Nonexistent Objects

The consequences of Quine's criterion of ontological commitment epitomized in his treatment of the term 'Pegasus' in "On What There Is" are evaluated in terms of Quine's own work, in particular in "The Variable" and "Variables Explained Away". There is a cost to maintaining this criterion with regard to the empirical consequences of some non-existent objects, given considerations prompted by Quine's holism. This cost can be reduced by adopting a noneist position according to which non-existent objects can be values of (...) bound variables as well. (shrink)

Modal Meinongianism provides the semantics of sentences involving intentional verbs Priest (Towards Nonbeing, Oxford University Press, Oxford, 2016). To that end, Modal Meinongianism employs a pointed non-normal quantified modal logic model. Like earlier Meinongian views Modal Meinongianism has a characterisation principle (QCP), that claims that any condition whatsoever is satisfied by some object in some world. Recently, Everett (The nonexistent, Oxford University Press, Oxford, 2013, 169, p. 36) has proposed an argument against QCP that, if successful, gives rise to problems (...) identical to those Russell (Mind 14:530–538, 1905, p. 533) raised for Naïve Meinongianism, namely that it allows for true contradictions, and allows us to define anything into existence. Everett claims that the ordinary meanings of “actual” license an inference pattern, such that if an object satisfies Actual A at some world, then that object satisfies A in the actual world. Given that actual world is the designated point of evaluation for truth simpliciter, QCP would fall prey to Russell’s criticisms. As opposed to Everett, I argue that, even if we grant Everett the assumption that “actual” is a modal indexical that rigidly refers to the actual world, it does not conform to the inference pattern above. This is because when an object satisfies Actual A at some world, this alters the assertoric force of “actual”, because “actual” is interpreted in the scope of some modal or intentional operator. I also explain that Everett’s proposed example carries existential commitment because the problematic noun-phrase occurs outside the scope of a modal or intentional operator. (shrink)

This article reviews John Wood’s Truth in Fiction: Rethinking its Logic.

Kriegel described the problem of intentional inexistence as one of the 'perennial problems of philosophy' (Kriegel Philosophical Perspectives 21(1), 307–340, 2007: 307). In the same paper, Kriegel alluded to a modal realist solution to the problem of intentional inexistence. However, Kriegel does not state by name who defends the kind of modal realist solution he has in mind. Kriegel also points out that even what he believes to be the strongest version of modal realism does not pass the 'principle of (...) representation' and thus modal realism is not an adequate solution to the problem of intentional inexistence. In this paper, I respond to Kriegel by defending a modal realist solution that he did not consider in 2007, called 'extended modal realism' (EMR). EMR is a version of modal realism where possible worlds are not completely isolated as they are under the Lewisian model. Rather, under EMR worlds are, in a way, spatiotemporally related. The fact EMR worlds are related allows EMR to sufficiently pass the principle of representation and thus can be deemed a legitimate solution to the problem of intentional inexistence. I conclude that either EMR can pass the principle of representation in some cases or, and I think the more sensible option, we give up on the principle of representation altogether. (shrink)

In this first volume of The Sylvan Jungle, the editors present a scholarly edition of the first chapter, "Exploring Meinong's Jungle," of Richard Routley's 1000-plus page book, Exploring Meinong's Jungle and Beyond. Going against the Quinean orthodoxy, Routley’s aim was to support Meinong’s idea that we can truthfully refer to non-existent and even impossible objects, like Superman, unicorns and the (infamous) round-square cupola on Berkeley College. The tools of non-classical logic at Routley’s disposal enabled him to update Meinong’s project for (...) a new generation. -/- This volume begins with an Introduction from Dominic Hyde, “The ‘Jungle Book’ in Context,” an essay that situates Exploring Meinong’s Jungle and Beyond historically. We provide the original Preface by Routley, followed by Chapter 1: “Exploring Meinong’s Jungle and Beyond.” In Chapter 2, Nicholas Griffin argues that Sylvan’s project was insufficiently radical with his essay, “Why the Original Theory of Items Didn’t (Quite) Go Far Enough.” Sylvan revisits his position from this time in Chapter 3, with his article, “Re-Exploring Item-Theory.” Filippo Casati, who has worked in the Routley Archives then takes up the question of the future of Sylvan’s research program in his essay, “The Future Perfect of Exploring Meinong’s Jungle.” -/- Iconic and iconoclastic Australian philosopher Richard Routley (né Sylvan) published Exploring Meinong’s Jungle and Beyond in 1980. This work has fallen out of print, yet without great fanfare it has influenced two generations of philosophers and logicians. (shrink)

Contingent negative existentials give rise to a notorious paradox. I formulate a version in terms of metaphysical grounding: nonexistence can't be fundamental, but nothing can ground it. I then argue for a new kind of solution, expanding on work by Kit Fine. The key idea is that negative existentials are contingently zero-grounded – that is to say, they are grounded, but not by anything, and only in the right conditions. If this is correct, it follows that grounding cannot be an (...) internal relation, and that no complete account of reality can be purely fundamental. (shrink)

This is a forthright and refreshing book. It aims to bring the clarifying power of analytic philosophy to the luxuriant variety in one part of Meinong's ontology. Parson's title is meant to be read literally: it is not propositions, numbers, universals or sets, but only particular objects whose nonexistence concerns him. Parsons gives two reasons for believing that there are nonexistent objects. First, we match objects against the sets of their properties. When every existing object has been listed, we carry (...) on making sets of properties. These additional sets correlate with nonexistent objects, e.g., the golden mountain. Second, there are the many occasions when we use names or definite descriptions to characterize truly such nonexistent objects as Pegasus and Sherlock Holmes. There is, says Parsons, no satisfactory reason for rephrasing these sentences when we refuse to paraphrase sentences of the same form having existing objects as their referents. (shrink)

In my “Creatures of Fiction, Objects of Myth”, I present and defend an argument for thinking that mythical creationism—the view that mythical objects like phlogiston and Vulcan are abstract artifacts—is false. One intriguing sort of objection to my argument has been recently put forth by Zvolenszky ; she claims that a crucial premise is seen to be unjustified once one considers the phenomena of inadvertently created abstracta—specifically, inadvertently created fictional characters. I argue here that even if we admit inadvertently created (...) abstracta into our ontology, my argument survives. I ultimately defend a view on which fictional characters may be countenanced as created abstracta whether purposefully created or not, yet mythical objects are best taken to be discoverable, Platonic abstracta. We can see that such a hybrid ontology is justified once we take proper note of the nature of the sorts of authorial activities involved in fictional storytelling and scientific hypothesizing. (shrink)

It may appear that in order to be any way at all, a thing must exist. A possible – worlds version of this claim goes as follows: (E) For every x, for every possible world w, Fx at w only if x exists at w. Here and later in (R), the letter ‘F’ is used as a schematic letter to be replaced with a one – place predicate. There are two arguments against (E). The first is by analogy. Socrates is (...) widely admired now but he does not exist now. So, it is not the case that for every x, for every time t, Fx at t only if x exists at t. Possible worlds are analogous to times. Therefore, (E) is false (cf., Kaplan 1973: 503 – 05 and Salmon 1981: 36 – 40). For the second argument, replace ‘F’ with ‘does not exist’. (E) then says that for every x, for every possible world w, x does not exist at w only if x exists at w. This is obviously false. Therefore (E) is false (cf., Kaplan 1977: 498). Despite their considerable appeal, these arguments are not unassailable. The first argument suffers from the weakness inherent in any argument from analogy; the analogy it rests on may not.. (shrink)

Meinong's theory of objects offers an alternative to entrenched logical theory which is nonreductionist, antiverificationist and commonsense. A beginning is made on proving that the theory is a commonsense one. This involves characterising refined commonsense and commonsense philosophy, upon sharpening the theses of the theory of objects, and indicating how these theses can, and do, fit into a commonsense position.

Indeterminacy in its various forms has been the focus of a great deal of philosophical attention in recent years. Much of this discussion has focused on the status of vague predicates such as ‘tall’, ‘bald’, and ‘heap’. It is determinately the case that a seven-foot person is tall and that a five-foot person is not tall. However, it seems difficult to pick out any determinate height at which someone becomes tall. How best to account for this phenomenon is, of course, (...) a controversial matter. For example, some (such as Sorensen (2001) and Williamson (2002)) maintain that there is a precise height at which someone becomes tall and such apparent cases of indeterminacy merely reflects our ignorance of this fact. Others maintain that there is some genuine – and not merely epistemic – indeterminacy present is such cases and offer various accounts of how best to account for it. Supervaluationists (such as Keefe (2008)), for example, claim that the indeterminacy with respect to vague terms lies in their not having a single definite extension. Rather, each term is associated with a range of possible precise extensions or precisifications such that it is semantically unsettled which is the correct extension. One precisification of ‘tall’ might allow that anyone over five feet ten inches is tall, whereas another would only allow those over six foot to qualify; but no precisification will take someone who is five foot to be tall, and someone who is seven foot will count as tall on all precisifications. Thus – while someone who is seven foot will be determinately tall and someone who is five foot determinately not so – it will be indeterminate whether someone who stands at five foot eleven inches is tall. -/- Yet, it is important to stress that putative cases of indeterminacy are not limited to vague predicates of this kind. Philosophers have invoked indeterminacy in discussions of topics as diverse as moral responsibility (Bernstein (forthcoming)), identity over time (Williams (2014)), and the status of the future (Barnes and Cameron (2009)). In this paper, we focus on two areas where discussion of various kinds of indeterminacy has been commonplace: physics and fiction. We propose a new model for understanding indeterminacy across these domains and argue that it has some notable advantages when compared to earlier accounts. Treating physics and fiction cases univocally also indicates an interesting connection between indeterminacy in these two areas. (shrink)

This paper examines Husserl’s theory of intentionality as it is developed in Logical Investigations and other early writings. In Section 1, the author attempts to capture the core of Husserl’s concept of intentionality. Section 2 is devoted to a detailed analysis of the account of intentional relation developed in the fifth Investigation. In Section 3, the author tries to flesh out what is meant by the claim in the sixth Investigation that the designation ‘object’ is a relative one. In Section (...) 4, the author discusses Husserl’s conception of intentionality in light of the mereology outlined in the third Investigation. In Section 5, the author explains how Husserl criticizes the so-called theory of immanent objects and how he addresses the problem of non-existents. In Section 6, the author argues that a phenomenological theory of intentionality grounded in Husserl’s insights cannot be a non-relational one. (shrink)

In God, Mind and Logical Space István Aranyosi takes the reader on a journey for the mind by revisiting the fundamental questions and the everlasting debates in philosophy of religion, ontology, and the philosophy of mind. The first part deals with issues in ontology, and the author puts forward a radical view according to which all thinkable objects and states of affairs have an equal claim to existence in a way that renders existence a relative notion. In the second part (...) another radical view is argued for, according to which some objects and states of affairs that do not exist in our world are nevertheless present in our surroundings by being real in their consequences. The final part argues that the only way to prove the existence of God is to accept a view called Logical Pantheism, according to which God is identical to Logical Space. (shrink)

In this paper, I distinguish scientific models in three kinds on the basis of their ontological status—material models, mathematical models and fictional models, and develop and defend an account of fictional models as fictional objects—i.e. abstract objects that stand for possible concrete objects.

Philosophers in the field of analytic metaphysics have begun gradually to come to terms with the fact that there are entities in a range of categories not dreamt of in the set-theory and predicate-logic-based ontologies of their forefathers. Examples of such “entia minora” would include: boundaries, places, events, states holes, shadows, individual colour- and tone-instances (tropes), together with combinations of these and associated simple and complex universal species or essences, states of affairs, judgment-contents, and myriad abstract structures of the sorts (...) which are studied by the mathematical sciences. How, as hunter-gatherer ontologists, are we to bring order into this vast array? How are we to gauge the ontological merits of given candidate entities, and how are we to understand their relation to entities of more humdrum sorts? Meinong, it turns out, offers a very simple answer to all of these questions. (shrink)

This chapter gives a truthmaker-based account of the semantics of 'reifying' quantifiers like 'something' when they act as complements of intensional transitive verbs ('need', 'look for'). It argues that such quantifiers range over 'variable satisfiers' of the attitudinal object described by the verb (e.g. the need or the search).

Fictional realism allows direct reference theorists to provide a straightfor- ward analysis of the semantics of fictional discourse by admitting into their ontology a set of objects (ficta) that serve as the referents of fictional names. Ficta may be modeled using an axiomatic object theory, but actualist interpretations of the formalism have been the subject of recent objections. In this paper, I provide an interpretation of object theory’s formalism that is consistent with actualism and avoids these objections. Drawing on insights (...) from an actualist semantics for quantified modal logic, a central point in my proposal is to interpret ficta as contingently nonconcrete objects. (shrink)

This essay examines the role of non-existent objects in "epistemological ontology" — the study of the entities that make thinking possible. An earlier revision of Meinong's Theory of Objects is reviewed, Meinong's notions of Quasisein and Außersein are discussed, and a theory of Meinongian objects as "combinatorially possible" entities is presented.

The purpose of this article is to try to get a clearer picture of a criterion which may be used to distinguish between genuine names of objects and pseudo-names, between names of existent and non-existent objects, between facts and fictitious states of affairs. Meinong's idea of incomplete objects serves as the theoretical notion for the description of fictitious objects. The distinction between imported (immigrant) and native objects in fiction is denied and a necessary connection between fictious and real objects maintained.

In this paper I trace a theoretical path along Meinong’s works, by means of which the notion of aesthetic object as well as the changes this notion undergoes along Meinong’s output will be highlighted. Focusing especially on "Über emotionale Präsentation", I examine, on the one hand, the cognitive function of emotions, on the other hand, the objects apprehended by aesthetic emotions, i.e. aesthetic objects. These are ideal objects of higher order, which have, even though not primarily, the capacity to attract (...) aesthetic experiences to themselves. Hence, they are connected to emotions, being what is presented by them. These results are achieved on the basis of a fundamental analogy between the domain of value and the aesthetic domain. Finally, the notion of an absolute beauty is discussed. (shrink)

The aim of this paper is to show that Priest's modal Meinongianism might benefit from joining forces with two-dimensionalism. For this purpose, I propose a two-dimensional solution to a problem for modal Meinongianism that is posed by Beall, Sauchelli, and Milne, and show that, by taking recourse to two-dimensionalism, divergent intuitions about the question of whether fictional characters might exist can be reconciled. Moreover, two-dimensionalism helps to rebut Kroon's argument to the conclusion that modal Meinongianism cannot rule out the odd (...) claim that some non-existent objects have existence-entailing properties at the actual world. (shrink)

I compare the theory of existence and being (and of non-existence and non-being) presented in Colin McGinn's 'Logical Properties' with those of well known predecessors such as Quine, Frege and Meinong. More recently, neo-Meinongians have held that being and existence are different concepts, and that although nothing lach bang, there are things which do not exist; possibilists have held that there are mere possibilia, things which possibly exist but do not actually exist. I examine a thesis advanced by McGinn which (...) these two positions have also endorsed, namely, that there are things which do not exist. I survey the function of 'existential quantification', and finally contend that the predicate 'does not exist' has at least three meanings, meanings which are determined by the context in which the predicate occurs and which are importantly different from one another. (shrink)

How is it that, as fiction readers, we are nonplussed by J. K. Rowling's prescription to imagine Ronan, Bane, and Magorian, three different centaurs of the Forbidden Forrest at Hogwarts? It is usually held in the philosophical literature on fictional discourse that singular imaginings of fictional objects are impossible, given the blatant nonexistence of such objects. In this paper, I have a dual purpose: on the one hand, to show that, without being committed to Meinongeanism, we can explain the phenomenon (...) of singular imaginings of different nonexistents of the same kind; while, at the same time, to attribute this position to Thomas Reid, thus correcting some misunderstandings of his view on imagination. (shrink)

Tim Crane's The Objects of Thought is, I think, a much needed corrective to standard ways that analytic philosophers think about nonexistence. It starts from our common sense thought and talk, and tries to carve out a position that can defend this starting point in the face of criticism. It is well-written, a pleasure to read, and largely clear. I would recommend it to anyone interested in the problems of nonexistence. In §1 I sketch Crane's central ideas about the nonexistent, (...) before turning to themes that I would like to have heard more about. In §2, I distinguish two problems of nonexistence, showing that whilst Crane solves one, he does not address the other. Although Crane did not seek to address both problems, I think we should recognize that there is this residual problem of nonexistence remaining. Next (§3), I argue that whilst Crane is correct to think that a negative free logic has to be rejected if we construe it as making a claim about grammatical subject-predicate sentences, we might be able to salvage it if we recognise a class of logical predicates. But whether this is possible or not, depends on the solution to the unaddressed problem of nonexistence. In the final two sections I briefly raise a concern about Crane's view of quantification, before making a suggestion about his view might be employed in addressing Geach's problem of intentional identity. (shrink)

Modal Meinongianism is a form of Meinongianism whose main supporters are Graham Priest and Francesco Berto. The main idea of modal Meinongianism is to restrict the logical deviance of Meinongian non-existent objects to impossible worlds and thus prevent it from “contaminating” the actual world: the round square is round and not round, but not in the actual world, only in an impossible world. In the actual world, supposedly, no contradiction is true. I will show that Priest’s semantics, as originally formulated (...) in Towards Non-being, tell us something different. According to certain models, there are true contradictions in the actual world. Berto and Priest have noticed this unexpected consequence and have suggested a solution, but I will show that their solution is highly questionable. In the last section of this paper, I will introduce a new and simpler version of modal Meinongianism that avoids the problem. (shrink)

I shall defend in this paper the thesis that, if there are irreducible powers such as the power to produce a certain object (generative powers), then there are objects that do not exist and they are part of the fundamental level of the universe. Thus, generative powers come together with Meinongianism. After having clarified my argument, I shall examine and criticize Armstrong (1997)’s attempt to reduce powers to other sorts of entities. Finally, I shall deal with five accounts of generative (...) powers that are somehow alternative to Meinongianism and with some (more general) miscellaneous concerns about the truth of this doctrine. (shrink)

The aim of this paper is to show that it is not irrational to doubt one’s own existence, even in the face of introspective evidence to the effect that one is currently in a certain mental state. For this purpose, I will outline a situation in which I do not exist, but which cannot be ruled out on the basis of any evidence available to me—including introspective evidence about my current mental states. I use this ‘superskeptical scenario,’ as I will (...) call it, to formulate an argument to the conclusion that I do not know that I exist. In order to substantiate my argument, I draw upon Terence Parsons’ theory of non-existent objects. I conclude that, inasmuch as Parsons’ theory is reasonable, doubts about one’s own existence are reasonable as well. (shrink)

Zusammenfassung. Im ersten Teil meines Aufsatzes versuche ich zu zeigen, dass Meinongs Satz vom Aussersein des reinen Gegenstandes auf Quines These hinausläuft, dass Variablen, die im Einflussbereich eines intentionalen Verbs liegen, nicht durch Quantoren gebunden werden können, die sich außerhalb dieses Bereichs befinden. Im zweiten Teil diskutiere ich eine Schwierigkeit für meine Interpretation: Meinong hält – im Gegensatz zu Quine – an der Idee fest, dass intentionale Zustände Relationen zwischen Personen und Gegenständen sind. Hätte Meinong diese Idee nicht fallenlassen müssen, (...) wenn er mit Quine im Hinblick auf die Bindbarkeit von Variablen im Einflussbereich intentionaler Verben einig gewesen wäre? Ich löse dieses Problem, indem ich verschiedene Möglichkeiten durchspiele, wie man Quines Diktum über das „Hineinquantifizieren“ akzeptieren und dennoch an der Idee der gegenständlichen Gerichtetheit von intentionalen Zuständen festhalten kann. Eine von Meinong selbst ins Auge gefasste Möglichkeit arbeitet mit der Unterscheidung zwischen dem „Hilfsgegenstand“ und dem „Zielgegenstand“ eines intentionalen Zustands. (shrink)

In this paper I confront what I take to be the crucial challenge for fictional realism, i.e. the view that fictional characters exist. This is the problem of accounting for the intuition that corresponding negative existentials such as ‘Sherlock Holmes does not exist’ are true (when, given fictional realism, taken literally they seem false). I advance a novel and detailed form of the response according to which we take them to mean variants of such claims as: there is no concrete (...) x such that x is Sherlock Holmes. (shrink)

It is widely held that there is a problem of talking about or otherwise representing things that not exist. But what exactly is this problem? This paper presents a formulation of the problem in terms of the conflict between the fact that there are truths about non-existent things and the fact that truths must be answerable to reality, how things are. Given this, the problem of singular negative existential statements is no longer the central or most difficult aspect of the (...) problem of non-existence, despite what some philosophers say. (shrink)

There are things of which it is true to say that there are no such things. How can we resolve this paradox? Panayot Butchvarov argues that there are objects of reference that are not also entities, where the former must merely be thinkable but the latter must be indefinitely re-identifiable. This paper argues that fictional and many other unreal objects are indeed indefinitely re-identifiable, so they must be counted as existing things on Butchvarov's theory. The paradox is best resolved by (...) distinguishing among domains of existence: Sherlock Holmes exists in the unrestricted domain of objects and in the fictional domain created by Conan Doyle, but not in the domain of the real world. Thus to exist and to be real are different things; all objects exist in some domain, but only real objects really exist. (shrink)

In this article I shall present a Meinong-inspired theory of fictional objects. This theory is based on two ideas: fictional objects are mental objects, i.e., they depend for their identity conditions on minded subjects thinking of them; they bear properties in two different ways, i.e., by instantiating properties and by having properties “ascribed” to them. In my perspective, ascription relations hold (at least) between an object, a property and a minded subject. After having presented some data about fictional discourse, I (...) shall defend the thesis that fictional objects are mental objects. Afterwards, I shall introduce ascription relations and I shall outline in detail my theory and a comprehensive ontology of fiction. Finally, I shall define the identity conditions of fictional objects, I shall deal with the aforementioned data and I shall summarize the advantages of my theory over rival theories of fictional objects. (shrink)

In this paper we reply to arguments of Kroon (“Characterization and Existence in Modal Meinongianism”. Grazer Philosophische Studien 86, 23–34) to the effect that Modal Meinongianism cannot do justice to Meinongian claims such as that the golden mountain is golden, and that it does not exist.

Aristotle explains existence through postulating essences that are intrinsic and percep- tion independent. I argue that his theory is more plausible than Hume’s and Russell’s theories of existence. Russell modifies Hume’s theory because he wants to allow for the existence of mathematical objects. However, Russell’s theory facilitates a problematic collapse of ontology into epistemology, which has become a feature of much analytic philosophy. This collapse obscures the nature of truth. Aristotle is to be praised for starting with a clear account (...) of ordinary objects rather than immediately reifying mathematical objects. He thus allows us to have a coherent account of existence and truth, and to easily resist collapsing ontology into epistemology. (shrink)

Prima facie it seems easy to understand what he had in mind when he spoke of accidental being and being as true. Accidental or incidental being, what the Latins would later call ens per accidens, was in fact a juxtaposition of two or more categorical beings. As such it lacked a unified essence and thus it lacked genuine being. It was being "only in name." Being as true, he told us, was in the synthesis of the intellect, that is, the (...) intellect's second operation of judgment. Apparently, it was the being of the copula "is" in a true judgment. Contrasted with this was being as false, or pseudo-being, which strictly is nonbeing, found in the copula of a false judgment. (shrink)

Metaphysical inquiry is indebted to the sceptical dialectic for the earlier moments in its investigation. Through that dialectic the field is cleared of the dubitable. We shall here install Descartes' first Meditation as the initial moment in our program. What if all is a dream? Hume supplies our second moment. Immediate experience, such as sensations of color, is undeniable, and that alone. Our third moment is the familiar retrenchment of Hume to a solipsism of the present instant. The past, like (...) the external world, being removed from our direct perception cannot be verified. (shrink)

Although both belong to the domain of the nonexistent, there is an ontological distinction between ficta and possibilia. Ficta are a particular kind of abstract objects, namely constructed abstract objects which generically depend on authors for their subsistence. Moreover, they are essentially incomplete entities, in that they are correlates of finite sets of properties. - On the other hand, possibilia are concrete objects. Being a possible object is indeed being an entity that might have existed, that is, that might have (...) been involved in the causal order. Besides, as an object existent in this sense may legitimately be qualified as complete, the incompleteness which pertains to possible objects is contingent, in that it regards them only with respect to the possible worlds in which they do not exist. This ontological distinction has a semantic correlate: whereas names for possibilia are full-fledged directly referential terms, names for ficta are synonymous with de facto rigid descriptions of a complex sort. (shrink)

Nathan Salmon appeals to his theory of mythical objects as part of an attempt to solve Geach’s Hob–Nob puzzle. In this paper I argue that, even if Salmon’s theory of mythical objects is correct, his attempt to solve the puzzle is unsuccessful. I also refute an original variant of his proposal. The discussion indicates that it is difficult (if not impossible) to devise a genuine solution to the puzzle that relies on mythical objects.