STh ddlmZddlmZddlmZeddZedddddd d Zed d d d dd d Zejd ddZ de dede fdZ de de fdZdZde dee e ge ffdZy)) namedtuple)floor)Callable TimeDisplayzQround, sec_prec, min_prec, hour_prec, prefix, round_sec_on_min, clear_sec_on_hourg@Fg?gffffff@~T)prefixround_sec_on_minclear_sec_on_hoursecondsconfreturnct||j}|dkr'dj|j||jSt |d\}}|dkrE|j rt |dz dz}dj|j|||jSt |d\}}|jrd}dj|j||||jS)NgN@z {}{:{}f}s z{}{:.0f}:{:0{}f}rz{}{:.0f}:{:02.0f}:{:0{}f}) roundformatr sec_precdivmodr rmin_precr hour_prec)rrminuteshourss `/home/www/backend.miabetepe.com/venv/lib/python3.12/site-packages/alive_progress/utils/timing.py time_displayrsGTZZ(G}!!$++w FFgs+GW}  GbL)B.G!((gw VVGS)NE7  & - -dkk5'7TXTbTb ccc.|dkryt|tS)Nr?)rETA)rs reta_textr!s|  %%rcfd}|S)Nc|z |z S)N)posrate logic_totals r simple_etaz!fn_simple_eta..simple_eta&sc!T))rr$)r'r(s` r fn_simple_etar)%s* ralphafnc#Kd}td|Drd}td|Dr||} |}||}||||z zz }w)a}Implements a generator with a simple exponential smoothing of some function. Given alpha and y_hat (t-1), we can calculate the next y_hat: y_hat = alpha * y + (1 - alpha) * y_hat y_hat = alpha * y + y_hat - alpha * y_hat y_hat = y_hat + alpha * (y - y_hat) Args: alpha: the smoothing coefficient fn: the function Returns: )rc3&K|] }|dk( yw)rNr$).0xs r z3gen_simple_exponential_smoothing..;s !!a2g !sr)any)r*r+py_hatys r gen_simple_exponential_smoothingr5,sf A !q ! !H  !q ! ! FE K F !e)$$ s +A A N) collectionsrmathrtypingrrRUNEND_replacer floatstrrr!r)r5r$rrr>s"?@ !Rc2ue4!Rc2ue4 ll#lMd%d{dsd"&e&& %E%xPU@U7V%r