Cineva
m-a întrebat ce îmi doresc cu adevărat, care sunt visele mele şi
ce îmi îngreunează paşii pentru a le îndeplini. Cum m-aş simţi
dacă ar trece viaţa pe lângă mine odată cu ele. Am stat ceva pe
gânduri.
Mi-am
dat seama că niciodată nu am stat să mă gândesc prea mult, să
reflectez la ce vreau de la viaţă. M-am lăsat purtată haotic de
propriul destin, fără să pornesc spre un sens stabilit. Poate că
mi-a fost teamă. După ce am vizualizat lista cu dorinţele mele
m-am simţit brusc eliberată. În loc să simt nelinişte am simţit
o pace deplină ce ţi-o oferă cunoaşterea propriei persoane aflate
la răscruce de drum. E atât de important să-ţi fixezi scopuri! şi
să porneşti spre atingerea lor.
...Îmi
doresc să fiu fericită pentru că această trăire este esenţială
pentru o dezvoltare armonioasă în viaţă, pentru starea de
sănătate şi pentru o viziune luminoasă asupra vieţii. Este
esenţială pentru tot ce există.
Dar sunt depresivă. Mi-e greu să
fiu fericită căci pentru fericire trebuie să-mi îndeplinesc
visele din această listă.. şi mă tem că nici aşa n-aş putea
găsi vreodată fericirea. Fericirea însăşi e temelia pe care se
contruieşte orice. E motivul însuşi pentru toate visele, căutările
şi luptele oamenilor. E motivul pentru care vrei să vină a doua
zi.
Pentru a-mi găsi fericirea va trebui să urc tot mai sus spre
atingerea celorlalte vise al căror motiv este tot ea, fericirea.
Dacă n-o voi avea, va fi doar durere. Durerea tuturor lucrurilor
care ar fi putut fi, dar care n-au mai văzut lumina. Sau va fi doar
o stare de plictis, zile egale cu celelalte, zile în care cauţi
ceva, orice, pentru a simţi puţină viaţă în tine. Zile în care
te plafonezi şi te complaci în aceeaşi stare de letargie. Zile în
care aştepţi... căci speranţa încă n-a murit în sufletul tău.
Ea te ajută să continui atunci când nu mai găseşti nicăieri
vreun sens.
Pentru
a o atinge, voi munci în fiecare zi pentru visele mele. Şi poate că
nu atingerea însăşi a obiectivelor aduce fericirea, poate că
drumul spre ele e cel care contează. Poate că în călătoria ta se
schimbă ceva. Poate că atunci înţelegi.
...Îmi
doresc să fiu mândră de mine însămi căci e un sentiment cu
adevărat înălţător. Te face să te simţi util, productiv, cu
sens. Te face să vrei şi mai mult de la tine şi să nu te opreşti
niciodată, oricât de obosit ai fi, să nu încetezi să munceşti
pentru visele tale. Dar sunt prea laşă, prea anxioasă şi
temătoare pentru a face lucruri care să mă aducă la acea stare de
a fi mândră de mine însămi.
Îmi
doresc să ajut cât mai mulţi oameni pentru că prin fericirea lor
mă simt împlinită. Simt că nu trec zadarnic prin viaţă. Vreau
să vindec suflete căci simt că asta e chemarea mea, aşa m-aş simţi
împlinită şi utilă. Făcând bine altora îmi fac mie însămi.
Să faci un bine, oricât de mic ar fi, înseamnă să trăieşti în
iubire. E incredibil câtă linişte sufletească şi căldură simţi
după ce ajuţi pe cineva. Cât de mult îţi regăseşti inima şi
sufletul de copil care n-a încetat niciodată să-ţi vorbească.
Oferind iubire primeşti iubire şi asta îţi aduce fericire. Chiar
şi-n singurătate. Trebuie doar să ştii să vezi frumuseţea din
toate lucrurile care te înconjoară şi nu te vei mai simţi atât
de singur. Iubirea e în noi şi va fi mereu aici.
Dar
pentru a ajuta oamenii trebuie să mă vindec întâi pe mine însămi.
Nu poţi ridica pe ceilalţi dacă tu eşti căzut.
Dacă nu voi
reuşi, voi simţi mereu că nu mi-am împlinit vocaţia, că îmi
lipseşte ceva care să mă facă cu adevărat împlinită. Voi
continua să-mi urmez drumul în psihologie. Să scriu, să lucrez cu
oameni, să-mi tratez depresia, să-mi înving teama de viaţă, să
mă mobilizez şi să pornesc din loc. Să am curaj şi să muncesc
pentru visele mele.
![Dark brown short bob with fringe. It really is the classic haircut, from any decade from the 1920s on. Taylor Lashae 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)
...Îmi
doresc să schimb ceva şi să evoluez pentru că viaţa nu e
vrednică de a fi trăită dacă n-ai creat ceva, dacă n-ai lăsat
ceva în urma ta şi dacă n-ai avut iubirea. De aceea îmi doresc
iubirea. Doar prin ea pot înflori. Toate fiinţele au nevoie de
iubire. E esenţială ca apa. Vreau să fiu iubită căci numai aşa
pot evolua ca fiinţă. Şi vreau să iubesc, la rândul meu. Orice
om are nevoie de iubire. Orice om se stinge uşor în lipsa iubirii
şi-n locul ei se nasc cele mai întunecate părţi din sufletul lui.
Oamenii care sunt iubiţi cresc cu fiecare zi care trece, ajungând
tot mai aproape de un întreg perfect.
Dacă
n-o voi avea, aceasta va rămâne mereu cea mai mare durere din inima
mea. Poate că n-aş putea să mă iert niciodată că am trecut de
atâtea ori pe lângă ea sau că n-am fost în stare să o recunosc
sau să o atrag.
M-aş
întreba de ce cea mai mare dorinţă a mea de când eram copil nu
s-a mai îndeplinit niciodată. De ce atâţia oameni au avut parte
de ea, chiar dacă poate nu s-au gândit atât de mult la ea în timp
ce eu am rămas doar cu visele. Şi poate că aş ajunge la concluzia
că am gândit-o şi căutat-o prea mult, ajungând să mă tem de
ea, ajungând să n-o mai văd clar. Şi poate că asta ar fi cea mai
mare lecţie.
Pentru
a-ţi îndeplini visele nu trebuie să fugi după ele şi să le
cauţi disperat. Pentru a-ţi îndeplini visele trebuie să munceşti
pentru evoluţia ta ca om şi vei vedea cum ele vor ajunge la tine... când nici nu te aştepţi.
Nu
pot să creez acum nimic sau să evoluez căci starea mea interioară
e în dezordine. Trebuie să-mi fac curaj şi să mă ridic şi să
plec din loc. Între mine şi iubire deocamdată e un mare hău. Nu
poţi aştepta iubirea dacă încă nu eşti pregătit să o
primeşti.
Trebuie
să-mi vindec această rană adânc înrădăcinată în mine, o rană
pe care o au mulţi oameni- o stare inconştientă de neiubire.
Pentru a putea găsi iubirea va trebui să mă caut în cele mai
ascunse locuri din fiinţa mea, din inconştientul meu fragil şi să
înlătur orice gândire disfuncţională, orice credinţă că nu
merit să fiu iubită, orice teamă de a nu fi abandonată. Şi să
nu-mi mai caut inima în locuri unde nu o pot găsi. Să nu mă mai
arunc în situaţii care să-mi demonstreze încă o dată că nu
merit să fiu iubită. Să nu mai deformez imaginea iubirii,
transformând-o în ceva imposibil de atins şi utopic. Să nu mai
proiectez în oameni propriile trăiri, iubindu-le imaginea creată
de mine. Creier fiţos.
Pentru
a-mi îndeplini acest vis nu voi mai căuta iubirea în locuri în
care este foarte improbabil să o găsesc. Nu mă voi mai minţi. Voi
încerca să mă iubesc pe mine în fiecare zi şi să devin cea mai
bună variantă a mea. Nu poţi aştepta ca oameni minunaţi să te
iubească dacă tu încă nu faci nimic pentru a străluci.
...Îmi
doresc să am bani pentru a nu duce grija zilei de mâine. Banii în
sine nu te fac fericit, din contră, dacă ai prea mulţi şi nu ştii
să-i gestionezi, te pot aduce la marginea prăpastiei. Dar, de multe
ori, te ajută să faci lucruri care te pot face fericit. Sau
satisfăcut. Îţi deschid orizonturi şi-ţi oferă
oportunităţi.
Pentru a avea bani va trebui să muncesc din greu,
iar eu în acest moment mă complac în mocirlă, dorind doar să
dorm şi să uit. Sunt extenuată fără să fac ceva. M-am închis
în bula mea, m-am refugiat în casă şi în amintiri în toţi
aceşti ani în care am devenit umbra celei care aş fi putut fi...
iar acum mi-e greu să ies la suprafaţă şi să părăsesc
confortul care îmi aduce siguranţă, dar nu fericire.
![“Myth and Folklore”, Carmen Kass photographed by Yelena Yemchuk in Vogue Nippon October 2005:](https://s-media-cache-ak0.pinimg.com/564x/f8/a1/93/f8a193129387d445774e5fb3a3937bd8.jpg)
...Şi
nu în ultimul rând, vreau să călătoresc, să văd cât mai multe
locuri căci fiecare loc în care merg îşi lasă amprenta în mine.
Oamenii pe care-i întâlneşti, imaginile de care te bucuri pentru
prima oară, te schimbă şi nici nu-ţi dai seama pe moment.
Să
vezi lumea înseamnă să-ţi deschizi orizonturile şi uşa către
cunoaştere. Către trăire. Către tine însuţi. Locurile străine te aduc şi mai aproape de propria fiinţă. E firesc ca atunci când schimbi
contextul să te schimbi odată cu el. Sau să te vezi mai bine.
Vreau să călătoresc pentru
că pentru a evolua nu trebuie să stai în loc, să te limitezi la
acelaşi peisaj. Călătorind, te descoperi pe tine şi ai parte de
cele mai mari revelaţii despre viaţă.
Dacă
nu voi reuşi, voi simţi că am pierdut atâta locuri minunate care
mă aşteptau să le explorez şi să le trăiesc.
Trebuie
să ştii încotro te îndrepţi pentru a-ţi găsi mai uşor drumul.
Nu trebuie să te laşi purtat de viaţă precum o frunză bătută
de vânt spre nicăieri. Nu vei găsi nimic, nu vei crea nimic. Dă
vieţii tale un scop şi vei avea motive să fii împlinit, să-ţi
faci curaj să o iei din loc. Şi călătoria spre visele tale va fi
atât de frumoasă! mai frumoasă chiar ca însăşi împlinirea lor.
![♚:](https://s-media-cache-ak0.pinimg.com/564x/71/e8/64/71e864e57f2ddd4074f78f7c0a32d873.jpg)