My dearest,
Why be sad on New Year?
Why shed a precious tear?
The end of past is so near
Beginnings can't you hear?
Life may be unfair as it is so
Tonight, let every pain just go
Struggle, disillusion you know
To hopelessness don't kowtow
Tonight, a new cloth to weave
Do not add reasons to grieve
New dream for heart to receive
Just let it go, hope to perceive
Life is beautiful, you must fight
Hold on to your courage tight
Don't underestimate spirit's might
Look forward to Future so bright.
True Gift
A gift is a basket of laughter
Where all good times gather
A gift is a big bowl of smile
Memories more than a mile
A gift is thick bouquet of sigh
Romances flying way up high
A gift is warm blanket of fear
Where rare peace I hold dear
A gift is crystal glass of doubt
Confused as what is life about
A gift is a teacup full of tears
Pains and griefs no one hears
A gift is able to feel the free air
Love anger hope and despair
A gift is chance to live and strive
Despite all continue to thrive
Lilian Dipasupil Kunimasa was born January 14, 1965, in Manila Philippines. She has worked as a retired Language Instructor, interpreter, caregiver, secretary, product promotion employee, and private therapeutic masseur. Her works have been published as poems and short story anthologies in several language translations for e-magazines, monthly magazines, and books; poems for cause anthologies in a Zimbabwean newspaper; a feature article in a Philippine newspaper; and had her works posted on different poetry web and blog sites. She has been writing poems since childhood but started on Facebook only in 2014. For her, Poetry is life and life is poetry.
Lilian Kunimasa considers herself a student/teacher with the duty to learn, inspire, guide, and motivate others to contribute to changing what is seen as normal into a better world than when she steps into it. She has always considered life as an endless journey, searching for new goals, and challenges and how she can in small ways make a difference in every path she takes. She sees humanity as one family where each one must support the other and considers poets as a voice for truth in pursuit of equality and proper stewardship of nature despite the hindrances of distorted information and traditions.
PROMISE LITTLE, BUT DO MUCH
Learning foreign languages is like becoming a completely different person. I understood the meaning of these words during my language studies.
In September 2015, from the 5th grade, we were taught English, and our first lesson began with the words of our teacher: "To have another language is to possess a second soul," that is, "Knowing another language is having a second soul". Although I did not understand the meaning of these words, which I heard for the first time in this language, they gave me a special feeling. From that day on, I had a desire to learn English perfectly and to become an expert in this subject in the future.
Over the past years, I have sincerely tried to learn the English language perfectly, and as a result, I have taken pride of place in many competitions and science Olympiads. In particular, during the 2018-2019 academic year, "What do you know about China?" was held at the republican level in cooperation with Dono Publishing LLC and the Embassy of the People's Republic of China in Uzbekistan. Participating in the competition, I took pride in my place and received a diploma and two valuable gifts: a tablet and a printer.
Also, in April 2020, at the initiative of President Shavkat Miromonovich Mirziyoyev, I took the proud 1st place in the online olympiad in the English language among 9th graders held by the Fergana regional administration and a number of other organizations, and I received a diploma, a letter of thanks from the governor, and a collection of more than 50 books, which are considered the most valuable and precious gift for me. I started preparing for the international IELTS exam in January 2021, and in September I passed the exam to test my knowledge and got a B2 level. Of course, it was not easy to achieve all these achievements. I had a lot of sleepless nights when I struggled to learn. But my great goal, which always motivates me and encourages me to move forward, is to study in foreign higher education institutions and share the knowledge I have acquired with the youth of our country. It was also to justify the trust of my parents and teachers.
Over the years, I have not only learned another language, but my thinking has also changed completely. One of the main reasons for this is that I read many books written in English. Also, as a result of my online conversations with my foreign friends and peers, I got a lot of information about their lifestyle and education system. My teachers and friends have often pointed out that my worldview has expanded a lot during this time.
In order to take the first step toward fulfilling my dreams of several years, in April 2022, I applied and was accepted to the bachelor's degree program at the University of Arizona in the United States of America. At the same time, I became the owner of a grant in the amount of 88,000 US dollars. After that, I applied to the "El-Yurt Umidi" foundation scholarship competition and was accepted to the 2nd stage interview stage. But for some reasons, I decided to study my bachelor's degree in Uzbekistan and then my master's and PhD degrees on abroad. I don't regret it too much, because in August 2022, after successfully passing the university entrance exams, I was accepted to study at the Namangan State Pedagogical Institute on the basis of a 100% scholarship.
Even after entering the study, I achieved many achievements; for example, I participated in the "Speech Contest" organized by our institute in November, took pride in my place, and received a diploma and a present. My first article was published in the 1st issue of 2022 of the "Education and Development" scientific-methodical magazine on the topic "Vocabulary Learning Strategies of Secondary School Students." I also became a certificate holder by participating in an online course on Python at the "Digital Generation IT Camp 2023," held on January 5–9. Apart from this, I have become a certified WordUp coach on January 8th in 2023. Besides that during April 4-8 as part of the World Bank's project "Strengthening the Social Protection System of the Population", I participated in a 35 hour seminar-training on the topic "One step to entrepreneurship" and received a certificate upon completion. On may 5th I participated in Climate Science Olympiad 2023 and became quarter finalist. At the same day, my second article has been published on the 1st issue of 2023 "Scientific Journals of Talented Students" scientific-methodical magazine on the topic "Using English songs to improve listening comprehension of young students".
In the future, I would be very happy if I could contribute to the education of young people in my conuntry who want to learn the language, and at the same time, I could give them my modest support to develop and achieve high goals in this field.The 21st century is the age of information technology. Currently, 63% of the information available on the Internet is in English, and the best literature in any field in the world is written in English. I also have the intention of skillfully translating this information and these books into Uzbek language.
In conclusion, as I literally open the window of opportunities in our independent Uzbekistan, I convince myself that I am not taking a step without a purpose and I keep walking up the stairs to achieve my goals.
Mamadaliyeva Sarvinoz Azamat qizi
Student of Namangan State Pedagogical Institute
Abstract: This article provides a general and detailed overview of the area of definition and values that many readers find difficult. The ability to find answers to simple and complex functions using convenient methods is introduced.
Key words: Domain of definition, domain of values, quadratic function, trigonometric functions, linear functions
Another important issue that always comes to our mind is related to the manners, behavior and, in a word, worldview of our youth. Today, times are changing rapidly. Those who feel these changes the most are young people. Let the youth be in harmony with the demands of their time. But at the same time, he should not forget his identity. Let the call of who we are, the descendants of great people always echo in the heart of the file and encourage us to stay true to ourselves. What can we achieve? Education, education and only education. (I.A. Karimov.)
Every person wants the science he studies to be more perfect and looks for its favorable aspects, works tirelessly on himself, as it can be seen that every science and field has its own difficulties and aspects to consider. For example, let’s look at mathematics, from afar it seems difficult and sometimes impossible, but if we look closely at mathematics, it becomes much easier to understand its beauty and meaning. As a proof of this, we will provide information about the simplest and most convenient methods of defining functions and examples in the field of values in mathematics. First, “What is a domain of definition and a domain of values?” Let’s form general ideas about this concept. That is, we do not abstract certain concepts in our brain with the rule. Actually the rule confuses the point, this is my personal opinion.
The field of definition is the values that the function can accept, and the expression formed by these values is called the field of values of the function. As a clear example of this, we will get acquainted with the following functions. First, let’s get acquainted with examples related to the field of detection.
1 The domain of linear quadratic and cubic functions like …. is always . This is simply because there are no exceptions to the values can accept.
2. What is the domain of the function? We find a solution to this as follows. It cannot accept only the number 0 in the denominator. That is, it satisfies all values other than 0. We set the condition . This results in the following inequality. We remove the number 0 from the numbers up to and get the following inequality.
Answer: D=(-∞; 0) (0; ∞)
3. Let’s find the field of definition for the function. In this case, we work as and get . That is, when the denominator takes the number 2, it remains 0, so the number 2 should be removed from the inequality.
Answer: .
4. Find the domain of the function zzzz
1) we do not pay attention to in the picture. We only find the definition area for the denominator. The domain of definition in the denominator is valid for an entire function.
2) is formed
3) We remove the numbers 2 and 1 from the numbers (-∞; ∞). And the following inequality is formed.
Answer:
5. Let’s pay attention to the definition area of the function . For functions under even roots, the only condition is enough. And the following answer is formed.
Answer:
6. Find the area where is defined
1) is formed
Answer:
7. Find the domain of the function f(x).
1) we apply the expression under the root according to the above rule.
2) We give the condition . Why is the inequality sign > instead of The reason is very simple, if the sign is non-deterministic, a value will be generated that will make the denominator 0, so we specify a non-deterministic sign.
3)
Answer:
8. Find the domain of the function
1) An even number always appears under the module. We can say that this is an invariant axiom. That is, it is an opinion that does not require any proof.
2) So the expression under the module can accept any number.
Answer: (-∞; ∞)
9. Etc., the field of definition of functions of the form takes values (-∞;0) (0; ∞).
Answer:
10. The definition area of . functions is accepts numbers up to That is, is always valid in all values.
Answer:
But there are some exceptional cases. Let’s take a look at them. For example, given a function , a very simple solution is the same as the function with domain of definition. That is, is formed. Don’t get distracted by one thing, it’s not good to rush to assume that the function is always . Regardless of what function is given, we should always pay attention to the values that can take.
Or consider the function .
1) It is enough to find the domain of the function
2) is formed.
The domain of the function is (-∞; ∞), the numbers 3 and 1 are removed and the following answer is obtained.
Answer
Let’s look at examples from the field of values.
1. Find the domain of the function .
1) The example is solved by replacing the expressions and with numbers.
2) this expression has a solution for all real values of It can go on like this.
Answer:
2. Find the domain of the function .
1) A, b, c expression is replaced by a numerical value
2)
3) is derived from the expression.
4) The expression is equal to 0.
5) The expression is substituted for the expression
6)
7) means, after satisfying the condition , the answer is . If , it would be the opposite, i.e.
Answer:
3. Find the domain of the function
1) Let’s think a little through this example condition. When the denominator is 0, the expression has an unacceptable range of values.
2) This expression produces . And this number 0 is removed from the number line. And the following response is generated.
Answer:
4. We try to find the range of values of the expression . Based on the reasoning above, the denominator should not be 0, and we should exclude that number from the answer.
1) is formed
Answer:
5. Find the domain of the function
1) Such examples are actually very simple. It is necessary to understand the way of work, not to memorize it. These simple examples are the basis for working on difficult examples.
Let’s look at the range of values of functions .
1) in these functions, which we have seen above, is an unknown number of arbitrary infinite values.
2) but always has values even when it is any infinite number
Answer:
7. Find the domain of the functions. Among the functions, the most simple way to find the values and the field of determination is precisely these functions.
Answer:
Conclusion: The methods and recommendations given in this article about the examples and problems given in the field of values and the field of definition are very useful. In the society we live in, many things seem complicated, but everything is very easy. It is only necessary to know how to place these complexities in the child’s mind and to have the right psychological approach. Taking into account his nature and thinking, a certain topic should be explained in a childish way in the language he is interested in.
References:
1. Karimov I.A. “A perfect generation is the foundation of the development of Uzbekistan” Tashkent: Spirituality 1997.
2. Jumayev M.E., Tajiyeva Z.G. “Methodology of teaching mathematics in primary grades” Tashkent: science and technology, 2005.
3. Toshboyeva, S. R., & Turg’unova, N. M. (2021). THE ROLE OF MATHEMATICAL OLYMPIADS IN THE DEVELOPMENT OF INDIVIDUAL CONSCIOUSNESS. Theoretical & Applied Science, (4), 247-251.
4. Toshboyeva, S. R., & Shavkatjonqizi, S. M. (2021). Specific ways to improve mathematical literacy in the process of sending students to hinger education. Academicia: An international multidisciplinary research journal, 11(10), 234-240.
5. Toshboyeva, S. R. (2020). Competent approach in teaching probability theory and mathematical statistics. EPRA International Journal of Research and Development (IJRD).
6. Rahmonberdiyevna, T. S., & Soxibovna, A. M. (2021). Techniques for Teaching Elementary Students Rational Numbers and Convenient ways to Perform Operations on Them. International journal of culture and modernity, 11, 283-287.
7. Raxmonberdiyevna, T. S., & Shavkatjonqizi, S. M. (2021). Methods for the development of stochastic competence in mathematics lessons at school. ACADEMICIA: An International Multidisciplinary Research Journal, 11(5), 863-866.
8. Rakhmonberdiyevna, T. S. (2022). CREATIVITY AS A PEDAGOGICAL PROBLEM. Conferencea, 138-141.
9. Rakhmonberdiyevna, T. S. (2022). RESEARCH OF CREATIVE ACTIVITY OF THE FUTURE PRIMARY CLASS TEACHER. Conferencea, 155-157.
10. Rahmonberdiyevna, T. S. (2022). MULOHAZALAR VA PREDIKATLAR USTIDA AMALLAR MAVZUSI BO ‘YICHA BA’ZI MASALALARNI YECHISHNING SODDA YO ‘LLARI. RESEARCH AND EDUCATION, 1(2), 234-237.
11. Тошбоева, С. Р. (2022). БЎЛАЖАК БОШЛАНҒИЧ СИНФ ЎҚИТУВЧИЛАРИНИНГ ИЖОДИЙ ҚОБИЛИЯТЛАРИНИ РИВОЖЛАНТИРИШНИНГ НАЗАРИЙ АСОСЛАРИ. Journal of new century innovations, 4(1), 294-297.
12. Тошбоева, С. Р. (2022). БЎЛАЖАК БОШЛАНҒИЧ СИНФ ЎҚИТУВЧИЛАРНИНГ ИЖОДИЙ ҚОБИЛИЯТЛАРИНИ МАЛАКАВИЙ АМАЛИЁТ ЖАРАЁНИДА РИВОЖЛАНТИРИШНИНГ ПЕДАГОГИК ХУСУСИЯТЛАРИ. Journal of new century innovations, 4(1), 289-293.
13. Toshboeva, S. R., Mallaboeva, B. M., & Yusupova, L. A. K. (2022). LAWS AND THEIR APPLICATION BASED ON SOME INTERESTING COMBINATORIAL PROBLEMS. Oriental renaissance: Innovative, educational, natural and social sciences, 2(10), 1341-1349.
14. Rahmonberdievna, T. S., & Mukhtorovna, M. B. (2022). LAWS AND THEIR APPLICATION BASED ON SOME INTERESTING COMBINATORIAL PROBLEMS.
METHODS OF DRYING FRUIT PRODUCTS, TECHNOLOGY AND THEIR PACKAGING.
Institute of Irrigation and Agricultural Technologies of the National Research University of " TIQXMMI" student Abdurahmonov Lazokat Abduvohid daughter
Abstract: To prevent wastage of fruits, three fruits are processed and dried. It should be dried in a condition that meets the requirements for drying. The selection of packaging containers for dried products is explained in our article.
Key words: Biochemical processes, tissues, water, physical processes, capillaries, diffusion, vitamins, moisture.
When drying fruits, a large amount of moisture in them is lost. The juice strength and osmotic pressure in the cells increase several times, as a result, the development of microorganisms becomes impossible. As a result of the inactivation of enzymes, biochemical processes stop, and the product becomes preserved. The advantage of dried vegetables and fruits over wet fruits and canned products is that it is also a mistake to transport it. Fruit drying cannot be attributed only to the physical process of moisture evaporation. During drying, complex physical and chemical changes occur that depend on the quality of the finished product. Water in fruits is connected differently with tissues. The free water between the cells evaporates as quickly as the moisture on the outer surface. Moisture in small capillaries evaporates with difficulty because it is held by the adsorptive power of the product.
The drying speed increases when the product heats up. At this time, the moisture between its surface and the large cells in the upper part evaporates. Then the temperature and drying speed in the product are moderated. Drying is observed as the moisture on the surface of the product evaporates, and as a result of the upward movement of water in the internal parts of the product, the concentration in the raw material becomes uniform (internal diffusion of moisture). In addition, reverse diffusion occurs, moving from strongly heated upper layers to slightly heated inner parts (thermal diffusion).
When drying at a constant speed, the rate of external and internal diffusion of moisture should be the same. This can be successfully achieved by maintaining the exact temperature for each vegetable and fruit. An excessive increase in air temperature causes uneven external and internal diffusion of moisture, excessive drying of the external parts of the product, and the appearance of crusts and cracks. Inappropriate changes in the chemical composition - dark compounds appear, taste and aroma change, vitamins C, P, carotene are broken down. The temperature is of great importance, especially in the last period, because hygroscopic and swelling moisture is being lost. Alternative drying procedures have been developed for each type to obtain a high-quality dried product. During drying, a large amount of moisture is lost in a certain time, and the quality of the raw material does not change much. After cooking, the quality of the product approaches the original state.
The speed of drying, the quality of the product depends on the temperature and air speed, the characteristics of the structure and chemical composition of vegetables and fruits, the level of their grinding, placement on the drying surface, and especially the drying method. When using the correct drying technology, the main nutrients in vegetables and fruits are well preserved, and their calorie content increases 10-30 times due to the loss of excess moisture.
The product is dried in two main ways: artificially and naturally. Several types of artificial drying methods are known, including low pressure, spray dryers, and fluid bed drying methods. Sublimation drying is considered a promising method and is based on the loss of moisture in the product under low pressure. In this case, the original substances in vegetables and fruits are kept almost unchanged, and after soaking and thickening, they have properties close to their original state.
Drying fruits in the sun. In Uzbekistan, grapes, apricots, peaches, apples and other fruits, as well as melons, are mainly dried in the sun. Drying can be carried out for a few days in cloudless hot, sunny weather without using excessive fuel and electricity for the technological process. After calibrating the fruits, they are thoroughly washed, then the large ones are divided into four parts, and the small ones are cut into two parts. After removing the middle core and band, cook it in boiling water for 2-3 minutes. After that, it is washed in clean water and smoked. Smoked raw materials are placed on the racks in the drying area and dried in the sun for 4-5 days. After 2-3 days, the fruits are overturned, after which the trays are taken to a shady place and stacked in a certain order. varieties can be stored for a long time because they are resistant to storage. Mostly spilled and non-standard apples are dried. Such products make up 25-50% of the total harvest. Apples of all varieties are harvested. It is possible to prepare high-quality from white and pale yellow apples with more sugar content and more aromatic, fleshy flesh. Drying is mainly carried out by the following me Drying in a simple way, in which the peel of the fruit is not peeled.
French drying, in which the skin of the fruit is removed and the seeds are removed. When dried in this way, the fruits are separated into varieties after picking, washed, cut, peeled, smoked, after drying, they are moistened and stored in boxes. Apples for drying are harvested during technical ripening or 2-3 days before full technical ripening. During this period, depending on the variety, the sugar content of apples should be 8-16%, and the acidity should be 0.2-1%. Before drying, the sorted apples are washed in washing machines or in baths filled with clean water, and are cleaned of dust and dirt from various microorganisms. After removing the apple skin, it is placed in 2-3% brine. This helps to preserve its natural color.
Then it is taken in trays and fumigated with sulfur and cured in sulfur anhydride solution. During smoking, 1.5-2 grams of sulfur are added for every 1 kilogram of apples. Smoking should last 25-40 minutes. Instead, it can be treated with 0.1-0.2% sulfuric anhydride solution for 1-2 minutes. Depending on the drying method, air temperature, and the size of the apples, drying can last from 3-5 to 14-15 days. When peeled and dried, up to 12-15%, when peeled, up to 17-20% of apple peel can be obtained, sugar content can be 43-62, acidity can be up to 1-4%. The moisture content of the dried product should not exceed 20%. In this moisture, the bark becomes elastic, and when crushed, it becomes inflexible. The finished product can be put on sale after 10-15 days of storage in the boxes, i.e. after the moisture level has increased.
Apple peel should be stored in a clean, disinfected building at a temperature of 0-10, with an air humidity of 60-65%. Quality apple peel can be obtained mainly from the following apple varieties: Pervenes Samarkandda, Delishes, Zolotoy grayma, Parmen zimniy zolotoy, Grafensteinsky and Osenniy zolotoy.
References:
1. Kh.Ch.Boriyev, A.T.Merganov, SH.I.Umidov and others "Technology of storage and processing of agricultural products"-Tashkent 2022, 24 pages.
2. Kh. B. Shomurodov, S. Y. Islamov. Technology of storage and primary processing of agricultural products. - Tashkent: 2020, 200 pages.
3. Tursunov. S. Plant science. "Ijod-press", 2019
4. https://kompy.info
JENNIFER IN TWO VOICES
I know why the sky sings the blues -- for you, Jenny, for you -- atmosphere breaks down and cries. Once the wind must have had your voice: Wind makes my soul rejoice to hear your echo once more. Your precious beauty to preserve, earth freezes to its nerves in ecstasies of ermine. And the waves for you outreach -- the sea begs up the beach, hands-&-knees its way in pride. And trees have honored you in gold, red carpets where you rode, jade ceilings and emerald floors -- nature's learned your lesson well how to be beautiful: your appearance is your sermon.
I know why the sky sings the blues -- for you, Jenny, for you -- atmosphere breaks down and cries. (Across the landscape many-firred, atmosphere breaks down and cries,) Once the wind must have had your voice: Wind makes my soul rejoice to hear your echo once more. (urges us make love manifold. To hear your echo once more) Your precious beauty to preserve, earth freezes to its nerves in ecstasies of ermine. (among the creeks and conifers in ecstacies of ermine.) - And the waves for you outreach -- the sea begs up the beach, hands-&-knees its way in pride. (in fields of foxes henna-furred -- I hands-n-knees my way inside) And trees have honored you in gold, red carpets where you rode, jade ceilings and emerald floors -- (where moist warmth is plentiful. On jade ceilings & emerald floors,) nature's learned your lesson well how to be beautiful: your appearance is your sermon. (raven-eyed/lynx-face Jennifer: Your appearance is your sermon.)
Across the landscape many-firred, atmosphere breaks down and cries, urges us make love manifold. To hear your echo once more among the creeks and conifers in ecstasies of ermine, in fields of foxes henna-furred -- I hands-n-knees my way inside where moist warmth is plentiful. On jade ceilings & emerald floors, raven-eyed/lynx-face Jennifer: Your appearance is your sermon.
TIMES AS GOLDEN CALVES
Plaster casts and black sutures
cohabit with surgeons’ masks. Doctors lift up their scalpel like an execution axe in service of ice sculpture. They daydream of parachutes to hurtle them through their clouds.
And the butcher is carcass,
as the treaty is the war, or the poacher is his traps. The scarecrow loves the crow, and the shooter shares the blast. Ventriloquist is dummy when a be stops becoming.
Views of peasant and castle
once framed the common outlook, as though the sheep needed wolves, as though serfs needed dukes, to justify how their gulf would link prey to predator by way of divine order.
All the pasts have their futures
and all futures have their pasts.
But the present is itself.
MUSHROOMING
If you were forest
I could purport
this noble purpose
for these frequent
meticulous surveys
that I perform
throughout your moist
and fetid shadows.
RUBICON
Each dawn comes embarrassed.
Time rearranges us, from chaos to chaos.
Our memories are ghosts of what
were once our pasts
before structures collapsed.
Infinities of if permit change to exist.
Wisdom becomes mischief.
Stoics become criers in meditation choirs for umbilical pyres.
Even the Rubicon once got lost in the swamps
and then was retro-conned.
Destiny is not fact.
Fates are carefully stacked by gambling architects
to construct poker fraud. Certainty’s a façade,
installed by clever gods. Time rearranges us.
From chaos to chaos, each dawn comes embarrassed.
QUATRAINS, EXPLICATION
You kissed me in your garden, and then you tortured me.
I learned in your orchard belief forestalled pardon.
With the heat of parenthood you loved me at once
then suddenly took affront when I ate what was good.
Your day hovered, stern and still after the roosters crowed.
I staggered to the crossroad that led up to the hill.
My sweetest tree lost its leaves, my rose just yielded thorns.
My clothes were raffled and torn by guards who were thieves,
while a thief gave me succor. By comrades unfriended,
my murder unattended but for mother and whore.
It’s the gravel in the rattle
the critics listen for,
the riddle at the middle of poetry.
That’s the ambiguity
that they adore.
You planted my temptation, knowing I would fail,
then carpentered the nails for my situation.
You were judge and betrayer, prosecutor and crowd,
you, the weaver of my shroud, the author of my prayers.
I was Jesus and Adam, pillars of your temple,
my deaths your staged examples. But I am yet a man.
HOURGLASS
As if your wishes touch me on this winter night,
and our bodies are not the limit, there is soul touch
without physical touch.
Winter melts from our smiles,
joy is multiplied by sweet words.
I imagine...an hourglass that measures the time in each
grain of sand, but time does not stop,
because our thoughts turn that clock over and over again.
I want time to stop, for us.
Maja Milojković was born in 1975 in Zaječar, Serbia.
She is a person to whom from an early age, Leonardo da Vinci's statement "Painting is poetry that can be seen, and poetry is painting that can be heard" is circulating through the blood.
That's why she started to use feathers and a brush and began to reveal the world and herself to them.
As a poet, she is represented in numerous domestic and foreign literary newspapers, anthologies and electronic media, and some of her poems can be found on YouTube.
Many of her poems have been translated into English, Hungarian, Bengali and Bulgarian due to the need of foreign readers.
She is the recipient of many international awards.
"Trees of Desire" is her second collection of poems in preparation, which is preceded by the book of poems "Moon Circle".
She is a member of the International Society of Writers and Artists "Mountain Views" in Montenegro, and she also is a member of the Poetry club "Area Felix" in Serbia.
