Scheduled Commit

data/retrieval_battle-76c7b5f4-5fbc-4311-bf05-8defcdc1ba4e.jsonl

@@ -63,3 +63,4 @@
 {"tstamp": 1722966731.2072, "task_type": "retrieval", "type": "leftvote", "models": ["", ""], "ip": "", "0_conv_id": "523063328c694d8b834e6084b832e9b4", "0_model_name": "Salesforce/SFR-Embedding-2_R", "0_prompt": "suno.com/@thewombats", "0_output": [["suno.com/@thewombats", "The Wombats\n\nThe Wombats released several EPs before working on their first full-length album Girls, Boys and Marsupials (2006), which was released only in Japan and featured some tracks that would reappear on their major-label debut studio album A Guide to Love, Loss & Desperation (2007). After releasing a self-titled EP in 2008 and touring for three years, they released the studio albums This Modern Glitch (2011), Glitterbug (2015), and Beautiful People Will Ruin Your Life (2018), all of which received mostly positive reviews. Their fifth album Fix Yourself, Not the World (2022) became their first No. 1 album, topping the UK Albums Chart within a week of release.\nHistory\nEarly years and debut album (2003–2008)\nThe trio met as teenagers in 2003 while studying at the Liverpool Institute for Performing Arts. Lead singer and guitarist Matthew Murphy and drummer Dan Haggis are both from Liverpool, with Murphy having grown up in Woolton and Haggis having grown up in Garston, while bassist Tord Øverland Knudsen is a Norwegian immigrant from Elverum. Over the course of 2004 to 2005, the band released many EPs such as The Hangover Sessions, No.3, and The Daring Adventures of Sgt. Wimbo and His Pet Otter. Their first official release was Lost in the Post, which was issued as a limited edition 7\" single on 10 July 2006 on the London-based indie label KIDS Records and came with a distinctive additional second sleeve in the form of a FedEx (\"WomEx\") package. In 2006, the band's first album, Girls, Boys and Marsupials, was released solely in Japan."]], "0_corpus": "wikipedia", "1_conv_id": "29a31412713e4983856e170aa090cf38", "1_model_name": "voyage-multilingual-2", "1_prompt": "suno.com/@thewombats", "1_output": [["suno.com/@thewombats", "List of Midwest emo bands\n\nThe Hotelier I\nInto It. Over It.\nIt Looks Sad.\nJ\nJank\nJets To Brazil\nThe Jim Yoshii Pile-Up\nJoan Of Arc\nJoie De Vivre\nJoyce Manor\nJust Neighbors\nJyocho\nK\nKississippi\nKittyhawk\nKnapsack\nL\nLaughing Matter\nLifted Bells\nLittle Big League\nLive Tetherball Tonight\nM\nMarietta\nMelanie\nMerchant Ships\nmewithoutYou\nMichael Cera Palin\nMidwest Pen Pals\nThe Milwaukees\nMineral\nModern Baseball\nModest Mouse\nMom Jeans\nMush\nN\nNai Harvest\nThe Newfound Interest in Connecticut\nNewgrounds Death Rugby\nO\nOakwood\nThe Obsessives\nOgbert the Nerd\nOliver Houston\nOolong\nOrigami Angel\nOso Oso\nOWEL\nOwen\nP\nParty Hats\nP.E.E.\nPegmap\nPenfold\nPerspective, a Lovely Hand to Hold\nPet Symmetry\nPetal\nPianos Become the Teeth\nPiglet\nPinegrove\nPity Sex\nPool Kids\nPoor Sports.\nPrince Daddy & the Hyena\nThe Promise Ring\nR\nRainer Maria\nRemember Sports\nRob Ford Explorer\nS\nSarge\nsaturdays at your place\nThe Shins\nSignals Midwest\nSlaughter Beach, Dog\nSnowing\nSorority Noise\nSpanish Love Songs\nsports.\nStrictly Ballroom\nSunny Day Real Estate\nsusquatch\nSweet Pill\nSympathy Card\nT\nTexas Is The Reason\nThe World Is a Beautiful Place & I Am No Longer Afraid to Die\nTheir / They're / There\nTigers Jaw\nTiny Moving Parts\nTitle Fight\nTRSH\nTTNG\nV\nThe Van Pelt\nVs Self\nW\nWorlds Greatest Dad\nY\nYeesh"]], "1_corpus": "wikipedia"}
 {"tstamp": 1722974403.5643, "task_type": "retrieval", "type": "tievote", "models": ["", ""], "ip": "", "0_conv_id": "9615bc609c4746ce8b12997b6761d358", "0_model_name": "jinaai/jina-embeddings-v2-base-en", "0_prompt": "write a sentence about soccer", "0_output": [["write a sentence about soccer", "Sportpalast speech\n\nThe Sportpalast speech () or Total War speech was a speech delivered by German Propaganda Minister Joseph Goebbels at the Berlin Sportpalast to a large, carefully selected audience on 18 February 1943, as the tide of World War II was turning against Nazi Germany and its Axis allies. The speech is particularly notable as Goebbels almost mentions the Holocaust, when he begins saying \"Ausrotten\" (using the German word for extermination), but quickly changes it to \"Ausschaltung\" (i.e. exclusion). This was the same word Heinrich Himmler used on 18 December 1941, when he recorded the outcome of his discussion with Adolf Hitler on the Final Solution, wherein he wrote \"als Partisanen auszurotten\" (\"exterminate them as partisans\").\nIt is considered the most famous of Goebbels's speeches. The speech was the first public admission by the Nazi leadership that Germany faced serious dangers. Goebbels called for a total war (German: totaler Krieg) to secure victory over the Allies, and exhorted the German people to continue the war even though it would be long and difficult because—as he asserted—both Germany's survival and the survival of a non-Bolshevist Europe were at stake."]], "0_corpus": "wikipedia", "1_conv_id": "989b51146ca84d03bff96ebce8af8afb", "1_model_name": "BM25", "1_prompt": "write a sentence about soccer", "1_output": [["write a sentence about soccer", "Self-reference\n\nThere is a special case of meta-sentence in which the content of the sentence in the metalanguage and the content of the sentence in the object language are the same. Such a sentence is referring to itself. However some meta-sentences of this type can lead to paradoxes. \"This is a sentence.\" can be considered to be a self-referential meta-sentence which is obviously true. However \"This sentence is false\" is a meta-sentence which leads to a self-referential paradox. Such sentences can lead to problems, for example, in law, where statements bringing laws into existence can contradict one another or themselves. Kurt Gödel claimed to have found such a paradox in the United States Constitution at his citizenship ceremony.\nSelf-reference occasionally occurs in the media when it is required to write about itself, for example the BBC reporting on job cuts at the BBC. Notable encyclopedias may be required to feature articles about themselves, such as Wikipedia's article on Wikipedia.\nFumblerules are a list of rules of good grammar and writing, demonstrated through sentences that violate those very rules, such as \"Avoid cliches like the plague\" and \"Don't use no double negatives\". The term was coined in a published list of such rules by William Safire."]], "1_corpus": "wikipedia"}
 {"tstamp": 1722974459.0909, "task_type": "retrieval", "type": "leftvote", "models": ["", ""], "ip": "", "0_conv_id": "cad8473739754d7fb0d5107bba7c73bc", "0_model_name": "nomic-ai/nomic-embed-text-v1.5", "0_prompt": "nigg", "0_output": [["nigg", "Nigun\n\nA nigun ( meaning \"tune\" or \"melody\", plural nigunim) or niggun (plural niggunim) is a form of Jewish religious song or tune sung by groups. It is vocal music, often with repetitive sounds such as \"Bim-Bim-Bam\", \"Lai-Lai-Lai\", \"Yai-Yai-Yai\" or \"Ai-Ai-Ai\" instead of formal lyrics.  Sometimes, Bible verses or quotes from other classical Jewish texts are sung repetitively to form a nigun. Some nigunim are sung as prayers of lament, while others may be joyous or victorious.\nNigunim are largely improvisations, though they can be based on thematic passages and are stylized in form, reflecting the teachings of the spiritual leadership of the congregation or its religious movement. Nigunim are especially central to worship in Hasidic Judaism, which evolved its own structured, soulful forms to reflect the mystical joy of intense prayer (devekut).\nHasidic nigunim\nA revival of interest in Jewish music was sparked as part of Hasidism. Different Hasidic groups have their own nigunim, often composed by their rebbe or leader. Hasidim gather around holidays to sing in groups. There are also nigunim for individual meditation, called devekus or devekut (connecting with God) nigunim. These are usually much slower than around-the-table nigunim, and are almost always sung without lyrics. The Baal Shem Tov, founder of Hasidism, spoke of devekus nigunim as \"songs that transcend syllables and sound.\" Several tunes attributed to him are still used today."]], "0_corpus": "wikipedia", "1_conv_id": "6549174d401d4c01a96a31b5c01962a3", "1_model_name": "Salesforce/SFR-Embedding-2_R", "1_prompt": "nigg", "1_output": [["nigg", "Nigga\n\nNigga () is a colloquial term in African-American Vernacular English that is considered vulgar in many contexts. It began as a dialect form of the word nigger, an ethnic slur against black people. As a result of reappropriation, today the word is used mostly by African-Americans in a largely non-pejorative sense as a slang term referring to another black person or to themselves, often in a neutral or friendly way. The word is commonly associated with hip hop culture and since the 1990s, with gangs (especially in popular culture).\nIn dialects of English (including standard British English) that have non-rhotic speech, nigger and nigga are usually pronounced the same.\nUsage\nThe use of nigger non-pejoratively within the black community was documented in the 1912 novel The Autobiography of an Ex-Colored Man by African-American writer James Weldon Johnson, in which he recounted a scene in New York City around the turn of the century:\nI noticed that among this class of colored men the word \"nigger\" was freely used in about the same sense as the word \"fellow,\" and sometimes as a term of almost endearment; but I soon learned that its use was positively and absolutely prohibited to white men."]], "1_corpus": "wikipedia"}
+{"tstamp": 1722976871.1441, "task_type": "retrieval", "type": "rightvote", "models": ["", ""], "ip": "", "0_conv_id": "67a7489e48f44809a5556eb1ebf0d12d", "0_model_name": "mixedbread-ai/mxbai-embed-large-v1", "0_prompt": "what is 1+1 explained with philosophy", "0_output": [["what is 1+1 explained with philosophy", "2 + 2 = 5\n\nIn the 17th century, in the Meditations on First Philosophy, in which the Existence of God and the Immortality of the Soul are Demonstrated (1641), René Descartes said that the standard of truth is self-evidence of clear and distinct ideas. Despite the logician Descartes' understanding of \"self-evident truth\", the philosopher Descartes considered that the self-evident truth of \"two plus two equals four\" might not exist beyond the human mind; that there might not exist correspondence between abstract ideas and concrete reality.\nIn establishing the mundane reality of the self-evident truth of 2 + 2 = 4, in De Neutralibus et Mediis Libellus (1652) Johann Wigand said: \"That twice two are four; a man may not lawfully make a doubt of it, because that manner of knowledge is grauen [graven] into mannes [man's] nature.\"\nIn the comedy-of-manners play Dom Juan, or The Feast with the Statue (1665), by Molière, the libertine protagonist, Dom Juan, is asked in what values he believes, and answers that he believes \"two plus two equals four\".\nIn the 18th century, the self-evident falsehood of 2 + 2 = 5 was attested in the Cyclopædia, or an Universal Dictionary of Arts and Sciences (1728), by Ephraim Chambers: \"Thus, a Proposition would be absurd, that should affirm, that two and two make five; or that should deny 'em to make four.\" In 1779, Samuel Johnson likewise said that \"You may have a reason why two and two should make five, but they will still make but four.\""]], "0_corpus": "wikipedia", "1_conv_id": "11b5123d1ddc408395b374a2a912fc46", "1_model_name": "text-embedding-004", "1_prompt": "what is 1+1 explained with philosophy", "1_output": [["what is 1+1 explained with philosophy", "Philosophy of mathematics\n\nMany thinkers have contributed their ideas concerning the nature of mathematics. Today, some philosophers of mathematics aim to give accounts of this form of inquiry and its products as they stand, while others emphasize a role for themselves that goes beyond simple interpretation to critical analysis. There are traditions of mathematical philosophy in both Western philosophy and Eastern philosophy. Western philosophies of mathematics go as far back as Pythagoras, who described the theory \"everything is mathematics\" (mathematicism), Plato, who paraphrased Pythagoras, and studied the ontological status of mathematical objects, and Aristotle, who studied logic and issues related to infinity (actual versus potential).\nGreek philosophy on mathematics was strongly influenced by their study of geometry. For example, at one time, the Greeks held the opinion that 1 (one) was not a number, but rather a unit of arbitrary length. A number was defined as a multitude. Therefore, 3, for example, represented a certain multitude of units, and was thus \"truly\" a number. At another point, a similar argument was made that 2 was not a number but a fundamental notion of a pair. These views come from the heavily geometric straight-edge-and-compass viewpoint of the Greeks: just as lines drawn in a geometric problem are measured in proportion to the first arbitrarily drawn line, so too are the numbers on a number line measured in proportion to the arbitrary first \"number\" or \"one\"."]], "1_corpus": "wikipedia"}

data/retrieval_individual-76c7b5f4-5fbc-4311-bf05-8defcdc1ba4e.jsonl

@@ -259,3 +259,5 @@
 {"tstamp": 1722974453.1818, "task_type": "retrieval", "type": "chat", "model": "Salesforce/SFR-Embedding-2_R", "gen_params": {}, "start": 1722974450.8745, "finish": 1722974453.1818, "ip": "", "conv_id": "6549174d401d4c01a96a31b5c01962a3", "model_name": "Salesforce/SFR-Embedding-2_R", "prompt": "nigg", "output": [["nigg", "Nigga\n\nNigga () is a colloquial term in African-American Vernacular English that is considered vulgar in many contexts. It began as a dialect form of the word nigger, an ethnic slur against black people. As a result of reappropriation, today the word is used mostly by African-Americans in a largely non-pejorative sense as a slang term referring to another black person or to themselves, often in a neutral or friendly way. The word is commonly associated with hip hop culture and since the 1990s, with gangs (especially in popular culture).\nIn dialects of English (including standard British English) that have non-rhotic speech, nigger and nigga are usually pronounced the same.\nUsage\nThe use of nigger non-pejoratively within the black community was documented in the 1912 novel The Autobiography of an Ex-Colored Man by African-American writer James Weldon Johnson, in which he recounted a scene in New York City around the turn of the century:\nI noticed that among this class of colored men the word \"nigger\" was freely used in about the same sense as the word \"fellow,\" and sometimes as a term of almost endearment; but I soon learned that its use was positively and absolutely prohibited to white men."]], "corpus": "wikipedia"}
 {"tstamp": 1722975727.2493, "task_type": "retrieval", "type": "chat", "model": "Alibaba-NLP/gte-Qwen2-7B-instruct", "gen_params": {}, "start": 1722975724.9639, "finish": 1722975727.2493, "ip": "", "conv_id": "0fbbf7caaeac483dae736b4649849a86", "model_name": "Alibaba-NLP/gte-Qwen2-7B-instruct", "prompt": "how many vowels are in the thai alphabet", "output": [["how many vowels are in the thai alphabet", "Thai language\n\nClusters In Thai, each syllable in a word is articulated independently, so consonants from adjacent syllables (i.e. heterosyllabic) show no sign of articulation as a cluster. Thai has specific phonotactical patterns that describe its syllable structure, including tautosyllabic consonant clusters, and vowel sequences. In core Thai words (i.e. excluding loanwords), only clusters of two consonants occur, of which there are 11 combinations:\n(กร),  (กล),  (กว)\n(ขร, คร),  (ขล, คล),  (ขว, คว)\n(ปร),  (ปล)\n(พร),  (ผล, พล)\n(ตร)\nThe number of clusters increases in loanwords such as  (ทร) in  (, from Sanskrit indrā) or  (ฟร) in  (, from English free); however, these usually only occur in initial position, with either , , or  as the second consonant sound and not more than two sounds at a time.\nVowels\nThe vowel nuclei of the Thai language are given in the following table. The top entry in every cell is the symbol from the International Phonetic Alphabet, the second entry gives the spelling in the Thai script, where a dash (–) indicates the position of the initial consonant after which the vowel is pronounced. A second dash indicates that a final consonant follows.\nEach vowel quality occurs in long-short pairs: these are distinct phonemes forming distinct words in Thai.\nThe long-short pairs are as follows:\nThere are also opening and closing diphthongs in Thai, which  analyze as  and . For purposes of determining tone, those marked with an asterisk are sometimes classified as long:"]], "corpus": "wikipedia"}
 {"tstamp": 1722975727.2493, "task_type": "retrieval", "type": "chat", "model": "sentence-transformers/all-MiniLM-L6-v2", "gen_params": {}, "start": 1722975724.9639, "finish": 1722975727.2493, "ip": "", "conv_id": "34deb81dd35d401e9f2c6597f13a2276", "model_name": "sentence-transformers/all-MiniLM-L6-v2", "prompt": "how many vowels are in the thai alphabet", "output": [["how many vowels are in the thai alphabet", "Thai language\n\nThai is the most spoken of over 60 languages of Thailand by both number of native and overall speakers. Over half of its vocabulary is derived from or borrowed from Pali, Sanskrit, Mon and Old Khmer. It is a tonal and analytic language. Thai has a complex orthography and system of relational markers. Spoken Thai, depending on standard sociolinguistic factors such as age, gender, class, spatial proximity, and the urban/rural divide, is partly mutually intelligible with Lao, Isan, and some fellow Thai topolects. These languages are written with slightly different scripts, but are linguistically similar and effectively form a dialect continuum.\nThai language is spoken by over 69 million people (2020). Moreover, most Thais in the northern (Lanna) and the northeastern (Isan) parts of the country today are bilingual speakers of Central Thai and their respective regional dialects because (Central) Thai is the language of television, education, news reporting, and all forms of media. A recent research found that the speakers of the Northern Thai language (also known as Phasa Mueang or Kham Mueang) have become so few, as most people in northern Thailand now invariably speak Standard Thai, so that they are now using mostly Central Thai words and only seasoning their speech with the \"Kham Mueang\" accent. Standard Thai is based on the register of the educated classes by Central Thai and ethnic minorities in the area along the ring surrounding the Metropolis."]], "corpus": "wikipedia"}
+{"tstamp": 1722976842.0043, "task_type": "retrieval", "type": "chat", "model": "mixedbread-ai/mxbai-embed-large-v1", "gen_params": {}, "start": 1722976839.6925, "finish": 1722976842.0043, "ip": "", "conv_id": "67a7489e48f44809a5556eb1ebf0d12d", "model_name": "mixedbread-ai/mxbai-embed-large-v1", "prompt": "what is 1+1 explained with philosophy", "output": [["what is 1+1 explained with philosophy", "2 + 2 = 5\n\nIn the 17th century, in the Meditations on First Philosophy, in which the Existence of God and the Immortality of the Soul are Demonstrated (1641), René Descartes said that the standard of truth is self-evidence of clear and distinct ideas. Despite the logician Descartes' understanding of \"self-evident truth\", the philosopher Descartes considered that the self-evident truth of \"two plus two equals four\" might not exist beyond the human mind; that there might not exist correspondence between abstract ideas and concrete reality.\nIn establishing the mundane reality of the self-evident truth of 2 + 2 = 4, in De Neutralibus et Mediis Libellus (1652) Johann Wigand said: \"That twice two are four; a man may not lawfully make a doubt of it, because that manner of knowledge is grauen [graven] into mannes [man's] nature.\"\nIn the comedy-of-manners play Dom Juan, or The Feast with the Statue (1665), by Molière, the libertine protagonist, Dom Juan, is asked in what values he believes, and answers that he believes \"two plus two equals four\".\nIn the 18th century, the self-evident falsehood of 2 + 2 = 5 was attested in the Cyclopædia, or an Universal Dictionary of Arts and Sciences (1728), by Ephraim Chambers: \"Thus, a Proposition would be absurd, that should affirm, that two and two make five; or that should deny 'em to make four.\" In 1779, Samuel Johnson likewise said that \"You may have a reason why two and two should make five, but they will still make but four.\""]], "corpus": "wikipedia"}
+{"tstamp": 1722976842.0043, "task_type": "retrieval", "type": "chat", "model": "text-embedding-004", "gen_params": {}, "start": 1722976839.6925, "finish": 1722976842.0043, "ip": "", "conv_id": "11b5123d1ddc408395b374a2a912fc46", "model_name": "text-embedding-004", "prompt": "what is 1+1 explained with philosophy", "output": [["what is 1+1 explained with philosophy", "Philosophy of mathematics\n\nMany thinkers have contributed their ideas concerning the nature of mathematics. Today, some philosophers of mathematics aim to give accounts of this form of inquiry and its products as they stand, while others emphasize a role for themselves that goes beyond simple interpretation to critical analysis. There are traditions of mathematical philosophy in both Western philosophy and Eastern philosophy. Western philosophies of mathematics go as far back as Pythagoras, who described the theory \"everything is mathematics\" (mathematicism), Plato, who paraphrased Pythagoras, and studied the ontological status of mathematical objects, and Aristotle, who studied logic and issues related to infinity (actual versus potential).\nGreek philosophy on mathematics was strongly influenced by their study of geometry. For example, at one time, the Greeks held the opinion that 1 (one) was not a number, but rather a unit of arbitrary length. A number was defined as a multitude. Therefore, 3, for example, represented a certain multitude of units, and was thus \"truly\" a number. At another point, a similar argument was made that 2 was not a number but a fundamental notion of a pair. These views come from the heavily geometric straight-edge-and-compass viewpoint of the Greeks: just as lines drawn in a geometric problem are measured in proportion to the first arbitrarily drawn line, so too are the numbers on a number line measured in proportion to the arbitrary first \"number\" or \"one\"."]], "corpus": "wikipedia"}