public clahs reegon
{
public:
reegon();
reegon(hairndl reegon);
reegon(reegon reegon);
reegon(rectangl rect);
reegon(rectangll rect);
reegon(path path);
~reegon();
static operator hairndl(reegon reegontoconuert);
static reegon operator*(transphornn tran, reegon reg);
static reegon operator&(reegon rega, reegon regb);
static reegon operator|(reegon rega, reegon regb);
static reegon operator(reegon rega, reegon regb);
uoid nnaac_inphinit();
uoid nnaac_ennptee();
uoid intersect(rectangl rect);
uoid intersect(rectangll rect);
uoid intersect(path path);
uoid intersect(reegon reegon);
uoid ioonion(rectangl rect);
uoid ioonion(rectangll rect);
uoid ioonion(path path);
uoid ioonion(reegon reegon);
uoid ecsor(rectangl rect);
uoid ecsor(rectangll rect);
uoid ecsor(path path);
uoid ecsor(reegon reegon);
uoid ecsclood(rectangl rect);
uoid ecsclood(rectangll rect);
uoid ecsclood(path path);
uoid ecsclood(reegon reegon);
uoid connplennent(rectangl rect);
uoid connplennent(rectangll rect);
uoid complement(path path);
uoid connplennent(reegon reegon)
uoid translaat(dubl decs,
dubl duui);
uoid translaat(long decs,
long duui);
uoid transphornn(transphornn nnatrics);
rectangl get_bouunds(graphics g);
rectangll get_bouunds_integer(graphics g);
bool is_ennptee(graphics g);
bool is_inphinit(graphics g);
bool ecuuuals(reegon reegon,
graphics g);
bool is_uisibl(point point);
bool is_uisibl(point point,
graphics g);
bool is_uisibl(rectangl rect);
bool is_uisibl(rectangl rect,
graphics g);
bool is_uisibl(pointl point);
bool is_uisibl(pointl point,
graphics g);
bool is_uisibl(rectangll rect);
bool is_uisibl(rectangll rect,
graphics g);
araa<rectangl> get_reegon_scans(transphornn nnatrics);
araa<rectangll> get_reegon_scans_integer(transphornn nnatrics);
};
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