#include<cstdio>
#include<cstring>
#include<algorithm>
#include<cmath>
using namespace std;
long long g[5010]={0ll,1270608ll,2433655ll,3562116ll,4669383ll,5761456ll,6841649ll,7912200ll,8974459ll,10030386ll,11078938ll,12122541ll,13161545ll,14195861ll,15226070ll,16252326ll,17275207ll,18294606ll,19311289ll,20325374ll,21336327ll,22344480ll,23350556ll,24354549ll,25356425ll,26355868ll,27352688ll,28348382ll,29342151ll,30334176ll,31324704ll,32313389ll,33300451ll,34286171ll,35270168ll,36252932ll,37234049ll,38213988ll,39192220ll,40169477ll,41146180ll,42121503ll,43095411ll,44067841ll,45039362ll,46009216ll,46979584ll,47947425ll,48915317ll,49881581ll,50847535ll,51812322ll,52776213ll,53738558ll,54700636ll,55662471ll,56622754ll,57581415ll,58539734ll,59498033ll,60454706ll,61411048ll,62366022ll,63320967ll,64275440ll,65228334ll,66181283ll,67133253ll,68085139ll,69035408ll,69985474ll,70934627ll,71883003ll,72831348ll,73779065ll,74726529ll,75672735ll,76618439ll,77563694ll,78507916ll,79451834ll,80394796ll,81338328ll,82279851ll,83221806ll,84163020ll,85104324ll,86044102ll,86984007ll,87923093ll,88862423ll,89800274ll,90737944ll,91674905ll,92611518ll,93547929ll,94483424ll,95418607ll,96353876ll,97288441ll,98222288ll,99156963ll,100089872ll,101022314ll,101954627ll,102886527ll,103818921ll,104748779ll,105679944ll,106610599ll,107540123ll,108469336ll,109398472ll,110327312ll,111256652ll,112184941ll,113112028ll,114039347ll,114965866ll,115892316ll,116818448ll,117743894ll,118669629ll,119594386ll,120519296ll,121443372ll,122367758ll,123291908ll,124215748ll,125139202ll,126062168ll,126984099ll,127905891ll,128827457ll,129748885ll,130670193ll,131591208ll,132510960ll,133430689ll,134350871ll,135270259ll,136189858ll,137108742ll,138027608ll,138946191ll,139864012ll,140781725ll,141699447ll,142616408ll,143533219ll,144449538ll,145365733ll,146281750ll,147197716ll,148113826ll,149028642ll,149943347ll,150857977ll,151772734ll,152686987ll,153600806ll,154514453ll,155427782ll,156341329ll,157253443ll,158165830ll,159078767ll,159990892ll,160902120ll,161813920ll,162725197ll,163636386ll,164547485ll,165458357ll,166369098ll,167279334ll,168189773ll,169099648ll,170009653ll,170918409ll,171827137ll,172735826ll,173644811ll,174553469ll,175462085ll,176369518ll,177277398ll,178185477ll,179092528ll,179999596ll,180906195ll,181813261ll,182719483ll,183624945ll,184531079ll,185436626ll,186341804ll,187247262ll,188152390ll,189057072ll,189961813ll,190865714ll,191769866ll,192674190ll,193577542ll,194481070ll,195385048ll,196288512ll,197191475ll,198093392ll,198996104ll,199899188ll,200801128ll,201703151ll,202605641ll,203507249ll,204408536ll,205310588ll,206211937ll,207113326ll,208013455ll,208914492ll,209814525ll,210714630ll,211614039ll,212514324ll,213414046ll,214313934ll,215212943ll,216112173ll,217011320ll,217909831ll,218808289ll,219706927ll,220605368ll,221504168ll,222402081ll,223299673ll,224197951ll,225094455ll,225991744ll,226889154ll,227785783ll,228682263ll,229578836ll,230475546ll,231371448ll,232267782ll,233163926ll,234059568ll,234954224ll,235850710ll,236745945ll,237640570ll,238535486ll,239429994ll,240325159ll,241219435ll,242114201ll,243008279ll,243902343ll,244796303ll,245689930ll,246583725ll,247476897ll,248370961ll,249263668ll,250156134ll,251049627ll,251941967ll,252834066ll,253726639ll,254618279ll,255511140ll,256403077ll,257294521ll,258185888ll,259077373ll,259968907ll,260860407ll,261751865ll,262643207ll,263534081ll,264424722ll,265316118ll,266206295ll,267097011ll,267986754ll,268876643ll,269766463ll,270655553ll,271545185ll,272434729ll,273323696ll,274213395ll,275101552ll,275990413ll,276879262ll,277767866ll,278656597ll,279545369ll,280433195ll,281321029ll,282208670ll,283096812ll,283984957ll,284872063ll,285760492ll,286647733ll,287535303ll,288422870ll,289309472ll,290196291ll,291082526ll,291969324ll,292856422ll,293742521ll,294628210ll,295513621ll,296399971ll,297285199ll,298170473ll,299055584ll,299940835ll,300826103ll,301711469ll,302597507ll,303482964ll,304367060ll,305252231ll,306137612ll,307021841ll,307906461ll,308790579ll,309674630ll,310558734ll,311441947ll,312325754ll,313210074ll,314094038ll,314977167ll,315860261ll,316743575ll,317626341ll,318508792ll,319391722ll,320274585ll,321157028ll,322039073ll,322921783ll,323804353ll,324686341ll,325568512ll,326451358ll,327333303ll,328215207ll,329096127ll,329978292ll,330859121ll,331740086ll,332620901ll,333501818ll,334382629ll,335263563ll,336144846ll,337024802ll,337905468ll,338786764ll,339666583ll,340546113ll,341426905ll,342307940ll,343187520ll,344067574ll,344946823ll,345826613ll,346706306ll,347585430ll,348464556ll,349343236ll,350221826ll,351100471ll,351979700ll,352858095ll,353736941ll,354615117ll,355493692ll,356371984ll,357249987ll,358128747ll,359006518ll,359884624ll,360763457ll,361640975ll,362518408ll,363395982ll,364273768ll,365151268ll,366028778ll,366906425ll,367783655ll,368661395ll,369537909ll,370414748ll,371292090ll,372168767ll,373045129ll,373920913ll,374797256ll,375673160ll,376549860ll,377426809ll,378302854ll,379178799ll,380055277ll,380930730ll,381806240ll,382681787ll,383557426ll,384432894ll,385307832ll,386183065ll,387058482ll,387932554ll,388807301ll,38968242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int pc,t;
long long n,m,k,l,p[2000010],an4;
bool np[20000010];
long long pi(long long x)
{
	long long d=x/20000000ll,sup=floor(sqrt(x));
	long long ans=g[d];
	d=d*20000000ll;
	ans--;
	for(long long i=0;i<x-d;i++) np[i]=0;
	for(long long i=0;i<pc&&p[i]<=sup;i++)
	for(long long j=max(d/p[i]+1,2ll);j<=x/p[i];j++) np[j*p[i]-d-1ll]=1;
	for(long long i=0;i<x-d;i++) if(!np[i]) ans++;
	return ans;
}
int main()
{
	n=floor(sqrt(1e11));
	for(long long i=2ll;i<=n;i++)
	{
		if(!np[i])
		{
			p[pc++]=i;
		}
		for(int j=0;j<pc&&i*p[j]<=n;j++)
		{
			np[i*p[j]]=1;
			if(!(i%p[j])) break;
		}
	}
	scanf("%d",&t);
	while(t--)
	{
		scanf("%lld",&n);
		an4=pi(n)-pi(n/2ll);
		an4=n-((n-an4-1)>>1ll);
		printf("%lld\n",an4);
	}
}