Received: from 173-13-139-235-sfba.hfc.comcastbusiness.net ([173.13.139.235]:59546 helo=jukni.digitalkingdom.org) by stodi.digitalkingdom.org with smtp (Exim 4.86) (envelope-from ) id 1bPFfr-0008Ii-GX for jbovlaste-admin@lojban.org; Mon, 18 Jul 2016 14:02:04 -0700 Received: by jukni.digitalkingdom.org (sSMTP sendmail emulation); Mon, 18 Jul 2016 14:01:59 -0700 From: "Apache" To: curtis289@att.net Reply-To: webmaster@lojban.org Subject: [jvsw] Definition Edited At Word zenbaje -- By krtisfranks Date: Mon, 18 Jul 2016 14:01:59 -0700 MIME-Version: 1.0 Content-Type: text/plain; charset="UTF-8" Message-Id: X-Spam-Score: 0.5 (/) X-Spam_score: 0.5 X-Spam_score_int: 5 X-Spam_bar: / X-Spam-Report: Spam detection software, running on the system "stodi.digitalkingdom.org", has NOT identified this incoming email as spam. The original message has been attached to this so you can view it or label similar future email. If you have any questions, see the administrator of that system for details. Content preview: In jbovlaste, the user krtisfranks has edited a definition of "zenbaje" in the language "English". Differences: 5,5c5,5 < If an abstraction is submitted to $x_3$ then the time of event of $x_1$ achieving/attaining property $x_2$ occurs exactly when/simultaneous with when/if the abstraction occurs (if it is an event) or is true (if it is a proposition, notion, truth value, idea, etc.); since it is increasing in that property and achieves it at that time, if the time determined by context is that determined by $x_3$, then for times slightly later than that time will also have $x_1$ having that property but times slightly earlier than that time will not. If a number is submitted to $x_3$, the options are only li {ni'u}, li {no}, li {ma'u}, and li {ni'u}/{ma'u} {ci'i}; li ni'u ci'i being submitted means that $x_1$ has always been/had $x_2$, it just happens to be increasing in this property too (at the time specified by context); li ni'u (which is taken to be a finite number) means that there was a time prior to the time specified by context such that $x_1$ was/had $x_2$ but such has no always been the case, and also that at the time specified by context, it is increasing in this property; li no means that at the time specified by context, $x_1$ has just attained being/having property $x_2$ and it is also increasing in this respect; li ma'u (which is taken to be a finite positive number) means that $x_1$ is increasing in property $x_2$ at the time determined by context and that it has not yet (at that time) but will eventually (a finite and positive amount of time later) been classified as having that property properly according to $x_4$; li ma'u ci'i means that $x_1$ is increasing in $x_2$ at the time specified by context but that it will never actually manage to achieve having that property according to $x_4$, even if it asymptotically and strictly monotonically approaches that status. The time specified in $x_3$ need not be the time of when $x_1$ is increasing in property $x_2$ (which is specified via {ca} or the like, in the bridi). "Time" in this sense is rather general; for example, it can also just be conditions (such as [...] Content analysis details: (0.5 points, 5.0 required) pts rule name description ---- ---------------------- -------------------------------------------------- 0.0 URIBL_BLOCKED ADMINISTRATOR NOTICE: The query to URIBL was blocked. See http://wiki.apache.org/spamassassin/DnsBlocklists#dnsbl-block for more information. [URIs: lojban.org] 1.4 RCVD_IN_BRBL_LASTEXT RBL: No description available. [173.13.139.235 listed in bb.barracudacentral.org] -1.9 BAYES_00 BODY: Bayes spam probability is 0 to 1% [score: 0.0000] 1.0 RDNS_DYNAMIC Delivered to internal network by host with dynamic-looking rDNS In jbovlaste, the user krtisfranks has edited a definition of "zenbaje" in the language "English". Differences: 5,5c5,5 < If an abstraction is submitted to $x_3$ then the time of event of $x_1$ achieving/attaining property $x_2$ occurs exactly when/simultaneous with when/if the abstraction occurs (if it is an event) or is true (if it is a proposition, notion, truth value, idea, etc.); since it is increasing in that property and achieves it at that time, if the time determined by context is that determined by $x_3$, then for times slightly later than that time will also have $x_1$ having that property but times slightly earlier than that time will not. If a number is submitted to $x_3$, the options are only li {ni'u}, li {no}, li {ma'u}, and li {ni'u}/{ma'u} {ci'i}; li ni'u ci'i being submitted means that $x_1$ has always been/had $x_2$, it just happens to be increasing in this property too (at the time specified by context); li ni'u (which is taken to be a finite number) means that there was a time prior to the time specified by context such that $x_1$ was/had $x_2$ but such has no always been the case, and also that at the time specified by context, it is increasing in this property; li no means that at the time specified by context, $x_1$ has just attained being/having property $x_2$ and it is also increasing in this respect; li ma'u (which is taken to be a finite positive number) means that $x_1$ is increasing in property $x_2$ at the time determined by context and that it has not yet (at that time) but will eventually (a finite and positive amount of time later) been classified as having that property properly according to $x_4$; li ma'u ci'i means that $x_1$ is increasing in $x_2$ at the time specified by context but that it will never actually manage to achieve having that property according to $x_4$, even if it asymptotically and strictly monotonically approaches that status. The time specified in $x_3$ need not be the time of when $x_1$ is increasing in property $x_2$ (which is specified via {ca} or the like, in the bridi). "Time" in this sense is rather general; for example, it can also just be conditions (such as the set on which a mathematical function is positive). --- > $x_1$ is increasing in $x_2$ for times/conditions determined by context (use {ca}, {va'o}, vel sim. in order to specify when increase occurs); times/conditions of increase are not necessarily those of attainment of that property (which is specified by $x_3$). If an abstraction is submitted to $x_3$ then the time of event of $x_1$ achieving/attaining property $x_2$ occurs exactly when/simultaneous with when/if the abstraction occurs (if it is an event) or is true (if it is a proposition, notion, truth value, idea, etc.); since it is increasing in that property and achieves it at that time, if the time determined by context is that determined by $x_3$, then for times slightly later than that time will also have $x_1$ having that property but times slightly earlier than that time will not. Numbers submitted to $x_3$ determine the lesser/earlier endpoint of a semi-infinite interval through time such that attainment occurs throughout the interval. If a number is submitted to $x_3$, the options are only li {ni'u}, li {no}, li {ma'u}, and li {ni'u}/{ma'u} {ci'i}; li ni'u ci'i being submitted means that $x_1$ has always been/had $x_2$, it just happens to be increasing in this property too (at the time specified by context); li ni'u (which is taken to be a finite number) means that there was a time prior to the time specified by context such that $x_1$ was/had $x_2$ but such has no always been the case, and also that at the time specified by context, it is increasing in this property; li no means that at the time specified by context, $x_1$ has just attained being/having property $x_2$ and it is also increasing in this respect; li ma'u (which is taken to be a finite positive number) means that $x_1$ is increasing in property $x_2$ at the time determined by context and that it has not yet (at that time) but will eventually (a finite and positive amount of time later) been classified as having that property properly according to $x_4$; li ma'u ci'i means that $x_1$ is increasing in $x_2$ at the time specified by context but that it will never actually manage to achieve having that property according to $x_4$, even if it asymptotically and strictly monotonically approaches that status. The time specified in $x_3$ need not be the time of when $x_1$ is increasing in property $x_2$ (which is specified via {ca} or the like, in the bridi). "Time" in the sense of $x_3$ is rather general; for example, it can also just be conditions which were satisfied when attainment is true (such as a subset on which a mathematical function is positive); it is generally an 'IF' statement (id est: attainment might occur at other times or under other conditions). For example, humans, normally, always increase in oldness/age (the context-determined time/conditions of increase in age is (those throughout) the entirety of their life), but are not actually considered old until they reach some age (specified by $x_3$). Old Data: Definition: $x_1$ (experiencer/function) increases/gains/is incremented/augmented in property/quantity $x_2$ such that it achieves/had achieved having that property at 'time' $x_3$ (abstraction, number) according to standard $x_4$ Notes: If an abstraction is submitted to $x_3$ then the time of event of $x_1$ achieving/attaining property $x_2$ occurs exactly when/simultaneous with when/if the abstraction occurs (if it is an event) or is true (if it is a proposition, notion, truth value, idea, etc.); since it is increasing in that property and achieves it at that time, if the time determined by context is that determined by $x_3$, then for times slightly later than that time will also have $x_1$ having that property but times slightly earlier than that time will not. If a number is submitted to $x_3$, the options are only li {ni'u}, li {no}, li {ma'u}, and li {ni'u}/{ma'u} {ci'i}; li ni'u ci'i being submitted means that $x_1$ has always been/had $x_2$, it just happens to be increasing in this property too (at the time specified by context); li ni'u (which is taken to be a finite number) means that there was a time prior to the time specified by context such that $x_1$ was/had $x_2$ but such has no always been the case, and also that at the time specified by context, it is increasing in this property; li no means that at the time specified by context, $x_1$ has just attained being/having property $x_2$ and it is also increasing in this respect; li ma'u (which is taken to be a finite positive number) means that $x_1$ is increasing in property $x_2$ at the time determined by context and that it has not yet (at that time) but will eventually (a finite and positive amount of time later) been classified as having that property properly according to $x_4$; li ma'u ci'i means that $x_1$ is increasing in $x_2$ at the time specified by context but that it will never actually manage to achieve having that property according to $x_4$, even if it asymptotically and strictly monotonically approaches that status. The time specified in $x_3$ need not be the time of when $x_1$ is increasing in property $x_2$ (which is specified via {ca} or the like, in the bridi). "Time" in this sense is rather general; for example, it can also just be conditions (such as the set on which a mathematical function is positive). Jargon: Gloss Keywords: Word: increasing in and having attained property, In Sense: Place Keywords: New Data: Definition: $x_1$ (experiencer/function) increases/gains/is incremented/augmented in property/quantity $x_2$ such that it achieves/had achieved having that property at 'time' $x_3$ (abstraction, number) according to standard $x_4$ Notes: $x_1$ is increasing in $x_2$ for times/conditions determined by context (use {ca}, {va'o}, vel sim. in order to specify when increase occurs); times/conditions of increase are not necessarily those of attainment of that property (which is specified by $x_3$). If an abstraction is submitted to $x_3$ then the time of event of $x_1$ achieving/attaining property $x_2$ occurs exactly when/simultaneous with when/if the abstraction occurs (if it is an event) or is true (if it is a proposition, notion, truth value, idea, etc.); since it is increasing in that property and achieves it at that time, if the time determined by context is that determined by $x_3$, then for times slightly later than that time will also have $x_1$ having that property but times slightly earlier than that time will not. Numbers submitted to $x_3$ determine the lesser/earlier endpoint of a semi-infinite interval through time such that attainment occurs throughout the interval. If a number is submitted to $x_3$, the options are only li {ni'u}, li {no}, li {ma'u}, and li {ni'u}/{ma'u} {ci'i}; li ni'u ci'i being submitted means that $x_1$ has always been/had $x_2$, it just happens to be increasing in this property too (at the time specified by context); li ni'u (which is taken to be a finite number) means that there was a time prior to the time specified by context such that $x_1$ was/had $x_2$ but such has no always been the case, and also that at the time specified by context, it is increasing in this property; li no means that at the time specified by context, $x_1$ has just attained being/having property $x_2$ and it is also increasing in this respect; li ma'u (which is taken to be a finite positive number) means that $x_1$ is increasing in property $x_2$ at the time determined by context and that it has not yet (at that time) but will eventually (a finite and positive amount of time later) been classified as having that property properly according to $x_4$; li ma'u ci'i means that $x_1$ is increasing in $x_2$ at the time specified by context but that it will never actually manage to achieve having that property according to $x_4$, even if it asymptotically and strictly monotonically approaches that status. The time specified in $x_3$ need not be the time of when $x_1$ is increasing in property $x_2$ (which is specified via {ca} or the like, in the bridi). "Time" in the sense of $x_3$ is rather general; for example, it can also just be conditions which were satisfied when attainment is true (such as a subset on which a mathematical function is positive); it is generally an 'IF' statement (id est: attainment might occur at other times or under other conditions). For example, humans, normally, always increase in oldness/age (the context-determined time/conditions of increase in age is (those throughout) the entirety of their life), but are not actually considered old until they reach some age (specified by $x_3$). Jargon: Gloss Keywords: Word: increasing in and having attained property, In Sense: Place Keywords: You can go to to see it.