What is Positive Psychology & Why is it Important?
Greetings, Happiness Enthusiasts! Get ready to embark on a journey into the sunny realms of Positive Psychology- So, kick back, grab your positivity shades, and dive into the radiant sea of well-being!...
![Positive 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Image Source: macrovector.com
History of Positive Psychology
The field first started as a concept floating around in the minds of psychologists in the late 1990s. The former president of the American Psychological Association, Martin Seligman, spearheaded it into popularity.
Up till then, “psychology” revolved around dealing with diagnosis and treatment of mental illnesses and related derivatives, and it did not focus on the positive attributes that make life worth living. Positive Psychology aims to change that dynamic and put the limelight on positive individual traits to improve the quality of life.1
Why Should You Befriend Positive Psychology?
Exploring avenues to enhance one's joy, resilience, and overall life satisfaction prompts the consideration of Positive Psychology as an invaluable ally. Beyond being a field of study, Positive Psychology emerges as a transformative force. This endeavour seeks not only to investigate but also to furnish individuals with the requisite tools for imbuing their world with more vibrant and positive hues.
The Science behind the Smiles
Positive Psychology is not just rainbows and butterflies; it is a scientific inquiry into what makes life truly fulfilling and delightful. Researchers delve into the factors that contribute to a life well-lived, from cultivating meaningful relationships to finding purpose in your pursuits.
This study is also about taking the lives of average people up to “great” instead of focusing solely on struggling to move up to “normal”.2
![Positive Emotions](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAF6AXoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKSmSTpCpZ2Cr6mk5JK7AkorOl1qBfuhn+gqP8At2PPMbY+orjeMw8XZzRr7OfY1OaWqcOqW83Afaf9rirYYHpXRTqwqK8HczacdxaKKK1EFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSUVWvboWkDOevQVnOapxcpbIaV3ZEOoakLRdo+aQ9vSudvdS+bMjl36gDtUepXxjyclpZK4DxD4reGRoLRsyDh5euD6D3r8k4i4npYGLnUdl0R9JgcvlVsktTr7nXVhyWaOEermqq+KIXbAu7dj6ZFeWySSXDM8rtIxPVjmmEA8V+K1OPsQ53p09PM+rjk9O2r1PaLfVFlA34AP8S8itmx1N7fbht8R7dcfSvC7HVrnTJAYZWC9425U/hXoXhnxEl/DuX5e0kR/hPqPav0DhzjKnjqipt8szxcblcqMb2uj1KGZZ4w6nINSVz+lXvkzBS37t/5+tb4Oa/e8Hio4qnzLc+OqU3TlZi0UUV3GQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlYeuTFp0jB4UZP41uHpXNasx+2TfQfyrxc2m44fTqzqw0eaocR4s1Y2dnPKhw7Hyoz6Z715z69667x0T9ntFzwXb88VyNfxnxjip18xdNvSK/M/UsrpqFHmXUKKKK+CPZCrui37afqMUn8BO1x6g1SpP4WNdmEryw1aNaD1TRlVipwcWe06bceZb4zkp0rtLOXzrWN+5HNef8Ahtt1rHk5JiQn8q7nRTmxX0ycfnX9ucM13Upq/VH5Nj4KMtC9RRRX3Z5AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFN3DOM4ozjqaVwHUUm4etNkkWKMux2qBkmmA6lrnrrW5pWIiPlp2Pc1Fb6vcwsMyb17q3NAHTUVBaXaXkIdD7EdxU9ABRRRQAUUUUAFFFFABRRRQAh6VgazGVvM4+Vl/Ougqhq1qbi3yoy6cj3rzcwoutQaW61NqMuSaZ5N40sHk09iBloH3YHpXCfhXsmq2fnRlgueNrrjtXmWu6BJpchkjG61Y5DD+H2NfyVxrktWNb65TV1bX5bP/M/SMqxceT2bMiiijP41+S2Z9OFSWds95dRwIPmdgB/jUYUuwRVLM3AUck13HhPwzJbt50yj7Qw+7/zzH+NfR5HlNbNMTGEI+6mm35HBjMTHD0229TrNHg8mE4HHCj8K7XTYTDZxKeuM1z+m2fnTJEq4jHLfStvUr4WMHy/61uFHp71/aOQYX2NK/ZWPyvGVOeViS91KKxHzHc56IvWsxvEEueIlA9Cay3dpGLOdzHqx70lfWnmnQ2OtR3LCN18pz0z0NaVcZXRaVqAntT5rYeMfMSe3rQBo0Vz97rUsrlYD5cf97uafperP5oiuG3hjhX7g+hoA3aKKKACiiigAopCcVS1fXNP0DTpr/U72306xhXdLdXUixRIPUsxAFAF6ivmDXv29vAt3470Pwb4Ejm8ba5quoQ2C3VufIsId7gM5mYfPtGT8gIOMZr6V1C/t9L065vLqZLa0t42llmkOFjRRlmJ7AAE02mtyVJS2Zapu6vm74J/tjWfxi8fXmiP4T1bw7o9zC934f12/RxBqtujbWfJUCMtgsoycgHnIwfdfFOtDTfDV9e28is8cR2MrAjceAf1qJSUE2+hpTjKq0orc3N1LXnnwh1i41HTb6G5mkneGUMrSNk4YE4/MfrXoS571NOaqRU11NsTQlha0qM90OooorQ5wopu4V+UP7XP/BQbxv4i8f6l4c+HGtz+FvCumTtAuoWQAutSdSVaUSMDsi3KQoXG4DJPOBUYuTsiJSUFdn2D+3x+0xqf7OPwtsm8OeWnirxBctZ2FxMgdLVEXdLPtPDMoKhQeNzgngV+Wej/ALUXxe0PxMviC2+JPiN9SEgkY3V+88LkHO14WJjKnuu3Hpisz4jfHfx78XtE0bS/GniOfxLDo80s1lcXyIbiMyKodTIACynavDZxjrWT4X+FvjPxtdWdt4e8J61rMt5/x7m0sJTHLzjIkKhAo7sWwMda6owUI2kcFSpKUvdP2Y/Zl/aCm/aC+D2keLmRLHUt0llqNrDzHHdREByuedrAqwz0DY7V6vd6pJeW6xsMHOWI7+leG/sk/BG5+AHwT0vwzqUsUuuTzSajqZgbdGlxLj92p/iCKqLnuVJr2TiuWW+h6Eb8quFFGaTcPWpKLmm3n2O5ViT5bcMO31rp1bdz2rjc+9bemashSOCX5WA2hyeD6UAbFFJS0AFFFFABRRRQAUUUUAFJilooAxtS0s7jLCP95f6iubvNLSckgAZ6qw4Nd4aqXWnQ3OSy7X/vL1r5rH5PTxTcondRxUqe55VfeBraZiwheE56xHj8qox+AYt/37h/YKB+uK9Vk0Ns/JIrD/aFRrok/d0H51+c1uBcJUqc8sOr/wBfI9yOb1IxspnF6V4TgsW3JCsbf3mO5q6SysNxEUKZ9T/jWxFoaAgyOWPovFXWsk+ztEhMKsMZTrX1+W8OU8GlFRUV5HmV8c6j3uynBNaaXHsMoZ+rEcmsi8ujeXDyHpnCj2rW/wCEeh6+bJ+lL/wj8P8Az0f9P8K+5hTjTjyxWh5LbbuzBore/wCEfh/56P8Ap/hR/wAI/D/z0f8AT/CrEYNG484OM8HFb3/CPQ/89ZP0/wAKP+Eeh/56yfp/hQBg5o7jmt7/AIR6H/nrJ+n+FH/CPQ/89ZP0/wAKALGm3yXUKjePNA+Ze9Xay49BijYMs0gYdCMf4Vp0ALRSMwXqcVUk1W1ivoLJ541u543ljgLfO6IVDMB3ALL+YoA5/wCJieMJ/BupR+BJ9LtfE/l/6HJrMTyW270IQgg+h5APUEV+O/xN8ZeOfibr9y3xB8RX+sXlrPJE1jM+23t5EYqyrCoCLggjIXPvX7YN8y4r8oP2zfAv/CC/tEeJUjj8uz1fy9Xt+MD96MSY+kiv+ddeHtzNM83G8ygpRZ4jZ7tNkils3a0midZI5oThkdSCrA+oIBH0r9ANS+Ob/tMfA7wN4Itbj7P4k8aasmga/HAcPBbQJ59/IB2WSFAAf+m2O1fAFerfsu/EjTfhX8aNJ1nV4Fk025il0y4nx89sk21fNTHcMq5/2Sa660OZXW6POw1TlnyvaR9jeKNWgh1SW0sdU03QoosW9vptyqskSoNioBvXgBQAB0xWfqfiHxNoXh+7LJDJEdha4sZHMSxhgWd4mBO0AEnYWNWNat9RlkmWPT9M1O0H3be8dlkI9NxVlz+Fcd4i1DT9E8P3cFtfSeAdX8t5orOR0WO42DLLEPmRtw+XMWHBYHGRivhLuTZ+8umqdNRtokrH0P8ABfVov7XuIo5FkhvIBLC6nIcDkEHuCDmvZFr5d8AbtEh8PppNs1gIYoUgtZSS0IKgeW2eSQDg55yK+ldO1OO6/dsQswGSn9RXqYKV4OPZnxue0eTEKr/MkX6RulLRXonzZj+KrgWfh7UpjuOy2kOEOG+6eh9a/MP4pfCHwt8ZvA+iaxb31n4Z1GOeHRNNupbGW0jnIdgIGgwzhlAKjPUqTkZr9PvEuntq2g39mmN80LKv1xxXzBD4dbTdcvZWdtkkvnPaSqD5NxjBkUkZBI9/X1rzsTVlSkpI+nyfC08XCdOdnfdeR+c3xm/ZP8VfB/R7DVnmg13TZnjtZ5LHcXhuHYqi7MbmV+MEcgnB7E/qT+wT4O1TwX+yr4L0zXIZra/Zbi5azuAQ9ustxJIsbKehCsMg9CTWRZ+EZvHFx/Y0F39jkkAleTALLGrAnHpnpn3r6J8O6LD4f0e20+D/AFcCbQfX1P51vh8RVrwvUOLNMvw2BrWoy1fTsXhbxf8APNf++RS/Z4v+eaf98ipKK6jxSP7PF/zzT/vkUeRH/wA81/75FSUUAR/Z4v8Anmn/AHyKPIjHIjUH/dFSUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlLRQAmPailpKAClopM56UALRTWbaMk4HrWXeeIYLfKx/vn/2en51zVsTSw8earKxcYSm7RRqNTWmSMZZgo9zXKXGu3dxkbxEvon+NUWZpGJZ2c/7RzXztbP6SdqUWzuhgpPWTsdk2p2q9biMf8CFM/ta0/wCfmP8AOuO4HtRwehrznxFUvpBG31GP8x2i6nat0uIz/wACqZZkk5V1b6HNcLtHpmhfl6cfSto8QS+3TE8D2kd6GzS1xcOo3Nv9ydwB2JyP1rlfFvxg1DR/GHh3wxZW0F5eakTLOrNh0twdrOoHpyc9OMd67VxDhYq9VNfK5j9Sq3tGzPSrm5gv7gQLF9oZTndnCrXxT8RvH3xWt/j1qfxP8FeAL7xT4O8L28vh+G3y0YuYiQbiaJQC7jzE+8qsMRjrX1nrHjDRPBuiz31/dyRbRv8AJihaW4mx/BHEoLOScDCg9a8w0vVvi18XrpLhNEuPhj4aFwBCt5Kn9oSwjHzyRrkxsecJnjuTXuVMdGlR9vSj7S9lZeZwex9rUVOcuX18jzXwX/wVA8Bao/keKfDmueGLhDskaJVvYkYfeDbcSDByMFM+1eZftwfEr4dfGrSfCfinwV4q07Wb+xklsLyzRzHcrC4DqxicBsK6kE4wN9fWXxp/ZH+HfxytWn1vSfsXiDYFXXtN2wXZIGAXIG2Uezg+2K+BPjB+wd8Rvg7dtqukw/8ACb+HISS13psZF3DH3MtvknAHJMZYewr2KLhdS2fY83EKryNPVHi1IRngjNGQenIpa9I8DY+k/Cn7SKW/wans7u4mvPHlu403SbGCNmnv5HXEEgwMHaeHz6Drur2/R/DuuXlj4cfxHqVveahp/l3VwY7NY3+0iMq4Vg2AuWbOF5AxXxf8G/iBqPwx+J3h7xFpNtJqF5a3ABsIojJJcxN8skaKATuKk4IGQQK/WbXPBlh4y0mK+trdtPvZolmjeSIxvyAQsidjzyDyDXzOOwSjrR3Z+j5LnblaGMbaSSv+r7s828B2X2vxBHIR8tupk/HoP1Neh2MjSXl7MpI2SCBT/uj5v1J/KsXwboU/h2HUGv4jDMHwV6/KoJyD3B5rZ0eFoNNgD/61wZH/AN5iWP8AOowlN06Wu7Nc5xMcTim4O8VojqdN1gS4jnIV+zdjWruAXJOBXG05pGf7zMfqa7Dwzp5dRtYfvSrn0HJryH9oPRYPFngS+stM1e48Ma3cPEsGs2ESG4jCyKzhQ3ByoK5I4zXYzTR20bSSEKq9T/n3xXmfjTUm1C8hRsjy03MO24+ntjGPrnvXyHFGeUuH8veMqK+qSXq9fwuezlOHeJxcYp2S1ZS+AHhaz8C6s6RXN9qUrxk3Oo6lcGe6uHOAGdz27BRhR2Ar6Lt3WSNWVgysMgivDfAalVv2VGd5NkSbccNy3Pp0FeqaNfm3mEUhwknp0Df4Vrwzmks5y2GOceVTbsvJO33mmdKMcbKMVskjo6KKK+qPCCiiigAooooAKKKKACiiigAooooAKKKZNIsMbOxwFGTQBU1HU1sVCgb5W6L/AFNZia9cK+WVGX0xiqNxM1zM0j9WOfp7VHQB1lrdJeQrJGcg9fUH0qauThupbeN0jfYH64qfTdSktZlDuWiPDbjnHvQB01UNd/tA6NfDSWt01QwOLRrsEwibadhcAgld2M4OcZq8GB5ByK851f4kT+B/GmoWvi0Wth4YulhbRdVj3tvlIImt5hztcFQ6sOCrHuhznUqRpxc5uyXcaTk7I3fA/iCfxt4DsLvV9NOm6jcW5h1HTZDnyLgZSaLPcBgwB7rg968++FPxA0Dwreap4ATWLy9GiOy6fcapMJJJrcHHlCU8yeUTsBb5iu3OSCap+MPiNJb6/qJ0O7tbnTr62VTJbtuUsVILhgfvjpn2HpXh9j4RtLHWHS4iN0PL8y3kkyGVgfmHHfpzX43nviHQwVd4fBLmlBvmvt8j6/AcP1K8Oes7JpW/4J9VR+Kf+EmtEubZ2FqxOE5B4OOawfGniCXwx4em1CGJZ3idBsfOMFgD+lcX4J1K7j1a2sIZj9iVmmf/AGvk5B/E/nSfFa4l+I3wO8VHw28y3/2Zmg2HbKJInVyo9CVUj8a8jA5vPPqXM58tSWmu1+tvJXNMRhVl8n7t4rX/AIB6Qb+3jsRdyOI4WQSbm4wCM4rjNW8cXE7FLEeRF08xuXP+FZ3iLxENaeGO2YfYURTFt+6/Aw3vx0rI+7xX5hxFxVXdR4TBS5Yx0clu2uz7HvYHL48qqVldvoTzahdXGTJcSux7s5psd1PC25JpFb1VyKior81eLxEpczqO/qz3vY07W5Ubum+Mb+zZRK4uou4k+9j2NdO3jrTlt1lzI0rD/VBeR9e1ed9aztY8QadoLWS6jdpaC8nFtA0pwrSkEhc9ATg4z1PFfW5bxLmtBOhTfO3tdXa9P+CeXiMBhpe/L3SPxB8Qr3/hd2gRQx3S2r6bPc7DJiEKh2vux3JdfyrifFX7RHhnwX441bxPeSRLr95ZxafDsPnTWdkhLqkcZ4EkrN5h3EKBs3Z4B1/iBdXEMiWtlGn9oXkSWFvv/gM0wDsfZUjZj/u1r2XgnQ7OGBBpVnPJGObm4tkkmkPdmYjJJJJ696+xwfEzwFKGKxrlLnWsYtK7W71TstlZdjxq+XyxTlToWXLs2m7eWnX/ADOU+Hfx+8aeOdZFz4S8C6fpmkyMBN4i8VXs0kso7/MijP8AuoCo9q+tdF8QTx28TGWO7UgbvLJ2577Sff1rxBV2qBxgcAAYAq/pOsXOj3HmQN8p+9GfusPeu2j4kzljL+yVOn0s23877/cR/q/yUtZ88vPRfI+irHU4r+PMZww6qeoqyy7lwRkdwe9ed6Nq6X9tFdWjsrHjjqp9KtfDv4r6Z8RL/XrXTI7mSLRrv7BJqDxbbW6nUfvVt3J/eCM4ViBgNkAkg4/ofKM4p5lTTvvs+jPjcThXQkflz8R/gzrunfHTxX4J8OaJfavc2uoSG2trGEyEW8h8yInHCjY4GWIHHWvevhP/AME59c1ow3vj/WE0K0PJ0zSys10w9GlPyJ/wEMfevsTwD4yvPE/xI+IGnR6JFZ6Hoc9pYxatj95qF0YfMnB9ViDwoD/eLjtXomK+wliJWsjwIYKmpOT1PP8A4Y/AXwN8H7UReFtAtrCcrtkvnHm3Uv8AvStlj9AQPau/206iuZtvc74xUVZIwdY0KW881o33eZwy9OPSsySNoW2ujRnphhjFdhVeae2kby5HjJ/usRSKOVp8MMlw22NGc+wrpBpVpuDCFc/U1ZVFjTCqFHoBil6AcXrum+VbxLMwY+YjGMdMbwOfXvXj2tXRvNWu5853yt+WeP0Fe1eOAbezluOgEYb8VYV4TncuT1PNfzt4vYu0MJhU93KX6L9T7jhmnd1KnyOs8Is6aHqjRAmXzotm3g5HzfngGvQ45FmjSRPuuA4x6EZFcL8Ovm85D0EyyH8Eb/Guv0fK2KxnrCzQn/gLED9MV+kcAf8AJN4W3Z/mzwc5/wB+qfL8jstJvPtdsAxzInDf0NXq5XT7o2d0r/wHhvpXUqdygjkGv0I8UWiiigAooooAKKKKACiiigAooooAKoXunteN81w6x/3FHFX6KAMceHY/+e7/AJCl/wCEdj/57v8AkK16KAMj/hHY/wDnu/5Cj/hHY/8Anu/5CteigCpZ2bWalPOaROwYdK86+Pumw614Fm0+5sReWkzgvIGw9u68pIvHY/p9a9NlkWJC7HAAya4vU7s6lcMzcxfdVT0xXzHEFW2CnQjK0pqyfbzO/Ax/fKbWiPlzQLW/8P28dldOL20XIjvIxgrn+GRf/Zh+IHWukuLf7RbpKnzPH86/7Q6EfUfyx6V2/jDw/pWmYktv3FxLk+Qv3CO59hXA+Jlu7Lw7qDaVpb6pdSRmP7AlysHmqwKsUkP3GAOR+VfyXXwMKON+qYipFOVk9ktevReq0P1GOMUqPtacXZbL9DqPC+oRaLeRXskbOPLZNq8HPA/9lNc0+vX3gbxVrt3a75PB2swqZIXwW0m5XgyAAcwyKSG/utg9M48U/Z21LxqfEl7oHilr+G10LTttta3y4f8AeyjDFv8AlpgJgNyAOK1Pif8AFO60/wCNHgbwnpsxjiS9hl1Hb/y083KrGfYKSxHqV9K+xjhcxweZSyjBzhOEabm5LouW7affovM+bqYrD18MsbWUotySs9732aPUfDrjT7q50fdvihRbmyfdkNbOeFB77GyufQpW771wGuWh8Fa9oN5b/Jo0l8LNox0tPP8AkKj0iZ9jAdFYcYDcYPwX+I178RvHXj65Z2Oj2slvb2EX8KKplXP1bG4/UV+f4nJJ4zDVc1w7TpQim358yjb/ABa3Z7VPHRoVo4Wovfk7L0te/p0PXaKKK+GPfCuG+NXgx/Hnw01rS7ePzb1UW5tV6EyxncFHuRlf+BV27luigE+54qJpJ1/gVvZWr08vxdTL8XSxdJ+9Bpr5P9TmxNGOIoyoy2krHhPwD8YXfxCuvDsl/M015oVjdW1z5n+sdwyLC7e+yRwfdTXvi5Iya4nTfD+k6L8VJ9QsLOO0u9W0uT7WYxt8145kO4gcbsPye/eu23dO1fR8U42hmGMjXw0OSEoppdrttr77/I83KqFTDUXSqu8k7X/L8BajuJvs8LSYztFSVFdLut3+mfy5r42MU3qe2cj46+ImpaPph0XR7iazu9QKBp4Ww6A54QjocA8+1eiW/j9tF8O6LY6LBFaS29vEsirEAkTKoyiqOOucn3NcBeeH21LxRpty0ag24lOD/eYAKfoAWNapWO1glunk2RKWWN24zjq30A/Wv0nC5njMFhIYfDTaj1fbW+nY8upg8PVqOVRa/me3za9e6H8GNb1HR3im1220q5vYHkjyk10UaRWK55BkOMZr0DRZrqfR7GS+VY714I2nRegkKgsB+Oa+HfDereK/FHjGax8LXN1FEzL9rdvmhjjUhlRg3AyQCR1xx3r7k02Qy2cDNIJW2DdIBjcccnHav6h4Xzyeb4SPto2nFK/n5n5rmWC+p1bRd0y3RSE4rKv9aijV44Tvk6buwr7U8gi1jUzuMETEf3mH8qxtopf1+tFAGno+pNDIIZGJjY4Un+H2rfb7tcbV3+2LrgCQflTAr/EiQDw5dKf+eTH+VeE9q9f8f373Xhm7ZgFbaqfL05YV5DX8o+LVXmzPD0+0PzZ+i8NR/wBnnLuzs/hm2bq+U/3FI/M111ixj1TUYDwGMdwv/Al2n9V/WuI+HM2zWpo843wt+hBrtrj9zr9nJ0E8MkJ+oIdf/Zq/W/DWt7bh2kv5XJfjc+bz6PLjpeaRoV0Gh3fnW/lMfnj6e47Vz9T2V0bS5STPAOG9x3r9SPnjrKKarB1BByCMg06gAooooAKKKKACiiigAooooAKKKKACiiigAppp1RyMI1ZicADJqZNJXYGJ4kvSFW3Q8ty/Pb0rnmYRozMeFGTU91cG6uJJSfvHj6VleIJjb6LeyDgiJh+fFfkub451JVcQ9op2+R9NhaPLFQ7nm+sX7anqU9wxOGbCjsFHSqOPzo2/KB2qpqlvd3Wm3UNleDT7x0IgumiEgibsxU8MPav5JqVJYzEupUlZyerfmfoySo07RV7Gf4nhvIbePVdOhNzf2AZ/synm6h6yQ/UgZX/aUepr5/8AD/hpPiV+03qmvWkzyaHZpDfrfR8YZrdVhAz0cMS2O3lnNM8SfGr4r/CnWBD4p03Tb613fLdLatHBOvqkqHAPsRkdxW98KPjF4dvPG7Qabs0+y8TSmWXTpiu+y1ILyQRw8Uyjg9nUjjdX7nluUZvkOW4jF0Ixq89OUY1IPmSi3dp+aV3H5rsfBYrGYPH4mlSm3C0rtNW16fK+461+Jeqa1ovjfwF4o2xeL9Ns5ja3iKEW8CDckgXoHHyvxwRkjGDXonwb+GcXwt8IR6cZFuNRuG+0X1wn3XkIwFX/AGVGAPXk96r/ABQ+FNh40urHV4WksfENkypFcwkfvoicPFID1G0tg9Rn3xXe7ppGYgrEueFxk4r4XOs6w9fLI0Mv/dxqvmqQ6c6stP7r+K3c+gwOBqQxLq4n3nHSMv7r/VE1V2vraO+is3uI1vJo2ljty4DuikBmA7gFlB9Nwqnr+rnw7oGpapIkl2tjbSXBhiADybVJ2r7nGPxqjq2jW91r3hzxBNA6X+nrNCCpyUSeMb1b1AZE/EV8ThsKppzq6R95J/3lG6Xpex7tSo17sdzoVOeKWuX1LUJ9D8V2V7LqWdE1GL7H9jZQfJuAdySoR2YEqwPcIfWuo6dayxGH9ioSTupK/wDmvkaQnzNq1rEM1urusgUCVeA2OcHqKPssZ5K5PqSamork55dzQiVVt1ZmfEajJ3HgDrnNOVlljVkZWVhuDA5BBHX3GKraxbSX2i6jbR/62a2liT/eZCB/OvAv2V/ik02hX3hrW5iRodsbq3lkySLZeJIz/uHp7NjsK+sy3Ia2ZZbiMwou/sXHmXXllfX5M8bFZlHC4mGHmvjTs/NdD2vQfGHh7xBq0Om6XqI1LUbvTUvEgtVLE2/CsS3RCx4+bnAc+lal/o6TEi+uLcPxttozuVMdBgZzj0xz614n8A/gt4g8Eanfa7f6qNPt9SQ+ZpNsoZpYi5dBNJj5cZBKr+J4r2ywuLS+tVms5obiAsQskDBlJBwcEcHkEV9VxFicty+qqGX/AL2EUry1SUnutN2vuOTK5YqvD2mI9yT2XkX/AAv4bn1S8lt7a9aygXDOykozj2UHt6mvevC1x5K/ZGJIUAoWOTx1rw/QrprPWLSVWx+8CH3BOCK9btpmt7iOQH7pB/CvsPD3HwjB1Yq0lK0tej9Tzc8pynLlk76aHbSRrNGVYblPUVX/ALJtP+eC1PG4kjVhyrDIqSv6XjqrnwJU/sq0/wCeC/rR/ZVp/wA8F/WrdFUBU/su1/54IaQ6ZbY/490q5SN0oA+av21fiRqPwk+D93rOiRWpvf7Ss7RVuULx7XY7jgEc4HrX5/N+2f8AEqdgFn0eHIYfLpwPIPPVq+uv+CmWqGH4NaPbjn7X4jjB57JDM39BX5lSXAh1JYiMZ+cFRkHgg/SvPxHD+VZnNYjG4eM57Xavoc88fisO/Z0KjivU+zv2Uv2mvG3i/wDaA8M6J4g1Kzl0vUvtFu0MNkkRaTyHZPmHPVa/QLVl2paz/wDPC5jc/Qkof0Y1+Pn7Puuf8I98d/h9qW4COHXLVXbPRXcRt+jmv2PvLVZo5YJM7WypxwevauqlgMLl0FRwdJU4dkra/IKWIq4i8q0nJrvqQyXT7isVtNOw7gBB+bEVRu9bWzH+kXVlZ+qs5lf8hiuJ8ZXt1HrlzbfbJmgXbiMucDKg49653aBk151XHcrcYxPu8Jw/7anGpUqaNdD37wf4httc0+X7NP5v2d/LJIKnp6eldGOgr558HeJH8Ma3HcZJtn/dzqD1U9/qOv519AxTLNEjxsGVlDKR3Brsw1f20b9TxM0wDwFblWsXsyaikpa6zxwooooAKKKKACiiigAooooAKKKKACsvxBcGGwcDhn+WtSud8UTfPDEOwLn+VeZmVX2OFnJG9CPNUSMI/KOBmue8aatb2mltaO3+kXI2pGOvB5J9q3bi4S1gknkOI41LsfYDNeMTatJrut3F7MfmfO1f7q54H5f1r+euKc0WX4N0oq8ql16LqfdZdhXiKl38MSb7tROZQflRWX64NTUHPXqa/njmsz7QqzNFNC0MkIlV/vQSKGB+oPFcrrnws8Pa7p89udIsNMkkZXW70+2jiuInVg6skgXIIIFdhHEFyTyTyakr0MPmGJwck8NUcfRs5qmGo1v4kE/Urr5isDNhzjHmDj9Kn4wMdKWiuGVRyd2dCSWxmeJILm40G+itFV7iSJgqsM59ePXFcr4I8UXfikzR37r9oU7TBtx5bDII/wC+gPzFdxcQmaPAbaeoNZ0fhuC4vBMDFb3rE4fG0sfdv4gfz4r38tlGrTeHcbu90YztB87ZyXjzTJL3RYZUDNLBPH5Q+siqw/UflXX6SJlSFZpfNZIQrN6kcZP1q7eaeZbeSOdViumkX9y5ALSdyvruHzcf3TVLWdWsPCOi6jql/OtrYWcbSyyt2Ren1JxwO5Nehj8FWpUqVCMW3J+75t6W/D8TCOJpvmqN2t+hqUxplTrn8jVbRtTi1vSbHUrfd9nvII7iPcMHayhhn3wauV8jUpulN05qzTszsjJSipLZjEmRj8j5I546180eOPhZd+CPi3banpcJbw/4puFsJDGcfZZJpUaVD6KQrMD7kV9LSQpL95c+h71538WvDd74ql8J6Sk09vZyaqWur23x5kSfZ5QCM9DkkA9sg195wdms8vx0qSmlTqRanfta+nmnseDnWDWJoKUVecWnH1v+R4t8R/iV4i+OHjx/Bvg+aS30VpjFutyVFwqnDzysOREOcDgEAdSRX094Y8P2nhPw7pui2C7bOwgS3j9wo5P1JyfxrF8DfD7Qvh3ppsvDuli3RgPNuZG3TTY6F3PJ+nAHYV1KMxPzJs/HIp8TZ7hMfSpZfllLkw9L/wACnLrKX6EZXl9bDyliMVLmqS+6K7I0NGga51a0jUZJlU/kc/0r1mvPfAot/wC1mMrYm2fulPc9/wAcV6D3+tfa8D4aNPL5VU7uUvutocOaz5q6jbZHWaDcefpseT8y/KfwrTrn/C83yzxnsQ1dBX9MZdV9thYT8j4KvHkqSQUUUV6RgFNdtqMfQZp1V75/Ls5j/smgD4E/4Kc6gU8H/D+yBybjVLucj/chUA/+Pmvzu1D91qNhN0G4xn8e1fd3/BTrUM6t8ONP7LbX1z/49ClfCOvA/YVkHWORXFelT0grHjV3eqzWsb46PfWl9GPns547lcesbq4/Va/ce3vF1C2gukOUuI1mUjphgCMfnX4YSL58JUH764/MV+y3wA8Qf8JX8Dfh/qpOWudEtNxPXcsYQ5/FayxGyZvhHrJGb40hdvFc0ajLS+XszxnKgVzl5MNPuI4Z1MbtL5PPZ+eD9cEfWuz8cRtew2mrxQNEiKFLs65Iz8pwDniuR+KkD6lYX8sRhW5mtlnQW0vmFZVwVJOOGyFOK+Pr0eWUpPufr2X45So0qce34r/NGLfaw8NlezouZNPkzcQgZ3xgbiR/wA7h7rivoD4R6s2p+GRGX80Wz7EbPVCAy/hg14H/AGezeILyUofLvLKOJ1HQuGcYHvtYivf/AIT+DLnwV4Zis7uRZLhlTdszhQqhQPrxW+DUuf3djhz6cHh0p/FfT9TthS0UV7h8CFFFFABRRRQAUUUUAFFFFABRRRQAhNchrc/2jUZfRfkrrJnEaMx6AZrh5JDLIznqxJr5PP6rjSjST3f5HpYGF5uXY57x3M0PhO/KnBZQn5kA15Fpr7brH94Yr2jxTYtqXh6+t0G52jJUepHI/lXhqMUYOvDDkV/MXHEJPE05PZx/G5+kZK4ulOPW50NFRW9wtxGGU59alr8naadme2FFFFSAUUUUAFNZQ64YZHoadUTNN/Ci4/2jVxundCaueSftGaL401TQ9IvPDEyvHotwbxfKB+2277GUyRNn5kCsSUxnjIz0rzr9qfxFLpfh3wn4Psp2ls/sS3c0m4sZ9oCRgnvyGb3JFfT6zyq2XjGP7y8/pXhl78KTr3xws31WVG8O6LaLdWMbAlrhTM7JEeMYjkJB7lQg71+3cJcRU3KlLM7OOEU5x01k2rJPu09vU+HzjLalprD3vWaT8u/3o9e8E6bJovg3QdPmGJrXT4IpB6MI1BH51t1B9qZskxSMc9cU5blWbaQyN6MMV+N4qpLEV51mtZNv79T7SjT9lTjT7KxLTJIxIoBGSDkU+iuSMnHVGoelFFFFwHRTvbTRyxkrIh3KR6ivXLO6F3ZwTgY8xA+PqK8jjhe4kSKNS0jnaoHrXren2/2Oxt4CeY41X8hX6/wE6375fY0+8+Yzjl5odzc8NybdQZezIf0NdVXIaC23VYvcMP0rr6/qHI5c2Et2bPz/ABn8S/cKKKK+hOEKoa023T5PcgVfrJ8Qvtt41HVm/kKAPzO/4KX6gJvix4PsgebfQmkP/bS4cf8AtOvjvUIvOsZ07lDj+dfUf/BRLUBd/tFLbg/8eWh2cZx/tNK/9a+ZMZyOx4r1aekLHh1dajKuly+dp9u/U7cflX6rfsE69/bX7M+gQsxL6XeXlgcnssxdf/HZB+VflFoeVtpYT/yzlYYr9E/+CZPiD7R4I8daEzc2epwXiA/3ZYtpx7Zi/Wsq2sLmuHdqh9aaHpdn9llV7SBpYbiWNmaNSThyRzj0IqzeeH7C+ure4mgBaAEIq8L+IFQ/bYdH1W6S6cQQXW2aOV/ubsBWXPQHgHn1NWG17TUH/H9Ax7CN95P4LmvNlFS3R7dOpOm+aDsylp2h2Wg6xbG2hAEiyH958x3KVYYz6DIr0yFxJGrjowzXnkM0upalbTpbSw2luHPmXCmNpGYYAVTzgDJyQO1dtoc/nWKg/eQ7T/ShRUdgnUnUfNN3ZoUUUVRmFFFFABRRRQAUUUUAFFFFABRRRQBm65MYNNlPdhtH41yYG3it3xPN/qYfXLGsKvzvPKvPiuT+VHu4KPLTv3CvIPHPhd9F1F7mFP8AQZ23KVH3GPVT/SvX6iuraK8haGeNZYnG1lYZBFfA5xlNPN8P7KbtJbPse7hMVPCVOeOz3Pn+OaS3fcp5q7Hqxxhk/EGu81b4V20zs+n3LW//AEzkG5fwPWsc/CvVM8T2xHruI/pX43ieFsypScfZc3mj6+GZ4Oort2OeOrLjiNifrT7O+NxKwIAAGQK27z4Z31np9xctcRSPEhfyowSTj3rkreQwyo4/yK8PHZTiMvssTDlclodNGvRxCfsnexv0U2NhIgYcg06vnywooooAR87TgZNMjhC8thn9cVJRVqTitGIKRlDLgjI96WiouxiKu0YpaQnFBYDrxT5X1AWrOnabcapdCC3UM+MnccACqiyK3AOTXReB5vL15Vz9+Nh/I162U4Wni8dSw9b4ZOzOXFVJUqMpx3R1Hh7wrDo+JpD5t1/fxwvsP8a3aO9Ff01hMJQwNJUcPHliv61PhJ1JVZc83dl3Rv8AkKQH6/yrsa47RedUh/H+VdgK/SuH/wDdpep89jP4i9BaKKK+nOAKwvET/vIU9ia3a5zXGL6gV9FAFAH5Mft0agL/APaf8VqpJNrDZWp/C3Rv/Z68Gr1j9rLUF1T9pf4jzKchNVNv/wB+440/9lryevWj8KPBqfG2ZtlmLWL6Ls+JBX2P/wAE1/Ef9nfGLxFozttXVdELoCerwSqwx/wGR6+OJNy+IYNqsd8RB2jPQE5/ACvc/wBkDxN/wiv7S3gO6L7Irq8bTpD6rPG0YH/fRQ/hUSjeLRVN8tSLP1vKggg/MP0NEYEX3AE/3RijpwetFeZse4GTWr4fm23EkZ/iGR+FZVT2M32e8iftuwfx4oA6yikpaACiiigAooooAKKKKACiiigAooqOaTy1Zj0AzUylyptgcpr03nalJjouFH9aoU6SQzSO56sxb8zTa/JcTV9tWlPu2fT0Y8kFEKKKK5jYQZpaKKQCFcqQeleV+NvBEum3El9YoXs2O5405MZ78en8q9VpMdc8g9q8fNMqoZrR9lV0fR9mdWGxM8JPnh813PArO+a3AU/MnatKO8hf+MD/AHuK9H1fwBpWrM0giNpM3JeD5QT646Vz03wlcn91qK7f+mkfP6GvyDF8G4+nP92lNd07fmfVU81w1RXneLOba6hTrIv51ClzLfXCW1lE000hwoA5/wDrV11r8JkDf6TqDOv92GPafzJrsNH8O2GhxlbOARsww0h5Zvqa6Mv4KxVSaeL92P3swr5rRjG1L3n+B53qPgbVNFt47qFvtZK5niUfMp9vWsiG9jlyCdjjqrcEV7b+FZOq+FNK1j5rmzQyf89E+VvzFfQ5nwTQre/g5cr7M4aGbSjpWV/NHl+4etI0iouSwA9+K7j/AIVjpgbKzXSL/dEg/wAK0dP8E6RpsiyLbefIvIac7yPz4r5ulwNjpTSqTil6/wDAO2WbUUvdTZyOgeFrjXFMrFrW2I+SQr8zH2B7e9ZfiTwVqWjK85f7ZajrJHnK/Uf4V7BgL0FIyhgQRkV9uuDsvjhvYq/P/N1v+Vjyo5pXjV5+nY+eo2aNtykjBzXY+ELkf21YS9AzbT+IIqX4geD10xzqNkgFq7fvY16Rn1Hsf0rE8O3BhktpOnlyqf1r8urYOrlOZU4Vt4yWvdXPpZVqeNwznDqmj2uij0+lFf0Ze+vc+CWxo6Au7VEP91WNdbXMeGU3XcrgZ2pj8zXT1+i5HHlwl+7Z4GMf71hRRRX0JxCVy2qXEaX1xLNIsUMfzPI7AKiqOWY9gAM5NdSxr8uv2/Pj14tvPit4i+GtrqJ0/wAKacIBPb2mUe+eSFJW8585ZAXwEGF4yc1pTh7R2RlUqezjzM+b/i9r0Hir4s+NNZtZVntdQ1m7uIZlORIhlYKwPcEAEexrkqKK9TZWPCk7u56b+zH4Di+JXxmh0SVS/naNrAjVRk+YbCRUP4M4P4V51oWsXHh/UNM1eHdHd6fPDeKM4IeN1fHHuuK+kP8AgnBaif8Aais5SMmHS76T/wAdjX/2b9a8b+NXg7/hX/xi8beHQmyPT9YuUiGMfu2cyRke2x1rJayaN2r0oyXRn7J6Xq0Gv6VZarasHtb+3juomXoUdQw/Rqs1+WvwR/bc8c/BzR7PQZ7e08VeG7RfLt7O/LRT20Y6JHMuTtHZWVsdBgcV9QeEf+CjXw01pI113Ttc8Lzn7xktxeQjj+/Ed2P+AfhXJKjJbHo08RCSV3Y+qqOe3WvM/Df7TXwn8WEJpvxD0F5sAmG6uxbSDPTKy7SK9MH3Qw6EZDdj71g01udKknszrLObz7WKT+8oqesvQZg9oyZyUb+dalIYUUUUAFFFFABRRRQAUUUUAJWfrk3k6dM3cjaPxrQqlqmnnUoVQSeXg56ZBrlxUZyozjT3aLp2U05bHH0VsP4ZnH3JkYe4IqvJoN5Hn92H+jV+bTy3Fw+Kmz6GOJpP7Rn0U6SNo3KsNrA4Iptec1Z2OlO+oUUUUgCiiigAooooAKKKKACiiigAooooAKKKKAIbi3juoJIJl3xSAqVPQg15HNok+k6nc6eFaRhJ+62jJZTyD/n0r2KmeTH53m7F8zGN2Ocema+ZzrJKecRheXLKL38ux24XFSwrdtUxlmJFtYRKMSbBuHvip6Skb7pwMmvo6ceWKgne2hxPzOj8MxbbaST+82B+FblU9Mh+zWMUffGT9auV+s4Gl7HDwhbofL1Zc03IKKKK7zIax2rmvxh/bG1D+1P2oviPL/zz1JYP+/cES/0r9n2r8R/2mJxdftGfE2ZTlW8Q3QH/AAFgv/stdOH+I4cX8B5rR/Oiiu88o+pf+CZ8Xm/tLTN/c0K9b/yLAP61b/4KVeBz4b/aAtdfiXFt4k0uOYsFwDPAfKfn12eTT/8AgmDbmT9obVZccR+Hrr9bi3/wr6H/AOCnngX+3PgzovieGMtceHtUQSMo6QXA8ts+2/yj+FcrlasejCPNQ0PzFooorqPOIbuFJ9glVWjOUYMM8Nx/hX7L/sZ/EY/FD9nPwjqFzIJr+xt/7KvCwyfOtz5eT7lQjf8AAq/G118xSp6EYr7x/wCCV/xHMWqeMvA1xIdtxFHrVojH+NSIZwPwMJ/A1z14pxudeFnyzt3P0QSFI8lVC564GKfSA5pa889gKKKKACiiigAooooAKKKKACkxS0UAJikYAdqdTWoA4zUl26hcjGPnNVqva0u3UpvfB/SqNfkuLjy4ia82fUUdacfQKKKK5DUKKKKACiiigAooooAKKKKACiiigAooooAKKKKACrOl2v2y+jTqudzfQVWPTniuk8OWJhhMzDDydPZa9bLMM8ViIp7LVnJians4PuzYVfbinUUV+nbHzoUUUUwEbt9a/Cr4wXTX3xe8d3DHcZPEGonP/b1KBX7qt2+tfgp4yvhqXjLxHdjkXGqXcuf96dz/AFrrw+7ODGP3UZFA6iigda7Tyz7G/wCCWMPmfGnxTIRzHoDY/wCBXUf+FfoH8cPAMfxR+Efi7wo67n1XTZoIuAcS7cxnn0cKfwr4G/4JWL/xdnxq393QYv1uT/hX6ZY5FedWf7w9jDr90j+fxd6jEqlJR8rqf4WHBH4HIpa9b/ay+H//AArP9onxvo8cflWc16dStVHTybgeaAPYMZF/4DXkLypH95h9O9d8XzJM8qUXGTQ+vUf2W/iH/wAKr/aC8Ga9JJ5Vl9uWxvGPTyLj90/4Asrf8BrypZWf7kTf7z/KP8aXyJbqTyELPcOMKkIJbJ6EDqTTeqaYU786tuf0CR/dxTq4D4B+LNQ8b/BnwbrerWlxY6pdaZCbuC7jaOQTKu1yQwB5ZSw9QRXf15B74UUUUDCiiigAooooAKKKKACiiigAprDmnUjdKAOW8RLtvw395BWXW74pjw0EgHqprBWvzDNKbhjJrufRYWXNSQtFFFeSdYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAKuN67hlcjP513UeAq44GK4Ns13No4ktomznKg/pX2PD8takfQ8jHrWLJqKKK+0PJCiiigCK4kEMMkh/hUt+Qr8A7qR2urltu7fPI2c46uT/Wv39mjSaNo5F3IwKkHuCORXyH8RP2ZfhTo/ieW2s/AOiwQiNG2JCcZOST1oeIjhouclc1o5fUzKqqNNpPzPy53S/8APH/x4UK0uf8AVf8Aj1fpF/wzz8M/+hI0n/vy3+NH/DPXwz/6EjSf+/Lf/FVj/bFL+Vnqf6n4r/n5H8f8jzv/AIJUwEfELx7Ky426Rapn6zyH+lfpMG3dOleA/s1/Dfwt4F1jXZfDug2ejSXMESTNaoVMgVmKg89smvflrSNZYhe0S3PLq4OeAm8PUabXY/P7/gpd8G9X8ReKvA/ifw/ot9rN5eRS6PcwadavPISp82EkICejSj8ua+a/Cv7HPxD1ufGoWNt4WiB2v/akn75T3HlJk/mRX7KMvHHFeFfE7Sxpfi24ZVxHcqsy/U8H9R+tZ4jFVaFK9M7Mry7D47Fcle9rfefJnhH9iXwnpapLr+p3/iCccmGMi1g+mFy5H/Aq9q8K/D/w14HhWLQNB0/ScDBe3gAdvq5+Y/nXQdeaMivnamKrVvjkz9Nw2V4PCfwaaR7F8ItXN34fls3YtJaSEDJ52tyP613wrxP4T6xFp/ioWksqR/bo2jjV2AMjr82FHc43HjsDXti17uFm50k2fnOb0VRxs0tnr94tFFFdZ44UUUUAFFFFABRRRQAUUUUAFFFFAGX4ih8zTWbuhDVytdzcRiaFo26MCK4iWMwyvG33lODXwuf0XGrGstnoexgZXTiNooor5Q9UKKKKACiiigAooooAKKKKACiiigAooooAKKKKAA11+jyb9Pt+5C4/KuQrp/Dcm6xx/dcivpchny4lx7o83HR9xPzNeiiiv0A8QKKazbQWPNfMf7RX7fvw6+At9eaJFJN4s8X2x8uTRtLIC278HbPOfljPP3Rub/ZppXJclHVn04/3a8L+KE8Vx4wnaORJFEUa5Q5wQDkV82aP/wAFDfDHifwxBdeK/Fcel6lcL5k+j6Xp1z5dpnOIt+wmQgYy+QCegArl9Y/b0+GunB/sFvrusSDp5FkIVP8AwKRh/KvMxSq1l7OEGfW5THDYKSxVetFabH0jRtLMABn6V8ReKP8AgodqVwrx+HPBttaf3bjVbppj9dkYUf8Aj1eG+Pv2kviN8SYZLfV/EtxBYSZDafpii1gIPYhOW/4ETXNTyytJ+/oj18RxRgqStSvJ+Wx+uf7Pfj/w/wCJvGHirRtH1SDU9Q0qG3N8tq29IPMZ9qlxxu+RuB0xzXvYr84P+CPtrj/hak4ACbtNjx+Fwa/QDx1460T4aeEdV8T+I7+PTNE0yEz3NzJkhVHGABySSQABySQBXr06SoR9nHU+FxGKljassRJWubF/ew6faSXNxKkEEYy8kjBVUepNeJfETxdbeKNQgW0j/c24KiZuDJn0HpxX53fHH/goh4w+JXxGstR8P2kOl+ENJkd7DRNQDOLpyCouLoIw3OOqoDtQ/wB48jzDxZ+2J8VfE0bofEi6HbNnK6PbpbEe287m/wDHqjEYerWShGyTOvLsdg8HP21W7mtktj9HPFHjDQ/BNi174h1mx0S0XnzL6dY8/QE5P4Cvmv4mft8+HdHjmtPBOly+I7wcLf3qtb2in1C/6x/yUe9fI3hb4a/ET40ao0+h+HfEPjK9kb5ryOGWdee5nf5QPqwFfS3w3/4JY/FXxY0UvifUNH8FWhI3xyS/bboD2SMhAceslZ08vo0tajuztxXEmLxCccPFRX4nl/wg/aC8Ua1+1R8OPF3ifWZr1rfWobcRL+7gt4Jz5LrHGOFG2Tnucck1+3y5yc18jfCL/gmX8Kvhvf2Wq6xJqXjXWLWRJkk1KXybZZFIKssEeBwQD8xbpX1yilc55rtly6KCsj55SqSblVd2x1FFFSMKKKKACiiigAooooAKKKKACiiigBrdaw9c0lpm+0QjL/xr6+9btG33rkxWGhiqbpzNKdR05c0TgWyG2nIPcHqKMgd67eaxguP9ZEr/AFFUpPDdm5JAZfo1fHVMgrp/u5Jo9WOOj9pHLbge1H4V0n/CL246SyAfhSf8IvD/AM9pP0rl/sTF9l95r9cpHOUfjXSL4Xt88yyH8RUi+GbQHJ8xv+BVUcjxb3svmS8ZT8zl6K65NBso/wDllu/3iTXO6xEkOoOkaqiqBwox2rDF5XVwdJVJyRpSxMasuVIp0UUV4p2hRRRQAUUUUAFFFFABW/4Wkys6ejBv8/lWAa1vDEm28lX+8n8jXsZRLlxkPM4sXHmpM6iiiiv00+fGSBmRghCvjgkZwa/BL4ifC3WNN8feJrW91i31O/h1S6S6vCrL50vnPvfBz1bJ/Gv3vr8XPi8wPxb8bgH/AJjl71/67vXXhknJ3PNxs5RiuU8S/wCFd3//AD82/wCbf4Uf8K7v/wDn5t//AB7/AAr0CmtIq8E816HKt2eR7aZw0fw3uW/1moW8Z/65s3+FX7b4XWzf8fHiIRH0j013/XzBXU+cvrR5y+tJwi9x+2mj6U/Y5+O3gP8AZT8M+IbC4XXvEl/rV5Hcy3EFjFAkapHsVAGmJPVjn3roP2tv2uPC37Q3wU1LwZounazpN/cXVrcLNfRx+SwilVyrbXJ5APbqBXyX5y+tHnJ61l7Gne7NvrdW1jW8C/DH4QWbRzeM9c8aaq3Be10OwtrWM+o8ySR3x+ANfSHw8+Jf7K3wzaKXTPg9qV/exji+1qKG+mJ9cyysB/wECvlwMG6HNHX/APXVOjB9SY4qpHa33H6lfBH9sHwh8ZPGEPhHQNB1TS5hayXCG6jiSFUTGQAjnn5h2r6FVQuOOa/MH/gn2w/4aOgA6/2Rd9v9yv0/FedVioysj2cLUlVp809wopaKxOsKKKKACiiigAooooAKKSk3qOrD86AHUU3zF/vD86PMT+8v50AOopnmp/fX86POj/vr+YoAfRUf2iP/AJ6L/wB9Cjz4/wDnov8A30KAJKKj8+P/AJ6L/wB9Cj7RF/z1T/voUASUVF9ph/56p/30KX7RF/z1T/voUASUVH9oi/56J/30KT7VD/z1j/76FAElcbqzbtSuD/tYrrvtUP8Az1j/AO+hXF3j+ZeXDDkFzzXyvEErUYLzPRwK99siooHSivhD3AooooAKKKKACiiigArQ0GTy9Tjz/FkVn1PYyCG8gcnADjk114Ofs8RCXmjGtHmpyR227NLUAuoW5E0Z/wCBCnfaof8AnrH/AN9Cv1k+YJK+EP8AgqV4kh07wj4I8NW0Uccuo6hNqFx5aAMUhj2rkgZwXmz9Vr7pa6i/56p/30K/Mz/goN4s/wCEg+Pi6ajh4tE0uG2+U5HmSEyv+jIPwrooR5pnFi58lLbc+PLe3ury4htraKW4up5FhhhUEtJIxCoo9yxA/Gv2v+AvwZ0/4P8Awk8M+FTbW9xdWVqDeTtGrGW5f55nyR0LscewAr8mPA/i258A+LtK8R2FpZ3d9pk4uLeO+jLw+YAdrMqkE4JyOeoFfQv/AA8W+Kn/AD4+Gv8AwBm/+PV11oTnZRPOw9enT1mj9I/7HsP+fG2/79L/AIUf2PYf8+Nt/wB+l/wr83P+Hi3xU/58fDX/AIBTf/HaP+Hi3xU/58fDX/gFN/8AHa5vq9Q7PrtE/SP+x7D/AJ8bb/v0v+FH9j2H/Pjbf9+l/wAK/Nz/AIeLfFT/AJ8fDX/gFN/8do/4eLfFT/nx8Nf+AU3/AMdp/V6m4fXKP9I95/4KI/BWLxp8Ej4m0yzRNW8KSm9P2dAGktGws6kAc7Rtk/7Zn1r8tfm6fMV6d+a+yr7/AIKE/E3UrK4s7rTPC89tcRtFLFJYzFXRhhlI87oQSK+Ztqgnaixr2VeQo9BnsK6qMJRVpHDiK1Oo04H6n/sM+JIPF/7M3gu8McbX9hBJpc8uwB90EjRjJHqgQ/jX0BmvyU+Df7V3jf4F+GbnQPDkOkz6fPdteEahbvIyOyqp2lXXg7Qfrmu8/wCHi3xU/wCfHw1/4BTf/Hq5pUJuTaO2GMpRikz9L6Wvin9lv9sTx18ZPjDZeGNfttFh0yayubhnsraSOTdGFK8tIwxye1fagdf7w/OuaUXB2Z3UqkaseaI6ikzmlqTUKKKKACiiigBrKHXBGRUTWNu3WCM/VBU9FAFRtJsW62kB/wC2YqNtB0587rG3I94xV+igDMbwzpLddNtT9YlpjeE9FbOdKszn1gX/AArWooAxv+EN0L/oD2P/AIDJ/hTf+EK0D/oDWH/gOn+FbdVrq/gtP9Y+G7KOTQBm/wDCFaB/0BrD/wAB0/wpp8C+HT10LTv/AAFT/CnzeIf+ecOfdjVWTW7pvusqfRaAJv8AhBfDh4/sHTv/AAFT/Coz8PfC/U+H9NH/AG6p/hVZ9QuZOs7/AIHFQmR26ux+rGgC43gPwovDaFpQ+tsn+FQt4I8GL10PR/8AwFj/AMKr0UAPk8GeCipB0LSGzx/x5of6VnIiR/JGoRFGFVRgAdgPbFXT0NVdrf3T+VfIZ/Gc/Zxir7nqYGy5mwFFGxv7rflS7W/ut+VfI/V6v8r+49bnj3Eopdrf3T+VG1v7rflR9XrfyP7g9pHuJRS7W/ut+VG1v7p/Kj6vW/kf3B7SPcSil2t/db8qNrf3T+VH1et/I/uD2ke4lJJGkqFJUWSJhtZGGQwPUEehp21v7rflSFW/ut+VVGjWjJS5Hp5Cc4tbkKeDfCCKAPCGjge1rGP/AGWn/wDCI+Ef+hS0r/wGT/4mrqnKj6d6Wv1im+aCZ8xJcraKsPhPwkGUDwnpa5ODi2j/AMK/Jb4veILbxJ8UfF+rWsSQWNxqdwbeKNQqpCjlEAA/2VFfqv481O80XwP4hvtPtZr3ULfT53tra2jMkkkvlnYqqOSd2OK/Ov4D/s2eLPFXxS8P2fibwrq2laDDKLvULjULN4o3jj+fy8sOS7YXHoTXoYe0VKTPIxqlNxgjJsf2U/izqFlb3cHgq8a3uI1ljZpoFJVgCCQZARwehGam/wCGSfi7/wBCTef+BFv/APHK/UE8noB7DpSVP1qXQf8AZ9Pq2fl//wAMk/F3/oSbz/wIt/8A45R/wyT8Xf8AoSbz/wACLf8A+OV+oFFH1mYf2fT/AJmfmAv7I/xebP8AxRF3/wCBNv8A/HKcv7Ifxgbp4Iuj/wBvdt/8dr9PaKf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Image Source: storyset.com
Positive Psychology unveils in six fundamental acts:
- Positive Emotions: Elevate your daily narrative by placing joy, gratitude, and love at the forefront, ushering in an encore of positivity.
- Engagement: Immerse yourself in activities that resonate with your passions, entering a flow state where time becomes inconsequential, and satisfaction soars.
- Relationships: Tap into the transformative power of meaningful connections, recognizing that life is significantly enriched when shared with kindred spirits.
- Meaning: Discover your guiding North Star by aligning your actions with a deeper purpose, crafting a narrative that transcends the ordinary.
- Accomplishments: Acknowledge and celebrate victories, regardless of their scale, savouring the sweet taste of success and fostering a positive mindset.
- Vitality: Infuse energy into your body and mind, cultivating a zest for life that propels you forward with unwavering enthusiasm and vigour.
Why Positive Psychology Matters in Your World?
Positive Psychology holds the keys to enhanced well-being, resilience in the face of challenges, and improved mental and physical health. By adopting a positive mind-set, you are not just a spectator in the play of life; you are the star of your own feel-good story.
In Conclusion: Crafting Your Masterpiece!
Positive Psychology is not a fleeting mood; it is the art of sculpting a life that resonates with joy and meaning. As we navigate through the realms of positive emotions and well-being; remember, you are not just learning but you are crafting your own masterpiece of a life that is worth celebrating.
So, fellow happiness architects, as we journey deeper into the world of Positive Psychology and its values in future articles, let's not just explore; let's sculpt a life that radiates with the brilliance of positivity. Your canvas awaits its vibrant strokes!
Keep in touch for the next releases on this topic. Happy Reading!
References:
- Walters S. 1.2 The Evolution of Psychology: History, Approaches, and Questions. Psychology-1st Canadian Edition. 2020.
- Park N, Peterson C. Positive psychology, and character strengths: Application to strengths-based school counseling. Professional school counseling. 2008; 12(2):2156759X0801200214.
Author:
Riddhiman Bhattacharyya, B. Tech. Medical Biotechnology First Year Student, Dr. D. Y. Patil Biotechnology and Bioinformatics Institute, Tathawade, Dr. D. Y. Patil Vidyapeeth, Pune.
Edited by:
Dr. Viniti Vaidya, Dr. D. Y. Patil Biotechnology and Bioinformatics Institute, Tathawade, Dr. D. Y. Patil Vidyapeeth, Pune.