Unha serie de sucesos desafortunados, de Lemony Snicket

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Unha serie de sucesos desafortunados, de Lemony Snicket

Article "Unha serie de sucesos desafortunados, de Lemony Snicket" in Galician Wikipedia has 13.7197 points for quality and 0.0105 points for popularity. The article contains, among others metrics, 2 references and 6 sections.

This article has the best quality in Malay Wikipedia. However, the most popular language version of this article is English.

There are 32 language versions for this article in WikiRank database (of the considered 55 Wikipedia language editions).

Data as of June 1, 2018. Query time 0.012 sec.

The table below shows the language versions of the article with the highest quality.

Languages with the highest quality

#LanguageQuality gradeQuality score
1Malay
Lemony Snicket's A Series of Unfortunate Events
81.5601
2English
Lemony Snicket's A Series of Unfortunate Events
80.8587
3Spanish
Lemony Snicket's A Series of Unfortunate Events
57.006
4Russian
Лемони Сникет: 33 несчастья
56.461
5Portuguese
Lemony Snicket's A Series of Unfortunate Events
35.528

The following table shows the most popular language versions of the article.

The most popular languages

#LanguagePopularity gradePopularity score
1English
Lemony Snicket's A Series of Unfortunate Events
100
2Russian
Лемони Сникет: 33 несчастья
29.071
3German
Lemony Snicket – Rätselhafte Ereignisse
12.1885
4Chinese
雷蒙·斯尼奇的不幸历险
11.4067
5Italian
Lemony Snicket - Una serie di sfortunati eventi
11.3596

Scores

Quality:
Popularity:

Interwiki

AR: ليموني سنيكتس: سلسلة من الأحداث المأساويةBG: Лемъни Сникет: Поредица от злополучияCS: Řada nešťastných příhod (film)DA: Lemony Snicket - En ulykke kommer sjældent aleneDE: Lemony Snicket – Rätselhafte EreignisseEN: Lemony Snicket's A Series of Unfortunate EventsES: Lemony Snicket's A Series of Unfortunate EventsFA: سرگذشت ناگوار، داستان‌های لمونی اسنیکتFI: Lemony Snicketin surkeiden sattumusten sarjaFR: Les Désastreuses Aventures des orphelins Baudelaire (film)GL: Unha serie de sucesos desafortunados, de Lemony SnicketHE: סדרה של צרות (סרט)HR: Niz nesretnih događaja (2004.)ID: Lemony Snicket's A Series of Unfortunate EventsIT: Lemony Snicket - Una serie di sfortunati eventiJA: レモニー・スニケットの世にも不幸せな物語KA: ლემონი სნიკეტი: 33 უიღბლობაKO: 레모니 스니켓의 위험한 대결MS: Lemony Snicket's A Series of Unfortunate EventsNL: Lemony Snicket's A Series of Unfortunate EventsNO: En serie uheldige hendelserPL: Lemony Snicket: Seria niefortunnych zdarzeńPT: Lemony Snicket's A Series of Unfortunate EventsRU: Лемони Сникет: 33 несчастьяSH: Lemony Snicket's A Series of Unfortunate EventsSIMPLE: Lemony Snicket's A Series of Unfortunate EventsSR: Серија несрећних догађаја Лемонија СникетаSV: Lemony Snickets berättelse om syskonen Baudelaires olycksaliga livTH: เลโมนี สนิกเก็ต อยากให้เรื่องนี้ไม่มีโชคร้ายTR: Talihsiz Serüvenler Dizisi (film)UK: Лемоні Снікет: 33 нещастяZH: 雷蒙·斯尼奇的不幸历险

Normalized quality metrics

Languages comparsion

Cumulative results

About WikiRank

The project is intended for automatic relative evaluation of the articles in the various language versions of Wikipedia. At the moment the service allows to compare over 37 million Wikipedia articles in 55 languages. Quality scores of articles are based on Wikipedia dumps from June, 2018. When calculating popularity, view statistics of articles for last year (from 1 June 2017 to 31 May 2018) were taken into account.

You can also visit WikiRank.Live (previous version of the main tool), which can calculate quality and popularity based on current versions of Wikipedia articles in 7 languages.

It's planned to add different improvements to the project (such as adding to the analysis not only new quantitative characteristics, but also qualitative). Please leave your comments and suggestions

The WikiRank project was developed on the basis of researches made by scientists from Poland and Belarus. More information about quality assessment of Wikipedia articles and project WikiRank can be found in scientific publications:

Additional information about quality issues can be found on Wikipedia Quality portal.

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Quality and popularity formulas for the article Unha serie de sucesos desafortunados, de Lemony Snicket GL

$$Quality=1/c∑↙{i=1}↖c nm_i-RS=1/5(5.31+1.26+14.29+27.27+20.46)$$

where:

$$Popularity={tp(l)}/{tp(l^'_{tp})}×50+{sp(l)}/{sp(l^'_{sp})}×50=50/239011×50+0/630×50$$

where:

The results of the calculations may be slightly different because of rounded values of normalized metrics in formulas