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Opis izmene

OpisGreatStellatedDodecahedron.jpg	English: Great stellated dodecahedron, rendered with POVRay This image was created with POV-Ray.
Izvor	Sopstveno delo
Autor	User Cyp

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Licenciranje

Ja, nosilac autorskih prava nad ovim delom, objavljujem isto pod sledećim licencama:

Data je dozvola da se kopira, distribuira i/ili menja ovaj dokument pod uslovima GNU-ove licence za slobodnu dokumentaciju, verzije 1.2 ili bilo koje novije verzije koju objavi Zadužbina za slobodni softver; bez nepromenljivih odeljaka i bez teksta na naslovnoj i zadnjoj strani. Tekst licence možete pročitati ovde.

	Ova datoteka je dostupna pod licencom Creative Commons Autorstvo-Deliti pod istim uslovima 3.0 Unported.

	Dozvoljeno je: da delite – da umnožavate, raspodeljujete i prenosite delo da prerađujete – da preradite delo Pod sledećim uslovima: autorstvo – Morate da date odgovarajuće zasluge, obezbedite vezu ka licenci i naznačite da li su izmene napravljene. Možete to uraditi na bilo koji razuman manir, ali ne na način koji predlaže da licencator odobrava vas ili vaše korišćenje. deliti pod istim uslovima – Ako izmenite, preobrazite ili dogradite ovaj materijal, morate podeliti svoje doprinose pod istom ili kompatibilnom licencom kao original.
	Ova licenca je dodata na ovu datoteku kao deo ažuriranja GFDL licence.CC BY-SA 3.0truetrue

Ova datoteka je dostupna pod licencom Creative Commons Autorstvo-Deliti pod istim uslovima 2.5 Generička licenca, 2.0 Generička licenca i 1.0 Generička licenca.

Dozvoljeno je:

da delite – da umnožavate, raspodeljujete i prenosite delo
da prerađujete – da preradite delo

Pod sledećim uslovima:

autorstvo – Morate da date odgovarajuće zasluge, obezbedite vezu ka licenci i naznačite da li su izmene napravljene. Možete to uraditi na bilo koji razuman manir, ali ne na način koji predlaže da licencator odobrava vas ili vaše korišćenje.
deliti pod istim uslovima – Ako izmenite, preobrazite ili dogradite ovaj materijal, morate podeliti svoje doprinose pod istom ili kompatibilnom licencom kao original.

Izaberite licencu po želji.

Source

//GPL
#include <stdio.h>
#include <math.h>

#include <vector>

using std::vector;

const char *theader = "//Picture   ***  Use flashiness=1 !!! ***\n//\n//   +w1024 +h1024 +a0.3 +am2\n//   +w512 +h512 +a0.3 +am2\n//\n//Movie   ***  Use flashiness=0.25 !!! ***\n//\n//   +kc +kff120 +w256 +h256 +a0.3 +am2\n//   +kc +kff60 +w256 +h256 +a0.3 +am2\n//\"Fast\" preview\n//   +w128 +h128\n#declare notwireframe=1;\n#declare withreflection=0;\n#declare flashiness=1; //Still pictures use 1, animated should probably be about 0.25.\n\n#declare rotation=seed(%d);\n\n#declare rot1=rand(rotation)*pi*2;\n#declare rot2=acos(1-2*rand(rotation));\n#declare rot3=(rand(rotation)+clock)*pi*2;\n#macro dorot()\n  rotate rot1*180/pi*y\n  rotate rot2*180/pi*x\n  rotate rot3*180/pi*y\n#end\n\n";

const char *tline = "object {\n  cylinder { <%lf,%lf,%lf>, <%lf,%lf,%lf>, .01 dorot() }\n  pigment { colour <.3,.3,.3> }\n  finish { ambient 0 diffuse 1 phong 1 }\n}\n\n";

const char *tvertex = "object {\n  sphere { <%lf,%lf,%lf>, .01 dorot() }\n  pigment { colour <.3,.3,.3> }\n  finish { ambient 0 diffuse 1 phong 1 }\n}\n\n";

const char *tstartmesh = "object {\n  mesh {\n";

const char *ttriangle = "    triangle {\n      <%lf,%lf,%lf>, <%lf,%lf,%lf>, <%lf,%lf,%lf>\n    }\n";

const char *tendmesh = "    //sphere { <0,0,0>, 1 }\n    //sphere { <0,0,0>, ld+.01 inverse }\n    dorot()\n  }\n  pigment { colour rgbt <.8,.8,.8,.4> }\n  finish { ambient 0 diffuse 1 phong flashiness #if(withreflection) reflection { .2 } #end }\n  //interior { ior 1.5 }\n  photons {\n    target on\n    refraction on\n    reflection on\n    collect on\n  }\n}\n\n";

const char *tfooter = "//  CCC Y Y PP\n//  C   Y Y P P\n//  C    Y  PP\n//  C    Y  P\n//  CCC  Y  P\n\n#local a=0;\n#while(a<11.0001)\n  light_source { <4*sin(a*pi*2/11), 5*cos(a*pi*6/11), -4*cos(a*pi*2/11)> colour (1+<sin(a*pi*2/11),sin(a*pi*2/11+pi*2/3),sin(a*pi*2/11+pi*4/3)>)*2/11 }\n  #local a=a+1;\n#end\n\nbackground { color <1,1,1> }\n\ncamera {\n  perspective\n  location <0,0,0>\n  direction <0,0,1>\n  right x/2\n  up y/2\n  sky <0,1,0>\n  location <0,0,-4.8>\n  look_at <0,0,0>\n}\n\nglobal_settings {\n  max_trace_level 40\n  photons {\n    count 200000\n    autostop 0\n  }\n}\n";

#define PHI ((1+sqrt(5))/2)
#define PI (3.14159265358979323846264338327)
#define SQ2 (sqrt(2))
#define SQ3 (sqrt(3))

bool eq(double a, double b)
{
    return a+0.00001>=b&&b+0.00001>=a;
}

bool eqt(double a1, double a2, double a3, double b1, double b2, double b3)
{
//printf("Tri: {%lf, %lf, %lf}, {%lf, %lf, %lf}\n", a1, a2, a3, b1, b2, b3);
    return eq(a1, b1)? eq(a2, b2)? eq(a3, b3):eq(a2, b3)&&eq(a3, b2):eq(a1, b2)? eq(a2, b3)? eq(a3, b1):eq(a2, b1)&&eq(a3, b3):eq(a1, b3)&&(eq(a2, b1)? eq(a3, b2):eq(a2, b3)&&eq(a3, b2));
}

class vec
{
public:
    double x, y, z;
    vec() : x(0), y(0), z(0) {}
    vec(double nx, double ny, double nz) : x(nx), y(ny), z(nz) {}
    vec operator + (vec o)
    {
        return vec(x+o.x, y+o.y, z+o.z);
    }
    vec operator - (vec o)
    {
        return vec(x-o.x, y-o.y, z-o.z);
    }
    double operator * (vec o)
    {
        return x*o.x+y*o.y+z*o.z;
    }
    vec operator * (double o)
    {
        return vec(x*o, y*o, z*o);
    }
    vec operator ^ (vec o)
    {
        return vec(y*o.z-z*o.y, z*o.x-x*o.z, x*o.y-y*o.x);
    }
    double norm()
    {
        return sqrt(x*x+y*y+z*z);
    }
};

class vec2
{
public:
    double x, y;
    vec2() {}
    vec2(double nx, double ny) : x(nx), y(ny) {}
    vec2 operator + (vec2 o)
    {
        return vec2(x+o.x, y+o.y);
    }
    vec2 operator - (vec2 o)
    {
        return vec2(x-o.x, y-o.y);
    }
    double operator * (vec2 o)
    {
        return x*o.x+y*o.y;
    }
    vec2 operator * (double o)
    {
        return vec2(x*o, y*o);
    }
    vec2 operator ~ ()
    {
        return vec2(y, -x);
    }
    double norm()
    {
        return sqrt(x*x+y*y);
    }
};

vector<vec> cyclicperm(vector<vec> v)
{
    vector<vec> r;
    vector<vec>::iterator i;
    for(i = v.begin(); i!=v.end(); ++i)
    {
        r.push_back(*i);
        r.push_back(vec(i->y, i->z, i->x));
        r.push_back(vec(i->z, i->x, i->y));
    }
    return r;
}

vector<vec> altperm(vector<vec> v)
{
    vector<vec> r;
    vector<vec>::iterator i;
    for(i = v.begin(); i!=v.end(); ++i)
    {
        r.push_back(*i);
        r.push_back(vec(i->x, i->z, i->y));
    }
    return r;
}

vector<vec> signperm(vector<vec> v)
{
    vector<vec> r;
    vector<vec>::iterator i;
    for( i = v.begin(); i!=v.end(); ++i )
    {
        int j;
        for(j = 0; j<8; ++j)
            if(((j&1)||i->x)&&((j&2)||i->y)&&((j&4)||i->z))
                r.push_back(vec(j&1? i->x:-i->x, j&2? i->y:-i->y, j&4? i->z:-i->z));
    }
    return r;
}

vector<vec> mvvec(double x, double y, double z)
{
    vector<vec> v;
    v.push_back(vec(x, y, z));
    return v;
}

vector<vec> mvvec(vec q)
{
    vector<vec> v;
    v.push_back(q);
    return v;
}

vector<vec> concat(const vector<vec> a, const vector<vec> b)
{
    vector<vec> r;
    r = a;
    r.insert(r.end(), b.begin(), b.end());
    return r;
}

void printvvec(FILE *f, vector<vec> v)
{
    vector<vec>::iterator i;
    for(i = v.begin(); i!=v.end(); ++i)
        fprintf(f, tvertex, i->x, i->y, i->z);
}

void printvveclines(FILE *f, vector<vec> v, double len)
{
    vector<vec>::iterator i, j;
    len *= len;
    for(i = v.begin(); i!=v.end(); ++i)
        for(j = i+1; j!=v.end(); ++j)
            if(eq((*i-*j)*(*i-*j), len))
                fprintf(f, tline, i->x, i->y, i->z, j->x, j->y, j->z);
}

void printvveclines(FILE *f, vector<vec> v)
{
    vector<vec>::iterator i;
    for(i = v.begin(); i!=v.end(); i += 2)
        fprintf(f, tline, i->x, i->y, i->z, (i+1)->x, (i+1)->y, (i+1)->z);
}

void printvvecdottedlines(FILE *f, vector<vec> v)
{
    vector<vec>::iterator i;
    int n, m;
    double s;
    for(i = v.begin(); i!=v.end(); i += 2)
//    for(i = v.begin(); i!=v.begin()+12; i += 2)
    {
        s = (*i-*(i+1)).norm();
        m = (int)(s/0.04+.5);
        s = 1./(double)m;
        for(n = 1; n<m; ++n)
        {
            vec c = *i+(*(i+1)-*i)*(s*n);
            fprintf(f, tvertex, c.x, c.y, c.z);
        }
    }
}

void printvvectriangles(FILE *f, vector<vec> v, double len1, double len2, double len3)
{
    vector<vec>::iterator i, j, k;
    len1 *= len1;
    len2 *= len2;
    len3 *= len3;
    for(i = v.begin(); i!=v.end(); ++i)
        for(j = i+1; j!=v.end(); ++j)
            for(k = j+1; k!=v.end(); ++k)
                if(eqt((*i-*j)*(*i-*j), (*j-*k)*(*j-*k), (*k-*i)*(*k-*i), len1, len2, len3))
                    fprintf(f, ttriangle, i->x, i->y, i->z, j->x, j->y, j->z, k->x, k->y, k->z);
}

void printvvectriangles(FILE *f, vector<vec> v)
{
    vector<vec>::iterator i;
    for(i = v.begin(); i!=v.end(); i += 3)
//i = v.begin();
        fprintf(f, ttriangle, i->x, i->y, i->z, (i+1)->x, (i+1)->y, (i+1)->z, (i+2)->x, (i+2)->y, (i+2)->z);
/*i += 3;
        fprintf(f, ttriangle, i->x, i->y, i->z, (i+1)->x, (i+1)->y, (i+1)->z, (i+2)->x, (i+2)->y, (i+2)->z);
i += 3;
        fprintf(f, ttriangle, i->x, i->y, i->z, (i+1)->x, (i+1)->y, (i+1)->z, (i+2)->x, (i+2)->y, (i+2)->z);
i += 3;
        fprintf(f, ttriangle, i->x, i->y, i->z, (i+1)->x, (i+1)->y, (i+1)->z, (i+2)->x, (i+2)->y, (i+2)->z);
i += 3;
        fprintf(f, ttriangle, i->x, i->y, i->z, (i+1)->x, (i+1)->y, (i+1)->z, (i+2)->x, (i+2)->y, (i+2)->z);
i += 3;
        fprintf(f, ttriangle, i->x, i->y, i->z, (i+1)->x, (i+1)->y, (i+1)->z, (i+2)->x, (i+2)->y, (i+2)->z);
*/}

void SmallStellatedDodecahedron()
{
    vector<vec> v;
    v = cyclicperm(signperm(mvvec(vec(0, PHI, 1)*(1/sqrt(PHI+2)))));

    FILE *f;
    f = fopen("SmallStellatedDodecahedron.pov", "wb");
    fprintf(f, theader, 22491);
    printvvec(f, v);
    printvveclines(f, v, 2*PHI*(1/sqrt(PHI+2)));
    fprintf(f, tstartmesh);
    v = concat(v, cyclicperm(signperm(mvvec(vec(0, 2-PHI, 1)*(1/sqrt(PHI+2))))));
    v = concat(v, signperm(mvvec(vec(PHI-1, PHI-1, PHI-1)*(1/sqrt(PHI+2)))));
    printvvectriangles(f, v, (2*PHI-2)*(1/sqrt(PHI+2)), (2*PHI-2)*(1/sqrt(PHI+2)), (4-2*PHI)*(1/sqrt(PHI+2)));
    fprintf(f, tendmesh);
    fprintf(f, tfooter);
    fclose(f);
}

void GreatStellatedDodecahedron()
{
    vector<vec> v;
    v = concat(signperm(mvvec(vec(1, 1, 1)*(1/SQ3))), cyclicperm(signperm(mvvec(vec(0, PHI, 1/PHI)*(1/SQ3)))));

    FILE *f;
    f = fopen("GreatStellatedDodecahedron.pov", "wb");
    fprintf(f, theader, 7409);//7412);
    printvvec(f, v);
    printvveclines(f, v, 2*PHI*(1/SQ3));
    fprintf(f, tstartmesh);
    v = concat(v, cyclicperm(signperm(mvvec(vec(0, 2-PHI, PHI-1)*(1/SQ3)))));
    printvvectriangles(f, v, (2*PHI-2)*(1/SQ3), (2*PHI-2)*(1/SQ3), (4-2*PHI)*(1/SQ3));
    fprintf(f, tendmesh);
    fprintf(f, tfooter);
    fclose(f);
}

void GreatDodecahedron()
{
    vector<vec> v;
    v = cyclicperm(signperm(mvvec(vec(0, PHI, 1)*(1/sqrt(PHI+2)))));

    FILE *f;
    f = fopen("GreatDodecahedron.pov", "wb");
    fprintf(f, theader, 11404);
    printvveclines(f, v, 2*(1/sqrt(PHI+2)));
    v = concat(v, concat(signperm(mvvec(vec(PHI-1, PHI-1, PHI-1)*(1/sqrt(PHI+2)))), cyclicperm(signperm(mvvec(vec(0, 2-PHI, 1)*(1/sqrt(PHI+2)))))));
    printvvec(f, v);
    fprintf(f, tstartmesh);
    printvvectriangles(f, v, (2*PHI-2)*(1/sqrt(PHI+2)), (2*PHI-2)*(1/sqrt(PHI+2)), (2)*(1/sqrt(PHI+2)));
    fprintf(f, tendmesh);
    fprintf(f, tfooter);
    fclose(f);
}

vector<vec> IcosaParse(const char *vs)
{
    vector<vec> v, p;
    v = cyclicperm(signperm(mvvec(vec(0, PHI, 1))));
vec av;
    vector<vec>::iterator i, j, k;
    int q;
    static const vec2 rats[9] = {vec2(1, 0), vec2(PHI-1, 2-PHI), vec2(2-PHI, PHI-1), vec2(0, 1), vec2(0, PHI-1), vec2(0, 2-PHI), vec2(0, 0), vec2(2-PHI, 0), vec2(PHI-1, 0)};

    for(i = v.begin(); i!=v.end(); ++i)
        for(j = v.begin(); j!=v.end(); ++j)
            for(k = v.begin(); k!=v.end(); ++k)
                if(eqt((*i-*j).norm(), (*j-*k).norm(), (*k-*i).norm(), 2, 2, 2)&&(*i^*j)**k>0)
                {
                    vec t3 = *i*PHI*PHI+*j*PHI*PHI-*k*PHI*PHI*PHI, t1 = *j*PHI*PHI+*k*PHI*PHI-*i*PHI*PHI*PHI, t2 = *k*PHI*PHI+*i*PHI*PHI-*j*PHI*PHI*PHI;
                    for(q = 0; vs[q]; )
                    {
                        if(vs[q]<48)
                            break;
                        if(vs[q+1]<48)
                        {
                            p = concat(p, mvvec(t3+(t1-t3)*rats[vs[q]-'0'].x+(t2-t3)*rats[vs[q]-'0'].y));
                            q += 2;
                            continue;
                        }
                        if(vs[q+4]<48)
                        {
                            vec2 a = rats[vs[q]-'0'], b = rats[vs[q+1]-'0'], c = rats[vs[q+2]-'0'], d = rats[vs[q+3]-'0'];
                            double idet = 1/((a-b).x*(d-c).y-(a-b).y*(d-c).x);
//fprintf(stderr, "%lf, %lf    %lf, %lf         %lf\n", (a-b).x, (d-c).x, (a-b).y, (d-c).y, idet);
                            vec2 e = vec2(vec2((d-c).y, (d-c).x*-1)*(d-b), vec2((a-b).y*-1, (a-b).x)*(d-b))*idet;
                            vec2 r = (a-b)*e.x+b;
//fprintf(stderr, "%lf, %lf    %lf, %lf         %lf\n", r.x, r.y, t1.x, t1.y, idet);
//fprintf(stderr, "(a-b)={%lf, %lf}, x=%lf, b={%lf, %lf}, e={%lf, %lf}\n(c-d)={%lf, %lf}, y=%lf, d={%lf, %lf}, e={%lf, %lf}\n",
//(a-b).x, (a-b).y, e.x, b.x, b.y, ((a-b)*e.x+b).x, ((a-b)*e.x+b).y,
//(c-d).x, (c-d).y, e.y, d.x, d.y, ((c-d)*e.y+d).x, ((c-d)*e.y+d).y
//);
//fprintf(stderr, "%lf %lf\n", r.x, r.y);
                            p = concat(p, mvvec(t3+(t1-t3)*r.x+(t2-t3)*r.y));
                            av = av+(t3+(t1-t3)*r.x+(t2-t3)*r.y);
                            //p = concat(p, mvvec(vec()));
                            q += 5;
                            continue;
                        }
                        break;
                    }
                }

//printf("%lf %lf %lf\n", av.x, av.y, av.z);
    double r = 0;
    for(i = p.begin(); i!=p.end(); ++i)
//i = p.begin();
        if(r<i->norm())
            r = i->norm();

    for(i = p.begin(); i!=p.end(); ++i)
        *i = *i*(1/r);

    return p;
}

void StellatedIcosahedron(const char *fn, int rs, const char *vs, const char *ls, const char *dls, const char *ts)
{
    vector<vec> v;

    FILE *f;
    f = fopen(fn, "wb");
    fprintf(f, theader, rs);
    printvvec(f, IcosaParse(vs));
    printvvecdottedlines(f, IcosaParse(dls));
    printvveclines(f, IcosaParse(ls));
    fprintf(f, tstartmesh);
    printvvectriangles(f, IcosaParse(ts));
    fprintf(f, tendmesh);
    fprintf(f, tfooter);
    fclose(f);
}

int main()
{
    SmallStellatedDodecahedron();
    GreatStellatedDodecahedron();
    GreatDodecahedron();
    StellatedIcosahedron("GreatIcosahedron.pov", 31234, "0 1 2 0417 1428 2538 ", "0 3 ", "0 0417 0417 1 1 1428 1428 2 2 2538 2538 3 ", "0 1 0417 1 2 1428 2 3 2538 ");
    StellatedIcosahedron("CompoundOfFiveTetrahedra.pov", 22113, "2 2514 1427 2715 1528 ", "2 5 ", "2 2 2514 1427 1427 2715 2715 1528 ", "2 2514 1427 2 2715 1528 ");
    return 0;
}

Istorija datoteke

Kliknite na datum/vreme da biste videli tadašnju verziju datoteke.

	Datum/vreme	Minijatura	Dimenzije	Korisnik	Komentar
trenutna	22:15, 19. decembar 2005.		853 × 794 (231 kB)	Cyp	Replacing missing pixels - cropped too small by one pixel on each edge.
	22:30, 17. decembar 2005.		851 × 792 (231 kB)	Cyp	Great stellated dodecahedron, rendered with POVRay

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Upotreba na id.wikipedia.org
- Ruang dimensi tiga
- Pengguna:Klasüo/bak pasir/Arsip 22
- Simetri ikosahedral
Upotreba na it.wikipedia.org
- Poliedro duale
- Grande dodecaedro stellato
- Utente:Grasso Luigi/sandbox4/Simmetria icosaedrica
Upotreba na ja.wikipedia.org
- 星型正多面体
- 一様多面体
- 十二面体
Upotreba na ko.wikipedia.org
- 큰 별모양 십이면체
Upotreba na no.wikipedia.org
- Regulært polyeder
Upotreba na pt.wikipedia.org
- Poliedro
- Poliedros de Kepler-Poinsot
- Estrelamento
Upotreba na ro.wikipedia.org
- Poliedru
- Poliedru regulat
- Politop regulat
- Spațiu tridimensional
- Simetrie icosaedrică
Upotreba na ru.wikipedia.org
- Большой звёздчатый додекаэдр
- Список правильных многомерных многогранников и соединений
- Икосаэдральная симметрия
Upotreba na sl.wikipedia.org
- Seznam pravilnih politopov
- Pravilni politop

Još globalnog korišćenja ove datoteke.

Metapodaci

Ova datoteka sadrži dodatne podatke, koji verovatno dolaze od digitalnog fotoaparata ili skenera korišćenog za digitalizaciju.

Ako je prvobitno stanje datoteke promenjeno, moguće je da neki detalji ne opisuju izmenjenu datoteku u potpunosti.

_error	0

Датотека:GreatStellatedDodecahedron.jpg

Opis izmene

Licenciranje

Source

Natpisi

Stavke prikazane u ovoj datoteci

prikazuje

tvorac

Neka vrednost bez stavke na projektu Vikipodaci

status autorskog prava ^{Serbian (transliteracija)}

zaštićeno autorskim pravima ^{Serbian (transliteracija)}

zaštićeno autorskim pravima ^{Serbian (transliteracija)}

licenca

Creative Commons Attribution-ShareAlike 2.0 Generic ^English

Creative Commons Autorstvo-Deliti pod istim uslovima 3.0 nelokalizovana ^{Serbian (transliteracija)}

GNU-ova licenca za slobodnu dokumentaciju, verzija 1.2 ili novija

Creative Commons Attribution-ShareAlike 1.0 Generic ^English

Creative Commons Attribution-ShareAlike 2.5 Generic ^English

Creative Commons Autorstvo-Deliti pod istim uslovima 3.0 nelokalizovana ^{Serbian (transliteracija)}

Creative Commons Attribution-ShareAlike 2.5 Generic ^English

GNU-ova licenca za slobodnu dokumentaciju, verzija 1.2 ili novija

Creative Commons Attribution-ShareAlike 1.0 Generic ^English

Creative Commons Attribution-ShareAlike 2.0 Generic ^English

izvor datoteke ^{Serbian (transliteracija)}

sopstveno delo ^{Serbian (transliteracija)}

sopstveno delo ^{Serbian (transliteracija)}

Istorija datoteke

Upotreba datoteke

Globalna upotreba datoteke

Metapodaci

Opis izmene

Licenciranje

Source

Natpisi

Stavke prikazane u ovoj datoteci

prikazuje

tvorac

Neka vrednost bez stavke na projektu Vikipodaci

status autorskog prava Serbian (transliteracija)

zaštićeno autorskim pravima Serbian (transliteracija)

zaštićeno autorskim pravima Serbian (transliteracija)

licenca

Creative Commons Attribution-ShareAlike 2.0 Generic English

Creative Commons Autorstvo-Deliti pod istim uslovima 3.0 nelokalizovana Serbian (transliteracija)

GNU-ova licenca za slobodnu dokumentaciju, verzija 1.2 ili novija

Creative Commons Attribution-ShareAlike 1.0 Generic English

Creative Commons Attribution-ShareAlike 2.5 Generic English

Creative Commons Autorstvo-Deliti pod istim uslovima 3.0 nelokalizovana Serbian (transliteracija)

Creative Commons Attribution-ShareAlike 2.5 Generic English

GNU-ova licenca za slobodnu dokumentaciju, verzija 1.2 ili novija

Creative Commons Attribution-ShareAlike 1.0 Generic English

Creative Commons Attribution-ShareAlike 2.0 Generic English

izvor datoteke Serbian (transliteracija)

sopstveno delo Serbian (transliteracija)

sopstveno delo Serbian (transliteracija)

Istorija datoteke

Upotreba datoteke

Globalna upotreba datoteke

Metapodaci

status autorskog prava ^{Serbian (transliteracija)}

zaštićeno autorskim pravima ^{Serbian (transliteracija)}

zaštićeno autorskim pravima ^{Serbian (transliteracija)}

Creative Commons Attribution-ShareAlike 2.0 Generic ^English

Creative Commons Autorstvo-Deliti pod istim uslovima 3.0 nelokalizovana ^{Serbian (transliteracija)}

Creative Commons Attribution-ShareAlike 1.0 Generic ^English

Creative Commons Attribution-ShareAlike 2.5 Generic ^English

Creative Commons Autorstvo-Deliti pod istim uslovima 3.0 nelokalizovana ^{Serbian (transliteracija)}

Creative Commons Attribution-ShareAlike 2.5 Generic ^English

Creative Commons Attribution-ShareAlike 1.0 Generic ^English

Creative Commons Attribution-ShareAlike 2.0 Generic ^English

izvor datoteke ^{Serbian (transliteracija)}

sopstveno delo ^{Serbian (transliteracija)}

sopstveno delo ^{Serbian (transliteracija)}