कांग्रेस १७, माओवादी पाँच, राप्रपा, जसपा, लोसपा र नागरिक उन्मुक्ति पार्टी दुई÷दुई, जनमत पार्टी एक तथा तीन स्वतन्त्र उम्मेदवार निर्वाचित भएका छन् ।&nbsp;</p><p>कर्णाली प्रदेशसभाका २४ सिटमा कांग्रेस र माओवादी नौ÷नौ, एमाले पाँच र स्वतन्त्र एक तथा सुदूरपश्चिम प्रदेशसभाका ३२ क्षेत्रमा कांग्रेस १२, माओवादी केन्द्र आठ, नागरिक उन्मुक्ति पार्टी पाँच, एमाले र एकीकृत समाजवादी तीन÷तीन तथा एक स्वतन्त्र उम्मेदवार विजयी भएका छन् ।&nbsp;</p>