## PATCHED CSI ETABS Version 15.2.2 Build 1364 (32bit 64bit) Crack ((BETTER)) + NEW :- The latest ETABS Version 15.2.2 Build 1364 (32bit 64bit) Crack + All new UI feature, Run time Patch feature. + All new advanced feature with batch files. + The ETABS Patch Update Tool is the only update tool that. + Fully update your ETABS using Patch Update tool without any error. + No need to use ETABS Update Tool that causing error in every update. + If you will have any problem in updating your ETABS update tool. + You can contact us for any problem because of patching your ETABS. + Update: CSI Executive can is fully updated with the latest patches. + All bugs and problems is fixed in this package. + All capability in ETABS is fixed in this package + Windows Supported. + Updated Patches 2015. + Well Working. Latest Version of 2015 :- CSI ETABS Version 15.2.2 Build 1364 (32bit 64bit).2\pi q^*\right)^{1/2}}\exp\left( -i\kappa_0\frac{1}{q^*}\right)\\\times \exp\left( -\frac{1}{2}\left[q^*-(q-q^*)\right]^2\right). \end{split}$$This result, which holds for arbitrary interaction and smooth wave function, can be verified by performing the integration in [eq. ($density$)]{} and using the formulas for the integrals of Hermite polynomials [@gradshteyn]. In particular, in the case of a Gaussian function, the result reads$$\label{densityG} \rho(q)=\frac{1}{\sqrt{2\pi^3}\hbar^{1/2}}\exp\left( -\frac{(q-q^*)^2}{2\hbar^{2}}\right).$$Since the wave function \varphi is normalized to unity, it follows that the condensate density n is given by [eq. ($density$)]{} evaluated for \kappa_0=0, i.e.,$$\label{density2}