We analyze the W W scattering in scenarios of dynamical electroweak symmetry breaking of walking technicolor type. We show that in these theories there are regions of the parameters space allowed by the electroweak precision data, in which unitarity violation is delayed at tree level up to around 3-4 TeV without the inclusion of any sub-TeV resonances.The simplest argument often used to predict the existence of yet undiscovered particles at the TeV scale comes from unitarity of longitudinal gauge boson scattering amplitudes. If the electroweak symmetry breaking sector (EWSB) is weakly interacting, unitarity implies that new particle states must show up below 1 TeV, being these spin-0 isosinglets (the Higgs boson) or spin-1 isotriplets (e.g. Kaluza-Klein modes). A strongly interacting EWSB sector can however change this picture, because of the strong coupling between the pions (eaten by the longitudinal components of the standard model gauge bosons) and the other bound states of the strongly interacting sector. An illuminating example comes from QCD. In Ref.[1] it was shown that for six colors or more, the 770 GeV ρ meson is enough to delay the onset of unitarity violation of the pion-pion scattering amplitude up to well beyond 1 GeV. Here the 't Hooft large N limit was used, however an even lower number of colors is needed to reach a similar delay of unitarity violation when an alternative large N limit is used [2]. Scaling up to the electroweak scale, this translates in a 1.5 TeV techni-ρ being able to delay unitarity violation of longitudinal gauge boson scattering amplitudes up to 4 TeV or more. Such a particle would be harder to be discovered at the LHC and ILC. Such a model, however, would not be realistic for other reasons: a large contribution to the S parameter [3], and large flavor changing neutral currents (FCNC) if the ordinary fermions acquire mass via an old fashioned extended technicolor sector (ETC), to mention the most relevant ones.Walking Technicolor (WT) [4,5,6] provides a natural framework to address these problems. In fact walking dynamics helps suppressing FCNC without preventing ETC from yielding realistic fermion masses. Notice that it is always possible to resort to new scalars to give mass to the ordinary fermions while having technicolor only in the gauge sector, or even marry technicolor with supersymmetry [7,8,9,10,11,12,13,14]. Furthermore certain WT models are in agreement with the constraints imposed by electroweak precision data (EWPD) [15,16,17], since the walking dynamics itself naturally lowers the contribution to the S parameter relative to a running theory [18]. Besides, new leptonic sectors [17], which may be needed to avoid possible Witten topological anomalies, can render the overall S parameter negative. The contributions from these sectors, not gauged under the technicolor gauge group, are calculable to any order in perturbation theory. A relevant question to ask is whether a walking regime can be achieved with a sufficiently small number of fermions. In the context of ...