As the negative gains a substantial power by having the ability to run counterplans, the affirmative naturally insists on some limitations to their use. Should the negative be able to run multiple counterplans that they can jettison at any time? Should there be any limitations on the ability of the negative to shift from advocating a counter-plan back to the
status-quo or to another counter-plan or advocacy stance such as a kritik? The counter-plan
status is a set of conditions, albeit often vaguely defined in practice, that the negative grants will define its ability to advocate one or more counterplans. The affirmative will usually inquire about the counter-plan during the Cross-Examination after the 1NC or after whatever speech the counter-plan was run.
Conditional A conditional counterplan status means that negative accepts little or no limitation on its ability to advocate counterplans. Although this usually does
not mean that the negative can change the text of a counterplan, it does mean that the negative believes it has the theoretical justification to abandon the advocacy of a counterplan at any point during the debate round. Many debates are won and lost on "theory" arguments, about the legitimacy of conditional counterplans or kritiks. Conditionality is now commonly accepted as legitimate in the policy debate community, but in the 1970s it was not. Although considered legitimate, for the Negative to drop one's team counterplan concedes that hypothesis testing is not particularly bona fide, wasting time and argumentation. Debate beyond the high school level prefers proposition over conditionality, at least for the proposition's educational value and seriousness of purpose. Just as real-world civics does not have unlimited resources to have a citizenry have conditional propositions, petitions, and referendums, neither do debaters in policy debate. A plan or counterplan is proposed like a matter for "
advice and consent", for weighing merits of argumentation and, through the Push Debate or the debate on Vying through Stock Issues, for weighing advantages and disadvantages of Solvency advocacy. Conditionality permutes into hypothesis testing, which is well known in speculative science -- because policy is not merely exploratory somehow but contends for population and natural resources, which is what makes policy debate different from speculative science. It is unwise to have to condition, for example, that the Affirmative has to pass a multilateral, unilateral, bilateral rigorous test in-round on a foreign affairs topic of about five different foreign countries, although relaxed "testing" can occur throughout the tournament season if one were looking for the ideal "best plan" that implements the resolution.
"Conditionality bad" arguments, topicality is better Conditionality bad can be argued by the affirmative team. If the affirmative wins conditionality is illegitimate it will usually win these issues on the plan: Topicality, Grounds, case-resolution Justification which, altogether, should be sufficient for pulling forth Solvency. Common arguments include claiming that being able to choose which arguments to ignore and which to continue wastes their time as negative becomes a "moving target". Simply put, the affirmative cannot know what the negative will choose to argue at the end of the round, and therefore some of the arguments they answer probably will not continue to the end of the round. Those arguments fall into the "fairness" claim. Most arguments rely on "education" claims. Affirmatives will claim conditionality is noneducational because it allows negative teams to make bad or inconsistent arguments and then ignore them later. More importantly, it can put the affirmative in a position where certain arguments they make can be turned against them. For instance if the negative runs an
economy disadvantage and a kritik of capitalism. The affirmative cannot say they actually help the economy because this would link them to the kritik of capitalism. They also cannot say they decrease capitalism because they would then link to the economy disadvantage. However, it is best for the Negative not to qualify their position as a "conditionality" test. The same above, a kritik against capitalism and economy disads, can simply be run against plan Solvency (counterplan) and Justification (kritik). For the Affirmative to lose either one means the Affirmative loses Inherency. On fair Grounds, if the Negative loses either one, then the Negative concedes only Inherency to the Affirmative. The remainder weighing has to be debated by the Affirmative as to the weighing of how the Negative's losing both will go against their counterplan or their kritik, and it is better for the Negative to lose the kritik than lose the Push Debate, leaving both plan Disadvantages and counterplan Advantages to be considered. There are other ways for the Negative to make their last speech appeal on how they ought to win, which issues are voters, and why. From the Socratic Flow and Stasis Theory, Typicality is not conditionality, and Typicality
preserves debate in good stead more than bothering with competitiveness for good standing; they are in stasis when well proven. Typicality can be separated from Topicality to argue the matter, especially against kritiks and "dead" resolutions. Conditionality falls outside of Typicality and would exacerbate both Inherency (unknown dangers in the status quo) and Harms (known dangers the resolution purports to resolve). Most successful Typicality arguments get rid of counterplans, but they can also be difficult for the Affirmative to defend Uniqueness of Solvency.
"Conditionality good" arguments Conditionality good can be argued by the negative team. If the negative wins conditionality is legitimate it usually means that they are allowed to advocate their conditional counterplans and/or kritiks. Common arguments will say that the affirmative has advantage in preparing for the debate round by composing the first speech before the round, while the negative does not know what affirmative will be defending until the round. Negatives also make the claim that fairness arguments cannot be evaluated because there will always be some amount of unfairness in debate, which is untrue and a shallow argument. To answer education arguments, negative teams will claim that conditionality is real world, because policy makers often decide between more than two options. They may also argue that all the negative has to do is prove the affirmative's plan is a bad idea, and it does not matter how they do this. Finally, negative will often argue that even if the affirmative is correct about conditionality being bad, it is not a reason for them to lose the entire round, it is only a reason that their conditional arguments should not be voted for. One of the only conditionality is the acceded Socratic Flow on "morally reasoned" that does not introduce new plan components nor a counterplan. It is an advanced pure debate theory before the policy takes effect -- in theory and, sometimes, in practice. It is not premised on but does entail "morally conditioned" as a voter, subsuming Fiat, and "morally reasoned" is inclusive of the premise-entails in many contexts: condition or situation with respect to activity, education on debate, speech debate, speech communication, policy, policy plan, resolution for debate, and other considerations. The lowest-level Socratic Flow is "proving grounds" Justification run by the Negative: Fiat is irrelevant, the Affirmative cedes the plan and resolution to the Negative for safe handling in order for the Negative to stop the status quo's harms outlined in-round and win all other stakes,
if and only if the Affirmative can "morally reason" Justification, which the Negative will do anyway were the Affirmative to refuse. The formalized Socratic Flow is one of the top-level Typicality theory debates for coaches, trainers, resolution drafters, and plan drafters, to avoid wasting time by using intuition. A real world example is the House impeachment and Senate trying of
Donald J. Trump, a large Socratic Flow that stretched over months from impeachment (conditionality, subtopical) inquiry to acquittal (typicality).
Unconditional An unconditional counterplan status represents a commitment by the negative to advocate the counterplan at the end of the round. Negatives often run unconditional counterplans when they want to emphasize their confidence in their arguments or want to avoid debating theory arguments (especially on otherwise particularly abusive counterplans). There is some dispute about whether the negative can ultimately advocate the alternative vision of a kritik if it has already run an unconditional counterplan. Also if negative chooses to argue that the affirmative is not topical in the final speech, it is rarely considered a violation of its commitment to defend the counterplan.
Dispositional Originally offered as a milder form of conditionality that ruled out multiple counterplans and locked the affirmative and negative into two policy options each: the counterplan and/or the status quo for the negative; the plan and/or the permutation for the affirmative. This formulation has the benefit of avoiding the irrational decisionmaker problem of
unconditionality, which would require the judge to vote for a plan that is a bad idea to avoid a counterplan that is a worse idea. More recently, "dispositionality" has become an umbrella term for an express contract between the teams, generally clarified in 1NC cross-examination. The agreement usually entails a negative commitment to the counterplan provided that the affirmative is willing to compare it to the affirmative without making any conditional statements. The negative can be conditional if the affirmative begins it (i.e. making a permutation, thus making it conditional in that the affirmative can defend either the plan or permutation). A new form of dispositionality has also been that the negative can kick the counterplan if the affirmative straight turns the counterplan. In practice, there is a great deal of vagueness about dispositionality (for example, what exactly constitutes a permutation?), and therefore it is important for the affirmative to clarify this as best they can. If the negative refuses to clarify, the affirmative can simply use this to indict the negative claim that it has run the counterplan fairly, perhaps on some other theory argument in the debate or on the counterplan. ==Types==