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1330791#4 | बहरेला डीह (बाराबंकी) | बहरेला डीह दक्षिण की ओर सैलून ब्लॉक, पश्चिम की ओर राही ब्लॉक, पूर्व की ओर छतोह ब्लॉक, उत्तर की ओर बहादुरपुर ब्लॉक से घिरा हुआ है। | [
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1330791#5 | बहरेला डीह (बाराबंकी) | रायबरेली, जैस, लाल गोपालगंज निन्दौरा, फतेहपुर बहरेला डीह के निकट के शहर हैं। | [
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1330799#0 | क्रिकेट तस्मानिया | क्रिकेट तस्मानिया (पूर्व में "तस्मानियाई क्रिकेट एसोसिएशन") तस्मानिया, ऑस्ट्रेलिया में क्रिकेट के लिए प्रशासनिक निकाय है, और वे बेलेरिव ओवल पर आधारित हैं। | [
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1330799#1 | क्रिकेट तस्मानिया | क्रिकेट तस्मानिया का प्राथमिक उद्देश्य तस्मानिया में क्रिकेट के खेल को बढ़ावा देना और विकसित करना, जूनियर और शैक्षिक कार्यक्रम और प्रतियोगिताएं चलाना और तस्मानियाई ग्रेड क्रिकेट प्रतियोगिताओं का संचालन करना है। | [
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1330799#2 | क्रिकेट तस्मानिया | क्रिकेट तस्मानिया तस्मानिया की प्रथम श्रेणी क्रिकेट टीम के चयन और प्रशासन के लिए भी जिम्मेदार है, तस्मानियाई टाइगर्स एसोसिएशन का हिस्सा हैं। वे शेफ़ील्ड शील्ड, ऑस्ट्रेलियाई प्रथम श्रेणी प्रतियोगिता और फोर्ड रेंजर कप, ऑस्ट्रेलियाई एक दिवसीय प्रतियोगिता और घरेलू ट्वेंटी20 प्रतियोगिता में प्रतिस्पर्धा करते हैं। | [
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1330799#3 | क्रिकेट तस्मानिया | क्रिकेट तस्मानिया (सीटी) के वर्तमान अध्यक्ष ग्लेन गिलिज हैं, और वर्तमान अध्यक्ष टोनी हैरिसन हैं, और वह एक बोर्ड की अध्यक्षता करते हैं जो टीसीए और तस्मानिया में क्रिकेट की सभी गतिविधियों की देखरेख करता है। सीटी में 100 से अधिक कर्मचारी हैं और यह 159 क्रिकेट क्लबों और 14,000 से अधिक पंजीकृत खिलाड़ियों के लिए जिम्मेदार है। | [
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1330799#4 | क्रिकेट तस्मानिया | दक्षिणी तस्मानियाई क्रिकेट संघ का गठन 1850 के दशक में हुआ था और 1906 में इसका नाम बदलकर तस्मानियाई क्रिकेट संघ (टीसीए) कर दिया गया। टीसीए ने सितंबर 2009 से क्रिकेट तस्मानिया के रूप में व्यापार करना शुरू किया। मूल रूप से होबार्ट के क्वींस डोमेन पर टीसीए ग्राउंड पर आधारित, टीसीए को 1977 में बेलेरिव ओवल में स्थानांतरित कर दिया गया था, और अब आधुनिक सुविधाओं के साथ-साथ मैदान पर क्रिकेट तस्मानिया मुख्यालय के भीतर तस्मानियाई क्रिकेट का संग्रहालय भी है। | [
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1330803#0 | वेस्ट इंडीज क्रिकेट टीम का श्रीलंका दौरा 2021-22 | वेस्ट इंडीज क्रिकेट टीम ने दो टेस्ट मैच खेलने के लिए नवंबर और दिसंबर 2021 में श्रीलंका का दौरा किया। मूल रूप से अक्टूबर और नवंबर 2022 में खेला जाने वाला था, इस दौरे को 2021 आईसीसी पुरुष टी20 विश्व कप के बाद खेले जाने के लिए आगे लाया गया था। टेस्ट मैच 2021-2023 आईसीसी विश्व टेस्ट चैम्पियनशिप का हिस्सा बने। टेस्ट मैचों से पहले वेस्टइंडीज को कोलंबो में चार दिवसीय अभ्यास मैच खेलना था। हालांकि बारिश के कारण मैच बिना एक भी फेंके रद्द कर दिया गया। | [
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1330803#1 | वेस्ट इंडीज क्रिकेट टीम का श्रीलंका दौरा 2021-22 | पहले टेस्ट में, वेस्टइंडीज को मैच जीतने के लिए 348 रनों का लक्ष्य रखा गया था, लेकिन चौथे दिन के अंत में 6 विकेट पर 52 रनों पर सिमट गया। टेस्ट के पांचवें दिन लंच ब्रेक के बाद बल्लेबाजी करने के बावजूद, वेस्टइंडीज 160 रन पर आउट हो गई, जिसमें श्रीलंका ने 187 रनों से मैच जीत लिया। आखिरी विकेट गिरने के कुछ देर बाद ही मैदान पर तेज बारिश हो गई। दूसरे टेस्ट में, वेस्टइंडीज अंतिम दिन लंच के समय 65/2 पर थी, उसे जीत के लिए 232 रन और चाहिए थे। हालांकि, उन्होंने अपने आखिरी आठ विकेट 40 रन पर गंवा दिए और 130 रन पर आउट हो गए। श्रीलंका ने 2-0 से सीरीज जीतकर 164 रन से मैच जीत लिया। | [
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1330803#2 | वेस्ट इंडीज क्रिकेट टीम का श्रीलंका दौरा 2021-22 | दूसरे टेस्ट से पहले दुष्मंथा चमीरा, असिथा फर्नांडो, सुमिंडा लक्षन, कामिल मिश्रा और रोशेन सिल्वा को श्रीलंकाई चयनकर्ताओं ने टीम से बाहर कर दिया। | [
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1330810#0 | सागर अंतर्राष्ट्रीय विद्यालय | सागर अंतर्राष्ट्रीय विद्यालय एक अंग्रेजी-माध्यम, सह-एड निजी, डे-कम-बोर्डिंग, पेरुंडुराई, ईरोड जिला, तमिलनाडु, भारत पर आधारित संबद्ध है और सागर एजुकेशन ट्रस्ट, पेरुंडुराई द्वारा प्रबंधित है। | [
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1330810#1 | सागर अंतर्राष्ट्रीय विद्यालय | स्कूल में दैनिक परिवहन सुविधाओं के साथ लड़कों और लड़कियों दोनों के लिए छात्रावास की सुविधा है। स्कूल हर साल वार्षिक और खेल दिवस आयोजित करता है। स्कूल ने खेल, सीबीएसई(CBSE), जेईई(JEE) और एनईईटी(NEET) परीक्षा में कई उपलब्धियां हासिल की हैं।. स्कूल ने अपनी स्थापना के बाद से कक्षा 10 और 12 सीबीएसई बोर्ड परीक्षा में 100% उत्तीर्ण किया है।. | [
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1330826#0 | उमलिंग | उमलिंग (Umling) भारत के मेघालय राज्य के री-भोई ज़िले में स्थित एक गाँव है। | [
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1330832#0 | मोरखेड़ी | मोरखेड़ी (Morkheri) भारत के हरियाणा राज्य के रोहतक ज़िले में स्थित एक गाँव है। | [
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1330834#0 | मटिया महल | भारत के राजस्थान में हिण्डौन में स्थित माटिया महल, हिंडौन की एक प्राचीन धरोहर है। यह शानदार इमारत लगभग 150 फीट लंबी, 150 फीट चौड़ी है। यह इमारत लाल बलुआ पत्थर से बनी है। यह तीन मंजिला इमारत है। लोगों का मानना है कि मिट्टी और पत्थर का इस्तेमाल अतीत में किया गया है और इसका निर्माण मटिया नामक व्यक्ति ने किया था और इसी कारण इसका नाम मटिया महल रखा गया था। | [
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1330834#1 | मटिया महल | लेकिन इसके अंदर की संरचना का अध्ययन करने पर, यह ज्ञात होता है कि यह इमारत घोड़ों के लिए थी। बनावट घोड़े के समान है। यहां भी हाथियों को बांधने के संकेत स्पष्ट रूप से दिखाई देते हैं। मुख्य द्वार बहुत ऊँचा है लेकिन प्रवेश द्वार भी ऊँचा है ताकि हाथी आराम से निकल सकें। यहाँ सिपाहियों के रहने के कमरे बने है। इसके बगल में एक स्थान है, जो संभवतः घोड़ों और हाथियों के निवास का स्थान है। | [
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1330834#2 | मटिया महल | यह बहुत प्राचीन महल है और साथ ही एक सुंदर महल है, लेकिन इस समय इसकी स्थिति बहुत खराब है। | [
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1330836#0 | मारवाड़ के मान सिंह | महाराजा मान सिंह (3 फरवरी 1783 - 4 सितंबर 1843) मारवाड़ साम्राज्य और जोधपुर रियासत के अंतिम स्वतंत्र महाराजा थे जिन्होंने 19 अक्टूबर 1803 - 4 सितंबर 1843 तक शासन किया। 7 नवंबर 1791 को उनके दादा विजय सिंह द्वारा उन्हें वारिस के रूप में नियुक्त किया गया था। हालांकि, विजय सिंह की मृत्यु के बाद, भीम सिंह ने जोधपुर पर कब्जा किया और खुद को मारवाड़ का शासक घोषित कर दिया था। | [
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1330836#1 | मारवाड़ के मान सिंह | मान सिंह को अपनी सुरक्षा के लिए जालोर भेजा गया, जहाँ वे अपने चचेरे भाई, मारवाड़ के महाराजा भीम सिंह के शासनकाल में रहे। | [
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1330836#2 | मारवाड़ के मान सिंह | वह 19 अक्टूबर 1803 को अपने चचेरे भाई की मृत्यु पर उत्तराधिकार के रूप में गद्दी पर बैठे। 1804 में मान सिंह ने सहयोग के लिए अंग्रेजों से संधि तोड़ दी और यशवंतराव होलकर के साथ गठबंधन किया, हालाँकि, जोधपुर पर सिंधिया ने आक्रमण किया और होलकर के साथ उनके गठबंधन को तोड़ने और भारी भुगतान करने के लिए मजबूर किया गया। | [
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1330836#3 | मारवाड़ के मान सिंह | अपने शासनकाल में उनके कई प्रमुख रईसों द्वारा विरोध किया गया था, वे लगातार गुटों के समर्थन पर निर्भर थे। इनमें से अंतिम था, नाथ परिवार, महाराजा के आध्यात्मिक सलाहकार, जो राज्य के मामलों को नियंत्रित करने के लिए आए थे। | [
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1330836#4 | मारवाड़ के मान सिंह | मान सिंह अपने चचेरे भाई की मौत के बाद कृष्णा कुमारी से शादी करना चाहते थे। | [
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1330836#5 | मारवाड़ के मान सिंह | मान सिंह ने अपने राज्य को सिंधियों और अपने भ्रष्ट रईसों और मंत्रियों द्वारा नष्ट हो जाने के बाद, 6 जनवरी 1818 को अंग्रेजों के साथ संधि संबंधों में प्रवेश किया। | [
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1330867#0 | बीटा विविधता | पारिस्थितिकी में, बीटा विविधता (β-विविधता या सच्ची बीटा विविधता) क्षेत्रीय और स्थानीय प्रजातियों की विविधता के बीच का अनुपात है;यह शब्द आर. एच. व्हिटेकर द्वारा अल्फा विविधता (α-विविधता) और गामा विविधता (γ-विविधता) शब्दों के साथ पेश किया गया था। विचार यह था कि एक परिदृश्य (γ) में कुल प्रजातियों की विविधता दो अलग-अलग चीजों से निर्धारित होती है, निवास स्तर पर औसत प्रजाति विविधता (α) और आवासों के बीच भेदभाव (β) बीटा विविधता के लिए अन्य फॉर्मूलेशन में "पूर्ण प्रजातियों का कारोबार", "व्हिटाकर की प्रजातियों का कारोबार" और "आनुपातिक प्रजातियों का कारोबार" शामिल है। | [
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1330867#1 | बीटा विविधता | व्हिटेकर ने विभेदीकरण की मात्रा निर्धारित करने के कई तरीके प्रस्तावित किए, और पारिस्थितिकीविदों की बाद की पीढ़ियों ने और अधिक आविष्कार किए हैं। परिणामस्वरूप, अब बीटा विविधता के कई परिभाषित प्रकार हैंकुछ लोग संरचनागत विषमता से संबंधित कई सूचकांकों में से किसी एक को संदर्भित करने के लिए बीटा विविधता का उपयोग करते हैं। अन्य फॉर्मूलेशन के लिए अलग-अलग नामों का उपयोग करके भ्रम से बचा जाता है। | [
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1330867#2 | बीटा विविधता | प्रजातियों के कारोबार के एक उपाय के रूप में बीटा विविधता दुर्लभ प्रजातियों की भूमिका पर अधिक जोर देती है क्योंकि दो साइटों या समुदायों के बीच प्रजातियों की संरचना में अंतर संयोजनों में कुछ दुर्लभ प्रजातियों की उपस्थिति और अनुपस्थिति को दर्शाता है। बीटा विविधता भी नेस्टेडनेस का एक पैमाना हो सकता है, जो तब होता है जब प्रजाति-गरीब स्थलों में प्रजातियाँ अधिक प्रजाति-समृद्ध स्थलों में संयोजन का एक उपसमुच्चय होती हैं।इसके अलावा, सभी जैव विविधता विभाजनों के निर्माण में जोड़ीदार बीटा विविधता अपर्याप्त है (3 या अधिक साइटों के वेन आरेख में कुछ विभाजन अल्फा और बीटा डी द्वारा व्यक्त नहीं किए जा सकते हैं। गामा विविधता और अल्फा विविधता की गणना सीधे प्रजाति सूची डेटा से की जा सकती है। व्हिटेकर की बीटा विविधता की मूल परिभाषाओं में सबसे सरल है | [
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1330867#4 | बीटा विविधता | यहाँ गामा विविधता एक परिदृश्य की कुल प्रजाति विविधता है और अल्फा विविधता प्रति निवास स्थान की औसत प्रजाति विविधता है। क्योंकि निवास और परिदृश्य के बीच की सीमाएं अलग-अलग हैं और कुछ हद तक व्यक्तिपरक हैं, यह प्रस्तावित किया गया है कि किसी भी इन्वेंट्री डेटासेट के लिए गामा विविधता की मात्रा निर्धारित की जा सकती है और जब भी डेटासेट को सबयूनिट्स में विभाजित किया जाता है, तो अल्फा और बीटा विविधता की मात्रा निर्धारित की जा सकती है। फिर गामा विविधता डेटासेट में कुल प्रजाति विविधता है और अल्फा विविधता प्रति सबयूनिट औसत प्रजाति विविधता है। बीटा विविधता यह निर्धारित करती है कि कितने सबयूनिट होंगे यदि डेटासेट की कुल प्रजाति विविधता और प्रति सबयूनिट की औसत प्रजाति विविधता समान रहे, लेकिन सबयूनिट्स ने कोई प्रजाति साझा नहीं की थी।. | [
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1330867#5 | बीटा विविधता | कुछ शोधकर्ताओं ने गामा विविधता को गुणक घटकों के बजाय योगात्मक में विभाजित करना पसंद किया है। तब विविधता का बीटा घटक बन जाता है | [
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1330867#7 | बीटा विविधता | यह निर्धारित करता है कि डेटासेट के भीतर एक औसत सबयूनिट की तुलना में संपूर्ण डेटासेट में कितनी अधिक प्रजाति विविधता है। इसे डेटासेट में उप-इकाइयों के बीच प्रजातियों के कारोबार की कुल राशि के रूप में भी समझा जा सकता है। | [
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1330867#8 | बीटा विविधता | जब दो सबयूनिट होते हैं, और उपस्थिति-अनुपस्थिति डेटा का उपयोग किया जाता है, तो इसकी गणना निम्न समीकरण के साथ की जा सकती है: | [
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1330867#9 | बीटा विविधता | formula_1 जहाँ, S= पहले समुदाय में दर्ज प्रजातियों की कुल संख्या, S= दूसरे समुदाय में दर्ज प्रजातियों की कुल संख्या, और c = दोनों समुदायों के लिए सामान्य प्रजातियों की संख्या। | [
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1330867#10 | बीटा विविधता | यदि पूर्ण प्रजातियों के कारोबार को अल्फा विविधता से विभाजित किया जाता है, तो एक माप प्राप्त होता है जो यह निर्धारित करता है कि कितनी बार प्रजातियों की संरचना पूरी तरह से डेटासेट के उप-इकाइयों में बदल जाती है। यह उपाय व्हिटेकर द्वारा प्रस्तावित किया गया था, इसलिए इसे व्हिटेकर की प्रजाति का कारोबार कहा गया है।इसकी गणना के इस रूप में की जाती है | [
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1330867#12 | बीटा विविधता | जब दो सबयूनिट होते हैं, और उपस्थिति-अनुपस्थिति डेटा का उपयोग किया जाता है, तो यह सोरेनसेन समानता सूचकांक के एक-पूरक के बराबर होता है | [
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1330867#13 | बीटा विविधता | यदि निरपेक्ष प्रजातियों के कारोबार को गामा विविधता से विभाजित किया जाता है, तो एक माप प्राप्त किया जाता है जो यह निर्धारित करता है कि डेटासेट में प्रजातियों की विविधता का अनुपात एक औसत सबयूनिट में शामिल नहीं है।इसकी गणना के रूप में की जाती है- | [
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1330867#15 | बीटा विविधता | जब दो सबयूनिट होते हैं, और उपस्थिति-अनुपस्थिति डेटा का उपयोग किया जाता है, तो यह माप अंतराल [0, 1] तक होता है, जो जैककार्ड समानता सूचकांक के एक-पूरक के बराबर होता है। | [
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1330869#0 | 2022 का साल | 2022 (MMXXII) ग्रेगोरियन कैलेंडर के शनिवार से शुरू होने वाला एक सामान्य वर्ष होगा, कॉमन एरा (CE) और एनो डोमिनि (AD) पदनामों का 2022 वां वर्ष, तीसरी सहस्राब्दी और 21वीं सदी का 22वां वर्ष, और kतीसरा वर्ष 2020 के दशक का वर्ष। | [
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1330869#1 | 2022 का साल | संयुक्त राष्ट्र ने 2022 को अंतर्राष्ट्रीय कारीगर मत्स्य पालन और जलीय कृषि और कांच के अंतर्राष्ट्रीय वर्ष के रूप में घोषित किया है। | [
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1330872#0 | वोल्ट-अम्पीयर | वोल्ट-अम्पीयर (volt-ampere) ( संकेत : V⋅A या V A; या VA) किसी विद्युत परिपथ में आभासी शक्ति की इकाई है। आभासी शक्ति वर्ग-मूल-माध्य धारा तथा वर्ग-मूल-माध्य वोल्टता के गुणनफल के बराबर होती है। स्पष्ट है कि डीसी परिपथ में आभासी शक्ति और वास्तविक शक्ति में कोई अन्तर नहीं होता। वोल्ट-अम्पीयर से बड़ी इकाई किलोवोल्ट-अम्पीयर तथा मेगावोल्त-अम्पीय्र हैं। प्रत्यावर्ती धारा से काम करने वाले मोटरों, जनित्रों, ट्रान्सफार्मरों आदि की क्षमता (रेटिंग) भी वोल्ट-अम्पीयर या उसकी बड़ी इकाइयों में अभिव्यक्त की जातीं हैं। वीमा की दृष्टि से वोल्ट-अम्पीयर की वीमा वही है जो वाट की। | [
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1330885#0 | प्लैनेरिया | प्लैनेरिया (Planaria), प्लैनेरीडी कुल के अन्तर्गत एक है वंश है। इस वंश के किसी जन्तु को जब टुकड़ों में काट दिया जाता है, तो प्रत्येक टुकड़े में पूरी तरह से पूर्ण वही जन्तु पुनः उत्पन्न करने की क्षमता होती है। | [
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1330885#1 | प्लैनेरिया | "निम्नलिखित प्रजातियों को प्लैनेरिया" वंश में मान्यता प्राप्त है: | [
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1330891#0 | शॉटपुट | गोला फेंक अथवा शॉटपुट ट्रैक और फील्ड घटना है जिसमें एक भारी गेंद को सीधे फेंकने के स्थान पर घुमाकर फिसलाया जाता है जिससे वो अधिकतम दूरी पर जा सके। इस खेल को पुरुषों के लिए ओलम्पिक खेलों में इनके पुनः आरम्भ होने पर 1896 में शामिल किया गया जबकि महिलाओं को वर्ष 1948 में शामिल किया गया। | [
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1330899#0 | भारतीय नौसेना दिवस | भारतीय नौसेना दिवस हर साल 4 दिसंबर को मनाया जाता है। नौसेना दिवस पर हर साल भारत और पाकिस्तान के बीच 1971 के युद्ध को याद किया जाता है और इसे भारतीय नौसेना की अविस्मरणीय जीत के जश्न के रूप में मनाया जाता है। पाकिस्तानी सेना ने 3 दिसंबर को अपने लड़ाकू विमानों के जरिये भारत पर हमला किया था। | [
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1330901#0 | संकलन अभिक्रिया | कार्बनिक रसायन में संकलन अभिक्रिया (addition reaction) वह कार्बनिक अभिक्रिया है जिसमें दो या दो से अधिक अणु मिलकर एक बड़ा अणु बनाते हैं। | [
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1330901#1 | संकलन अभिक्रिया | संकलन अभिक्रियाएँ उन्हीं रासायनिक यौगिकों तक सीमित होती हैं जिनमें एकल आबन्ध के बजाय बहुबन्ध हों , जैसे कि कार्बन-कार्बन द्वि-आबन्ध ( ऐल्कीन ) वाले अणु या त्रि-आबन्ध वाले अणु ( एल्काइन ) । या फिर वे यौगिक जिनमें वलय (रिंग) होते हैं, क्योंकि इन्हें भी 'असंतृप्ति के बिन्दु' जैसा ही माना जाता है। | [
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1330901#2 | संकलन अभिक्रिया | संकलन अभिक्रिया, विलोपन अभिक्रिया के विपरीत अभिक्रिय है। | [
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1330901#3 | संकलन अभिक्रिया | ध्रुवीय संकलन अभिक्रियाएँ दो प्रकार की होतीं हैं- इलेक्ट्रॉनरागी संकलन (electrophilic addition) तथा नाभिकरागी संकलन (nucleophilic addition)। अध्रुवीय संकलन अभिक्रियाएँ भी होतीं हैं जिनके दो प्रकाए हैं- मुक्त-मूलक संकलन (free-radical addition) तथा चक्रीय संकलन(cycloaddition)। बहुलकीकरण में भी संकलन अभिक्रिया देखने को मिलती है जिन्हें संकलन बहुलकीकरण कहते हैं। | [
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1330908#0 | जीटा विविधता | पारिस्थितिकी में, जीटा विविधता (ζ-विविधता), पहली बार 2014 में वर्णित है, मनाया समुदायों के एक समूह के बीच मौजूद टैक्स के प्रकार में ओवरलैप की डिग्री को मापता है। इसे विविधता के विभिन्न उपायों का वर्णन करने के लिए एक अधिक सामान्यीकृत ढांचा प्रदान करने के लिए विकसित किया गया था, और इसका उपयोग जीव विज्ञान से संबंधित विभिन्न परिकल्पनाओं का परीक्षण करने के लिए भी किया जा सकता है। | [
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1330908#1 | जीटा विविधता | सामुदायिक विविधता, अल्फा विविधता (α-विविधता) का सबसे बुनियादी उपाय, प्रति नमूना आधार पर, उनकी बहुतायत से स्वतंत्र, अलग-अलग टैक्सोनोमिक समूहों (जैसे अद्वितीय पीढ़ी या परिचालन टैक्सोनोमिक इकाई) की औसत संख्या के रूप में वर्णित किया जा सकता है। -विविधता ढांचे में इसे 1 के रूप में वर्णित किया जा सकता है, एक नमूने में मौजूद अद्वितीय करों की संख्या कैसे होती है। बीटा विविधता (β-विविधता) स्थानीय समुदायों (α-विविधता) की विविधता के बीच तुलना की अनुमति देने के लिए एक उपाय है। कई समुदायों के बीच सामुदायिक संरचना में जितनी अधिक समानता होगी, समुदायों के उस समूह के लिए β-विविधता का मूल्य उतना ही कम होगा। α-विविधता के माप के रूप में प्रति समुदाय अलग-अलग टैक्सोनोमिक समूहों की संख्या का उपयोग करते हुए, दो समुदायों के बीच अलग-अलग संख्या वाले टैक्सोनोमिक समूहों के संदर्भ में β-विविधता का वर्णन किया जा सकता है। दो समुदायों, ए और बी को देखते हुए, दोनों समुदायों के बीच एक माप β-विविधता को उनके ओवरलैप ए बी (ζ) के साथ-साथ ए और बी (ζ1) में पाए जाने वाले अद्वितीय टैक्सोनोमिक श्रेणियों की औसत संख्या के संदर्भ में वर्णित किया जा सकता है। -विविधता के ढांचे में, हम औसत β-विविधता का वर्णन कर सकते हैं, जैसा कि जैकार्ड इंडेक्स द्वारा वर्णित है, नमूनों के एक सेट के लिए formula_1 | [
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1330908#2 | जीटा विविधता | फिर -विविधता के लिए रूपरेखा को तीन या अधिक समुदायों के सेटों में विविधता का वर्णन करने के लिए एक (α-विविधता), या दो समुदायों (β-विविधता) के बीच विविधता के उपायों से आगे बढ़ाया जा सकता है। यदि 1 समुदाय A में अलग-अलग करों की संख्या का वर्णन करता है, और ζ समुदायों A और B के बीच समान रूप से रखे गए विशिष्ट करों की संख्या का वर्णन करता है,ζ तो समुदायों में समान रूप से रखे गए विशिष्ट करों की संख्या का वर्णन करता है। | [
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1330910#0 | संयुग्मी अम्ल | ब्रान्स्टेड तथा लॉरी का अम्ल-क्षार सिद्धान्त के अन्तर्गत संयुग्मी अम्ल (conjugate acid) वह रासायनिक यौगिक है जो तब बनता है जब कोई अम्ल, किसी क्षार को एक प्रोटॉन ( H ) दान करता है। दूसरे शब्दों में, जब किसी संयुग्मी अम्ल में एक हाइड्रोजन आयन जुड़ता है तो संयुग्मी अम्ल बनता है। इसके विपरीत, जब किसी अभिक्रिया में जब कोई अम्ल एक हाइड्रोजन आयन खो देता है, तो शेष पदार्थ एक संयुग्मी क्षार होता है। अतः, अम्ल से प्रोटॉन के निकाल देने पर संयुग्मी क्षार बनता है। चूंकि कुछ अम्ल कई प्रोटॉन दे सकने में सक्षम होते हैं, इसलिए उस अम्ल का संयुग्मी क्षार स्वयं अम्लीय प्रकृति का हो सकता है। | [
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1330910#1 | संयुग्मी अम्ल | उपरोक्त संकल्पना को संक्षेप में निम्नलिखित प्रकार से कहा जा सकता है- | [
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1330915#0 | जंगली नील | जंगली नील (false indigo) एक खरपतवार है जो चौड़ी पत्ती वाला खरपतवार है। | [
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1330926#0 | मोनोफोनी | संगीत में मोनोफोनी संगीत की उस सरलतम बनावट को कहते हैं जिसमें धुन (अथवा "तराना") शामिल होती है जो अक्सर किसी एक गायक द्वारा गुनगुनाई जाती है अथवा किसी एक वाद्ययंत्र (जैसे बाँसुरी बजाना) द्वारा तैयार की जाती है जिसमें कोर्ड या हार्मोनियम की संगत नहीं हो। विभिन्न लोकगीत और पारम्परिक गीत मोनोफोनिक हैं। | [
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1330928#0 | पश्चिमी देशों में बौद्ध धर्म | पश्चिम में बौद्ध धर्म (या अधिक संकीर्ण रूप से, पश्चिमी बौद्ध धर्म) से आशय एशिया के बाहर पश्चिमी देशों (व्यापक रूप से यूरोप, अमेरिका, आस्ट्रेलिया आदि) में बौद्ध धर्म के ज्ञान और उसका पालन करने से है। पश्चिमी सभ्यता और बौद्ध जगत के बीच हजारों वर्षों से विचारों का आदान-प्रदान होता आ रहा है। पश्चिमी देशों में सबसे पहले यूनानी लोगों ने बौद्ध धर्म अपनाया था। ये वे लोग थे हेलेनिस्टिक काल में बैक्ट्रिया और भारत में बस गए थे। वे भारत-यूनानी राजाओं के शासनकाल में प्रभावशाली व्यक्ति बन गए। उन राजाओं ने बौद्ध धर्म को संरक्षण प्रदान किया जिससे यूनानी-बौद्ध धर्म और यूनानी-बौद्ध कला का उदय हुआ। मध्य युग में अधिकांश समय पश्चिमी और बौद्ध संस्कृतियों के बीच बहुत कम संपर्क था, लेकिन वैश्विक व्यापार और व्यापारिकता के शुरुआती आधुनिक उदय, बेहतर नौगमन तकनीक और एशियाई बौद्ध देशों के यूरोपीय उपनिवेशीकरण ने पश्चिमी लोगों के बीच बौद्ध धर्म के ज्ञान में वृद्धि की। इस बढ़े हुए संपर्क ने पूरे आधुनिक युग में बौद्धों और पश्चिमी लोगों की विभिन्न प्रतिक्रियाओं को जन्म दिया। इनमें धर्मान्तरण, धार्मिक विवाद और वाद-विवाद (जैसे श्रीलंकाई पनादुरा बहस ), बौद्ध आधुनिकतावाद, पश्चिमी धर्मांतरित बौद्ध और पश्चिमी शिक्षा में बौद्ध अध्ययन का उदय शामिल हैं। 20वीं शताब्दी के दौरान, आप्रवास, वैश्वीकरण, ईसाई धर्म के पतन और पश्चिमी लोगों के बीच बढ़ती रुचि जैसे विभिन्न कारकों के कारण पश्चिमी बौद्ध धर्म में वृद्धि हुई थी। बौद्ध धर्म के विभिन्न सम्प्रदाय अब संयुक्त राज्य अमेरिका (2017 में 1%), यूरोप (2010 में 0.2%), ऑस्ट्रेलिया (2016 में 2.4%) और न्यूजीलैंड (1.5%) तथा सभी प्रमुख पश्चिमी देशों में स्थापित हैं।( 2013 में)। | [
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1330929#0 | लाखन माजरा | लाखन माजरा (Lakhan Majra) भारत के हरियाणा राज्य के रोहतक ज़िले में स्थित एक गाँव है। | [
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1330929#1 | लाखन माजरा | राष्ट्रीय राजमार्ग 352 इसे सड़क द्वारा कई स्थानों से जोड़ता है। | [
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1330932#0 | महेन्द्रवर्मन द्वितीय | महेन्द्रवर्मन द्वितीय या महेन्द्र वर्मा द्वितीय पल्लव राजवंश का शासक था जिसने ६६८-६६९ ई में दक्षिण भारत के कुछ क्षेत्रों पर शासन किय। वह नरसिंहवर्मन प्रथम का पुत्र था। उसके बाद उसका पुत्र परमेश्वरवर्मन प्रथम सिंहासन पर बैठा। | [
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1330933#0 | सांपला | सांपला (Sampla) भारत के हरियाणा राज्य के रोहतक ज़िले में स्थित एक नगर है। यह इसी नाम की तहसील का मुख्यालय भी है। | [
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1330933#1 | सांपला | राष्ट्रीय राजमार्ग 334बी इसे सड़क द्वारा कई स्थानों से जोड़ता है। | [
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1330986#0 | हेले मैथ्यूज | हेले क्रिस्टन मैथ्यूज (जन्म 19 मार्च 1998) एक बारबेडियन खिलाड़ी हैं। वह वेस्टइंडीज के लिए एक ऑलराउंडर के रूप में अंतरराष्ट्रीय क्रिकेट खेलती है, दाएं हाथ से बल्लेबाजी करती है और दाएं हाथ से गेंदबाजी करती है। वह बारबाडोस और होबार्ट हरिकेंस के लिए घरेलू क्रिकेट खेलती है, और पहले तस्मानिया, लंकाशायर थंडर, सदर्न वाइपर्स, लॉफबोरो लाइटनिंग और वेलोसिटी के लिए खेल चुकी है। उसने कई अंतरराष्ट्रीय ट्रैक और फील्ड प्रतियोगिताओं में भाला फेंक में बारबाडोस का प्रतिनिधित्व किया है। | [
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1330987#0 | अस्थल बोहर | अस्थल बोहर (Asthal Bohar), जिसे बोहर (Bohar) भी कहा जाता है, भारत के हरियाणा राज्य के रोहतक ज़िले में स्थित एक गाँव है। "अस्थल" का अर्थ "बैरागी मठ" होता है। | [
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1330990#0 | मकड़ौली | मकड़ौली (Makrouli) भारत के हरियाणा राज्य के रोहतक ज़िले में स्थित एक गाँव है। यह वास्तव में दो छोटे ग्रामों को मिलाकर बनता है - मकड़ौली कलाँ (Makrouli Kalan) और मकड़ौली खुर्द (Makrouli Khurd)। | [
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1330990#1 | मकड़ौली | भारत की 2011 जनगणना में मकड़ौली कलाँ में 6157 निवासी (3381 पुरुष और 2776 महिलाएँ) और मकड़ौली खुर्द में 2828 निवासी (1506 पुरुष और 1322 महिलाएँ) गिने गए थे। | [
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1330991#0 | इरम जावेद | इरम जावेद (जन्म 16 दिसंबर 1991) लाहौर की एक महिला क्रिकेटर हैं जिन्होंने पाकिस्तान के लिए अंतरराष्ट्रीय क्रिकेट खेला है। जनवरी 2020 में, उन्हें ऑस्ट्रेलिया में 2020 आईसीसी महिला टी20 विश्व कप के लिए पाकिस्तान की टीम में नामित किया गया था। अक्टूबर 2021 में, उन्हें जिम्बाब्वे में 2021 महिला क्रिकेट विश्व कप क्वालीफायर टूर्नामेंट के लिए पाकिस्तान की टीम में नामित किया गया था। | [
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1330992#0 | रमीन शमीम | रमीन शमीम (जन्म 19 जनवरी 1996) एक पाकिस्तानी क्रिकेटर हैं। अप्रैल 2019 में, उन्हें दक्षिण अफ्रीका के खिलाफ श्रृंखला के लिए पाकिस्तान की टीम में नामित किया गया था। उन्होंने 18 मई 2019 को दक्षिण अफ्रीका के खिलाफ पाकिस्तान के लिए महिला ट्वेंटी 20 अंतर्राष्ट्रीय (मटी20आई) में पदार्पण किया। नवंबर 2019 में, उन्हें मलेशिया में इंग्लैंड के खिलाफ श्रृंखला के लिए पाकिस्तान की टीम में नामित किया गया था। उन्होंने 9 दिसंबर 2019 को इंग्लैंड के खिलाफ पाकिस्तान के लिए अपना महिला एक दिवसीय अंतर्राष्ट्रीय (मवनडे) डेब्यू किया। | [
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1330992#1 | रमीन शमीम | जून 2021 में, शमीम को वेस्ट इंडीज के खिलाफ अपने एक दिवसीय मैचों के लिए पाकिस्तान महिला ए टीम के कप्तान के रूप में नामित किया गया था। अक्टूबर 2021 में, उन्हें जिम्बाब्वे में 2021 महिला क्रिकेट विश्व कप क्वालीफायर टूर्नामेंट के लिए पाकिस्तान की टीम में नामित किया गया था। | [
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1330996#0 | बिक्रमगंज | बिक्रमगंज (Bikramganj) भारत के बिहार राज्य के रोहतास ज़िले में स्थित एक नगर है। यह इसी नाम के सामुदायिक विकास खंड का मुख्यालय भी है। | [
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1330996#1 | बिक्रमगंज | राष्ट्रीय राजमार्ग 120 यहाँ से गुज़रता है और इसे सड़क द्वारा कई स्थानों से जोड़ता है। | [
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1330999#0 | कोआथ | कोआथ (Koath) भारत के बिहार राज्य के रोहतास ज़िले में स्थित एक नगर है। | [
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1331001#0 | भँवरलाल गिरधारीलाल शर्मा | भँवरलाल गिरधारीलाल शर्मा (सन् १९२४ – २००७) राजस्थान चित्रकला के पुरोधा थे। वे 'बीजी शर्मा' नाम से अधिक प्रसिद्ध थे। वे अपनी सूक्ष्म भक्ति चित्रों के लिये प्रसिद्ध हैं। उन्होने राजस्थान की शास्त्रीय कला (जिसमें मुगल चित्रकला, किशनगढ़ चित्रकला, और कांगड़ा चित्रकल सम्मिलित हैं) को पुनर्जीवित किया और उसे लोकप्रिय बनाया। उन्होने पारम्परिक और आधुनिक चित्रकला को मिश्रित करने का प्रयोग भी किया जिसके द्वारा उन्होने कुछ अनुपम चित्र बनाये। | [
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1331001#1 | भँवरलाल गिरधारीलाल शर्मा | भँवरलाल शर्मा का जन्म उदयपुर के निकट नाथद्वारा में ५ अगस्त, १९२४ को हुआ था। नाथद्वारा में श्रीनाथजी का मन्दिर चित्रकाला के उपासकों को आश्रय प्रदान करता है। उनका परिवार भी कई पीढियों से चित्रकला के क्षेत्र में कार्यरत था। | [
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1331001#2 | भँवरलाल गिरधारीलाल शर्मा | भंवरलाल शर्मा ने अपने बनाये चित्रों की प्रदर्शनी लन्दन, जर्मनी, संयुक्त राज्य आदि में लगाई। उदयपुर स्थित कला वीथिका (आर्ट गैलरी) में उनके बनाये चित्रों का एक विशाल संग्रह है। आरम्भ में उनकी शैली पर उनके पिता एवं उनके दादा की शैली का प्रभाव दिखता है। किन्तु बाद में उन्होने अपनी एक स्वतंत्र शैली का विकास किया। | [
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1331001#3 | भँवरलाल गिरधारीलाल शर्मा | उन्होने भारत की पूर्व प्रधानमन्त्री श्रीमती इन्दिरा गांधी, ब्रिटेन की महारानी एलिजबेथ द्वितीय, आश्ट्रेलिया के भूतपूर्व प्रधानमन्त्री मैल्कम फ्रेशर के चित्र बनाये। उन्हें अनेक पुरस्कारों से सम्मनित किय गया जिसमें भारत का मास्टर शिलपकारी के लिये राष्ट्रीय कला पुरस्कार भी शामिल है। | [
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1331001#4 | भँवरलाल गिरधारीलाल शर्मा | सन २००० में उनके बनाये चिरों का प्रकाशन 'सुन्दरता के रूप : श्री बीजी शर्मा की कृष्ण कला' नाम से किया गया। उन्होने रामायण की भी पूरी चित्र शृंखला बनायी। ये सभी चित्र शर्माजी ने 70-80 के दशक में बनाए थे। इस श्रृंखला में 55 से अधिक चित्र हैं। | [
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1331018#0 | रोलर हॉकी | रोलर हॉकी रोलर हॉकी का एक रूप है हॉकी पहिएदार स्केट्स का उपयोग कर एक शुष्क सतह पर खेला। "रोलर हॉकी" शब्द का प्रयोग अक्सर तीन प्रकार के रूपों को संदर्भित करने के लिए किया जाता है जो मुख्य रूप से इस्तेमाल किए गए उपकरणों द्वारा विभेदित होते हैं: पारंपरिक " रोलर हॉकी " (क्वाड हॉकी, रिंक हॉकी), क्वाड स्केट्स और एक गेंद (बिना संपर्क के) , " इनलाइन हॉकी ", इनलाइन स्केट्स और पक (बिना संपर्क के) और " स्केटर हॉकी " के साथ खेला जाता है", क्वाड स्केट्स या इनलाइन स्केट्स और प्लास्टिक बॉल (आइस हॉकी जैसे संपर्क के साथ) के साथ खेला जाता है। अधिकांश पेशेवर इनलाइन हॉकी खेल एक इनडोर या आउटडोर स्पोर्ट कोर्ट (एक प्रकार की प्लास्टिक इंटरलिंकिंग टाइलें जो स्केटिंग सतह बनाने के लिए उपयोग की जाती हैं) पर होती हैं। अन्यथा , किसी भी सूखी सतह का उपयोग खेल की मेजबानी के लिए किया जा सकता है, आमतौर पर एक रोलर रिंक, मैकडैम (डामर), या सीमेंट। संयुक्त, रोलर हॉकी दुनिया भर के लगभग 60 देशों में खेली जाती है। | [
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1331018#1 | रोलर हॉकी | वेरिएंट रोलर हॉकी क्वाड स्केट्स और इनलाइन स्केट्स दोनों पर खेली जाती है , अलग-अलग नियम और उपकरण होते हैं, और इसमें विभिन्न प्रकार के स्केटिंग शामिल होते हैं लेकिन रोलर हॉकी की श्रेणी और नाम साझा करते हैं। रोलर हॉकी (क्वाड) पारंपरिक क्वाड रोलर स्केट्स का उपयोग करके खेला जाता है, जो खिलाड़ी को अधिक गतिशीलता प्रदान करता है - इसके परिणामस्वरूप फैंसी फुटवर्क, तंग पैंतरेबाज़ी से भरा खेल होता है, और यह फुटबॉल या बास्केटबॉल के समान होता है। छड़ी कमोबेश वैसी ही होती है जैसी बेंडी और शिंटी में होती है । रोलर हॉकी (इनलाइन) आइस हॉकी के करीब है और इनलाइन स्केट्स पर खेला जाता है, एक आइस हॉकी स्टिक का उपयोग करता है और इसमें बहुत तेज "आगे और पीछे दौड़ना" क्रिया शामिल है। इनलाइन हॉकी गोलकीपर गोल पर बनाए गए शॉट्स को पकड़ने के लिए कैचर नामक दस्ताने का उपयोग करते हैं, और एक फ्लैट, आमतौर पर चौकोर, मिट जिसे ब्लॉकर कहा जाता है, जिसका उपयोग गोल पर शॉट्स को हटाने के लिए किया जाता है। क्वाड हॉकी गोलकीपर एक फ्लैट बल्लेबाजी दस्ताने का उपयोग करता है जो गोल पर एक शॉट को अवरुद्ध करते समय पलटाव की विशेषताएं प्रदान करता है | [
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1331035#0 | अस्हाबे कहफ़ | अस्हाबे कहफ़ (अंग्रेज़ी:) क़ुरआन में वर्णित गुफा में पनाह लिए हुए लोगों की कथा है। कहफ़ अरबी भाषा में गुफा को कहते हैं। अल-कहफ़ नाम से सूरा भी है। यह लोग बादशाह के ज़ुल्म व जबर से तंग आकर गार में जा छिपे थे। | [
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1331035#1 | अस्हाबे कहफ़ | इस्लाम धर्म की महत्वपूर्ण पुस्तक क़िसासुल अंबिया और ऐतिहासिक पुस्तकों के अनुसार ये लोग हज़रत ईसा अलैहिस्सलाम की शरीयत पर अमल पैरा थे कुछ कहते है की यहूद की किताब में अस्हाबे कहफ़ का ज़िक़्र मौजूद है और यहूद की किताब नस्रानीयत से पहले की है इससे मालूम हुआ की यह लोग हज़रत ईसा अलैहिस्सलाम से पहले के है। इन्हें अल्लाह की सहायता मिली और बहुत समय तक यह नींद की अवस्था में रहे, सूरा अल-कहफ़ में इसका विवरण है। | [
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1331048#0 | अंतरराष्ट्रीय स्वयंसेवक दिवस | अंतरराष्ट्रीय स्वयंसेवक दिवस हर साल 5 दिसम्बर को मनाया जाता है। संयुक्त राष्ट्र सभा में 17 दिसंबर 1985 में प्रस्ताव द्वारा इसे पारित किया गया था। यह दिवस सभी स्तरों (स्थानीय,राष्ट्रीय तथा अंतर्राष्ट्रीय) पर बदलाव करने में लोगों के सहयोग के सम्मान का एक वैश्विक उत्सव है। | [
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1331062#0 | इन्द्रपुरी बाँध | इन्द्रपुरी बाँध (Indrapuri Barrage) भारत के बिहार राज्य के रोहतास ज़िले में सोन नदी पर स्थित एक बाँध है। | [
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1331075#0 | नोखा, रोहतास | नोखा (Nokha) भारत के बिहार राज्य के रोहतास ज़िले में स्थित एक नगर है। यह इसी नाम के सामुदायिक विकास खंड का मुख्यालय है। | [
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1331095#0 | महम तारिक | महम तारिक (जन्म 5 जुलाई 1997) कराची की एक महिला पाकिस्तानी क्रिकेटर हैं। उन्होंने एक दिवसीय अंतर्राष्ट्रीय और ट्वेंटी 20 अंतर्राष्ट्रीय मैचों में पाकिस्तान महिला क्रिकेट टीम का प्रतिनिधित्व किया है। फरवरी 2017 में पाकिस्तान टीम के लिए आखिरी बार खेलने के बाद, उन्हें जून 2021 में वेस्टइंडीज के खिलाफ श्रृंखला के लिए पाकिस्तान की टीम में नामित किया गया था। अक्टूबर 2021 में, उन्हें जिम्बाब्वे में 2021 महिला क्रिकेट विश्व कप क्वालीफायर टूर्नामेंट के लिए पाकिस्तान की टीम में नामित किया गया था। | [
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1331118#0 | यूसुफ एस्टीज | यूसुफ एस्टीज या युसुफ एस्टेस (जन्म : 1 जनवरी, 1944) (अंग्रेज़ी:) अमेरिकी मुस्लिम हैं, जिन्होंने 1991 में ईसाई धर्म से इस्लाम धर्म अपना लिया था। उन्होंने बताया था कि वह अमेरिकी जेल ब्यूरो में एक पादरी थे। | [
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1331118#1 | यूसुफ एस्टीज | मिस्र के मुहम्मद नामी व्यापारिक साझेदार से धार्मिक वार्तालाप से वो इस्लाम से प्रभावित हुए। | [
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1331118#2 | यूसुफ एस्टीज | सितंबर 2000 में संयुक्त राष्ट्र में आयोजित धार्मिक नेताओं के लिए संयुक्त राष्ट्र विश्व शांति सम्मेलन में एक प्रतिनिधि थे। | [
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1331144#0 | प्रोत्कर्ष निरोधक | प्रोत्कर्ष निरोधक (सर्ज अरेस्टर) वह युक्ति है जो बाहरी घटनाओं (जैसे तड़ित) या आंतरिक घटनाओं (जैसे स्विचिंग ) के कारण होने वाले क्षणिक अति-वोल्टता (ओवर-वोल्टेज) से विद्युत उपकरणों की रक्षा की रक्षा करता है। | [
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1331157#0 | आलिया एलेने | आलिया एलिसिया एलेने (जन्म 11 नवंबर 1994) एक बारबाडियन क्रिकेटर हैं जो दाएं हाथ के मध्यम गेंदबाज के रूप में खेलते हैं। अक्टूबर 2019 में, उन्हें भारत के खिलाफ श्रृंखला के लिए वेस्टइंडीज टीम में नामित किया गया था। उन्होंने 1 नवंबर 2019 को भारत के खिलाफ वेस्टइंडीज के लिए महिला एक दिवसीय अंतर्राष्ट्रीय (मवनडे) पदार्पण किया। उन्होंने 9 नवंबर 2019 को भारत के खिलाफ वेस्टइंडीज के लिए महिला ट्वेंटी 20 अंतर्राष्ट्रीय (मटी20आई) की शुरुआत की। जनवरी 2020 में, उन्हें ऑस्ट्रेलिया में 2020 आईसीसी महिला टी20 विश्व कप के लिए वेस्टइंडीज टीम में नामित किया गया था। मई 2021 में, एलीने को क्रिकेट वेस्टइंडीज से एक केंद्रीय अनुबंध से सम्मानित किया गया था। वह बारबाडोस के लिए घरेलू क्रिकेट खेलती है, साथ ही 2016 में डरहम के साथ एक सीजन बिताती है। | [
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1331157#1 | आलिया एलेने | अक्टूबर 2021 में, उन्हें जिम्बाब्वे में 2021 महिला क्रिकेट विश्व कप क्वालीफायर टूर्नामेंट के लिए वेस्टइंडीज टीम में नामित किया गया था। | [
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