{"cells":[{"cell_type":"markdown","metadata":{"id":"wYmlWQi9fAAm"},"source":["#**Python Basics**\n","In this section, you will learn the basics of the programming language \"Python\":\n","*   Some syntax rules\n","*   Variables\n","*   Data types I\n","*   Formatting\n","*   Data types II\n","*   Operators\n","*   User input\n","*   Flow control: if - elif - else - for - while\n","*   Functions\n","*   Scope: Local and global variables\n","*   Modules\n","*   PIP: Package Installer for Python\n","\n","\n","\n","\n","\n","\n","\n","\n","\n","\n","\n"]},{"cell_type":"markdown","metadata":{"id":"w1OSrPe0FfVB"},"source":["## Some Syntax rules\n","when typing python scripts and code lines, it is important to know the following syntax rules for the most common used expressions:"]},{"cell_type":"markdown","metadata":{"id":"J1PWYGshG6b9"},"source":["### The comment (#)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"KTTBnXauquka"},"outputs":[],"source":["# The silent comment\n","a = 20 # this is the 1st number\n","b = 30 # this is the 2nd number\n","c = a + b # this is the sum of the previous numbers"]},{"cell_type":"markdown","metadata":{"id":"w9AtpYlDFnxZ"},"source":["Now print the result"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"9BCYW9IXrBVa"},"outputs":[],"source":["print('c =', c) # this is the printing instructions (output)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"4U1EPFzlJeYL"},"outputs":[],"source":["'this is also a comment, but verbose one on notebooks'"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"OoKe4AgkMZYU"},"outputs":[],"source":["\" the simple or double quotes have the same role in Python syntax\""]},{"cell_type":"code","execution_count":null,"metadata":{"id":"CZ8GuqB6Jz6F"},"outputs":[],"source":["\"\"\"you can also write multipe lines,\n","without care about the typo, unless,\n","you forgot to add the triple quotes,\n","at the stard and the end of the comment"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"n_mWm0g5Jo1O"},"outputs":[],"source":["\"\"\"you can also write multipe lines,\n","without care about the typo, unless,\n","you forgot to add the triple quotes,\n","at the stard and the end of the comment\"\"\""]},{"cell_type":"code","execution_count":null,"metadata":{"id":"sPDC2tbTJ5et"},"outputs":[],"source":["\"you can also write multipe lines\n"," without care about the typo, unless\n","you forgot to add the triple quotes\n","at the stard and the end of the comment\n","but it does not work with simple quote!!!\""]},{"cell_type":"code","execution_count":null,"metadata":{"id":"JbtsLMcoKvci"},"outputs":[],"source":["your_comment = \" you can also write multipe lines;\\n without care about the typo, unless;\\n you forgot to add the triple quotes;\\n at the stard and the end of the comment\"\n","print(your_comment)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"_uz9dxWsLWH4"},"outputs":[],"source":["print(\"\"\"\n","you can also write multipe lines;\n","without care about the typo, unless;\n","you forgot to add the triple quotes;\n","at the stard and the end of the comment\n","\"\"\")"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"fdqncIHCLenK"},"outputs":[],"source":["print(\"\"\"\n","---------------------------------------\n","you can also write multipe lines;\n","without care about the typo, unless;\n","you forgot to add the triple quotes;\n","at the stard and the end of the comment\n","---------------------------------------\n","\"\"\")"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Fy4RZsSXUyaZ"},"outputs":[],"source":["print('\\')"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"DU_0ZtAbU6CK"},"outputs":[],"source":["print('the backslash :','\\\\')  # the backslah \\\\\n","print('the newline :','\\n')  # the newline \\n\n","print('the carriage return is very dependant on the OS so here (under colab envrionment) it will replace what comes before by\\r  nothing (we used RC \\\\r)')  # the carriage return (CR)\n","print('the backspace will write word without d:','word\\b')  # the backspace\n","print('the tab space will let space between ab:','a\\tb')  # the tab space"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"sfynchYrhneh"},"outputs":[],"source":["print(\"   a line of the text.\\n\", 'next line')\n","print(\"   a line of the text.\\n\".rstrip(),'next line')\n","print(\"   a line of the text.\\n\".lstrip(),'next line')"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"bg62HsMziS6I"},"outputs":[],"source":[]},{"cell_type":"markdown","metadata":{"id":"0cZjF_YzG-3t"},"source":["### The indentation (tab key)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"3IMd69zKHdro"},"outputs":[],"source":["a = 20\n","b = 30\n","  c = a + b  # here we insert illegal indentation!!!"]},{"cell_type":"markdown","metadata":{"id":"SaVujsrEHz8r"},"source":["The indentation is used to show an internal structure of a function of logical/numerical loop"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"OC47f15B-j_k"},"outputs":[],"source":["# let's get a positive value of the substraction\n","a = 20\n","b = 5\n","if b > a:\n","    c = b - a  # here an expected indentation is missed\n","else:\n","    c =  a - b # here an expected indentation is missed"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"WbEeS5SqH8nd"},"outputs":[],"source":["# let's get a positive value of the substraction\n","a = 20\n","b = 5\n","if b > a:\n","  c = b - a #now it is correct\n","else:\n","  c =  a - b #now it is correct\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"au1SxEDYIRe_"},"outputs":[],"source":["print('c =', c)"]},{"cell_type":"markdown","metadata":{"id":"mMXy9N2XIhnp"},"source":["### The declaration of a variable"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"y0nomiK6ImC6"},"outputs":[],"source":["x = 23          # this is an integer variable\n","y = 25.1        # this is a real variable (float)\n","z = 'something' # this is a string variable (character chain)\n","w = 'new'       # this is a string variable"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"YsLsXmgoI6Mz"},"outputs":[],"source":["result1"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"AKy2uBlYI_Ej"},"outputs":[],"source":["result1 = x + y\n","print(result1)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"3wz9xgw3JENH"},"outputs":[],"source":["result2 = x + z\n","print(result2)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"2iYAHvcDJLIX"},"outputs":[],"source":["result3 = y + z\n","print(result3)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"iqXQNUBwwOcg"},"outputs":[],"source":["print(z+w)\n","print(z+' '+w)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"zPkAHv25KSac"},"outputs":[],"source":["print(z, w, sep=' ')\n","print(z, w, sep='')\n","print(z, w, sep=',')\n","print(z, w, sep='\\t')"]},{"cell_type":"markdown","metadata":{"id":"bi5WjV2lNN1n"},"source":["### Python is case-sensitive"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"s2d34iRbNSHP"},"outputs":[],"source":["a = 20\n","A = 21\n","c = a + A\n","print('c =', c)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"b1SYH4mENWwH"},"outputs":[],"source":["c = a + a\n","print('c =', c)"]},{"cell_type":"markdown","metadata":{"id":"zcdJ5YDIwr28"},"source":["## Variables"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"NngmzQqGwrZS"},"outputs":[],"source":["n = 23          #an integer value\n","x = 9.865       #a float (real) value\n","z = 1+2j        #a complex value\n","s = 'something' #a string value\n","t = True        #a boolean value"]},{"cell_type":"markdown","metadata":{"id":"XYWe_UboxiH6"},"source":["We can declare a mutlipe variables at the same line:"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"fUdXg_5IxdNW"},"outputs":[],"source":["# integer ones\n","n, m, l = 23, 10, 120\n","\n","# float ones\n","pi, e, Na = 3.14, 1.6e-19, 6.02e23\n","\n","# complex ones\n","z, u, v = 1+2j, 2.1+3.j, 0.5-2j\n","\n","# textual ones\n","s, p, w = 'electron', 'proton', 'neutron'\n","\n","#boolean ones\n","t, f = True, False"]},{"cell_type":"markdown","metadata":{"id":"mvaC7X7aI9d0"},"source":["## Data types I"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"XBGU8itwGeYa"},"outputs":[],"source":["print(type(n))\n","print(type(x))\n","print(type(z))\n","print(type(s))\n","print(type(t))"]},{"cell_type":"markdown","metadata":{"id":"M_LlB5TOyO8x"},"source":["Now let's do some arithmetic operations"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"gW4ExGnHySyE"},"outputs":[],"source":["# for the integers\n","print('> integer values:')\n","print('(n+m)*l =',(n+m)*l)\n","print('(n+m)/l =',(n+m)/l)\n","print('\\n')\n","\n","# for the reals\n","print('> real values:')\n","print('the charge density of 1mole of electrons on the surface of 1cm sphere radius, sigma=',(e * Na)/(4*pi),'[C/cm^2]')\n","print('\\n')\n","\n","# for the complex\n","print('> complex values:')\n","print('u * v =',u * v)\n","print('(u*v)/z',(u*v)/z)\n","print(abs(z))\n","print('\\n')\n","\n","# for the strings:\n","print('> string values:')\n","print('the main components of the atom are', s,',', p,',', w,',')\n","print('\\n')\n","\n","# for the booleans\n","print('> boolean values:')\n","print('In boolean logic the value could be', t, 'either', f)\n","print('True * False =', t*f)\n","print('True * True =', t*t)\n","print('False * False =', f*f)\n","print('True + False =', t+f)\n","print('True + True =', t+t)\n","print('False + False =', f+f)\n","print('\\n')"]},{"cell_type":"markdown","metadata":{"id":"SONVyLTHHKmv"},"source":["let's do it again for strings with more fency way"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"DhF_QTi9HG5E"},"outputs":[],"source":["# for the strings:\n","print('> string values:')\n","print(f'the main components of the atom are {s}, {p}, and {w}')"]},{"cell_type":"markdown","metadata":{"id":"kaAzOJDpG28E"},"source":["## Formatting\n","* {}   **marks a replacement field**\n","* :    **introduces a format specifier**\n","* .2   **specify the precision as 2, or any other number**\n","* f    **to format the number as a decimal number**"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"taaKq_A3GJf_"},"outputs":[],"source":["\"{:.3f}\".format(3.1415926)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"OfMDNJxGHyVI"},"outputs":[],"source":["my_result = \"{:.2f}\".format(3.1415926)\n","print(my_result)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"ZhovWp6CLnJQ"},"outputs":[],"source":["print(\"{:.2f}%\".format(0.5146))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"LL0siSRjL4lB"},"outputs":[],"source":["print(\"{:0>8}\".format(0.5198))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"iwAvVAmdMHWT"},"outputs":[],"source":["print(\"{:+>8}\".format(0.5198))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"qHRjwRmCMNwt"},"outputs":[],"source":["print(\"{:2>8}\".format(0.5198))"]},{"cell_type":"markdown","metadata":{"id":"UM2FEAWF_R2q"},"source":["Now for the reals, let's make the printing more confortable (limit the decimal part of floating numer)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"4UBZwVWFAYZ7"},"outputs":[],"source":["# for the reals\n","my_formatter = \"{0:.4f}\"\n","result = my_formatter.format((e * Na)/(4*pi))\n","print('> real values:')\n","print('the charge density of 1mole of electrons on the surface of 1cm sphere radius, sigma=',result,'[C/cm^2]')"]},{"cell_type":"markdown","metadata":{"id":"bz8rygMqIDAI"},"source":["another method to do it in a concise way"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"nzxRmpePBNCh"},"outputs":[],"source":["# for the reals\n","result = (e * Na)/(4*pi)\n","print('> real values:')\n","print(f'the charge density of 1mole of electrons on the surface of 1cm sphere radius, sigma= {result:.4f} [C/cm^2]')\n","print('\\n')"]},{"cell_type":"markdown","metadata":{"id":"NH-P_0ziwr5H"},"source":["We can also do it for complex values"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"3q60TeWfvp0K"},"outputs":[],"source":["# for the complex\n","print('> complex values:')\n","print('u * v =',\"{:.3f}\".format(u * v))\n","print('(u*v)/z',\"{:.3f}\".format((u*v)/z))\n","print(f'{abs(z):.3f}')"]},{"cell_type":"markdown","metadata":{"id":"uZIGy1GlwzEb"},"source":["## Data types II\n","Now, we will deal with the most usefull and powerfull variable types of Python. They allow to deal and treat a large data"]},{"cell_type":"markdown","metadata":{"id":"h5ke4il_LjjS"},"source":["### Tuple\n","* **Tuples are ordered:** Tuples maintains a left-to-right positional ordering among the items they contain.\n","* **Accessed by index:** Items in a tuple can be accessed using an index.\n","* **Tuples can contain any sort of object:** It can be numbers, strings, lists and even other tuples.\n","* **Tuples are immutable:** you can’t add, delete, or change items after the tuple is defined."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"EdRXDY_hw1Oj"},"outputs":[],"source":["T1 = 1, 2, 3\n","T2 = (1, 2, 3)\n","print('T1 =', T1)\n","print('T1 is :', type(T1))\n","print('T2 =', T2)\n","print('T2 is :', type(T2))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"euC8X6euE-CY"},"outputs":[],"source":["print(T1[2])"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"0jl9gxeh-Hec"},"outputs":[],"source":["my_T = (1, 1.23, 'tuple', True, 1+1j)\n","print(my_T[0], my_T[1], my_T[3:]) # here we use the slice proprety of a tuple\n","print(my_T[1:4]) # pay attention that slicing is a semi-closed interval (closed at left, and open at right)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"5D5zvwYR_Fr7"},"outputs":[],"source":["T0 = ()\n","print(type(T0))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Mi-7_lvg-8n6"},"outputs":[],"source":["T00 = (1)\n","print('T00 is :', type(T00))\n","\n","T01 = (1,)\n","print('T01 is :', type(T01))"]},{"cell_type":"markdown","metadata":{"id":"Tx6EeTtLDQa6"},"source":["#### Item access"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"QghyrTnLAbXt"},"outputs":[],"source":["colors =('red', 'green', 'blue', 'yellow', 'black')\n","N = len(colors)\n","red_index = colors.index('red')\n","black_index = colors.index('black')\n","print('length of the tuple \"colors\" is: N =', N)\n","print('index of element red is i =', red_index)\n","print('index of element black is j =', black_index)\n","print(list(enumerate(colors)))"]},{"cell_type":"markdown","metadata":{"id":"qXSAsPpRDMzE"},"source":["***Keep it in you mind: Python first index is \"0\"***"]},{"cell_type":"markdown","metadata":{"id":"wet3FI03AsZW"},"source":["![image_2023-10-12_093115091.png](data:image/png;base64,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)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Pp66Tac4DpOh"},"outputs":[],"source":["print(colors[0], colors[-5])\n","print(colors[1], colors[-4])\n","print(colors[2], colors[-3])\n","print(colors[3], colors[-2])\n","print(colors[4], colors[-1])"]},{"cell_type":"markdown","metadata":{"id":"vx41YDgCFNE7"},"source":["#### Change tuple item"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"gHuZHYG8FQEK"},"outputs":[],"source":["T02 = ('red', 'green', 'blue')\n","T02[0] = 'black'"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"kPbYiooNFfpI"},"outputs":[],"source":["T03 = (1, [2,3], 4)\n","T03[1][0] = 'xx'\n","print(T03)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Y3-imts3OigP"},"outputs":[],"source":["T04 = ((1, 2, 3), (4, 5, 6), (7, 8, 9))\n","print(T04[1])\n","print(T04[2][0])"]},{"cell_type":"markdown","metadata":{"id":"ns75PL8zGJ1Y"},"source":["#### Concatenation and replication"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"PpCV54xcGNJ_"},"outputs":[],"source":["# Concatenate\n","T_sum = ('red', 'green', 'blue') + (1, 2, 3)\n","print(T_sum)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"nF46dL5jGZKo"},"outputs":[],"source":["T_copy = ('red',) * 3\n","print(T_copy)"]},{"cell_type":"markdown","metadata":{"id":"6ocTHGlUHpCa"},"source":["#### Tuple sorting and values handling"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"kaHhJf3OH3r4"},"outputs":[],"source":["atom = ('electron', 'proton', 'neutron')\n","print('my tuple =', atom)\n","print('my sorted tuple =', tuple(sorted(atom)))\n","print('my sorted list =', sorted(atom))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"2-B9aE6TIjCK"},"outputs":[],"source":["minimum = min(atom)\n","print(minimum)\n","maximum = max(atom)\n","print(maximum)\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"wpUaoATIKu-0"},"outputs":[],"source":["constants = (1, 3.15, 1.6e-19, 1, 6.022e+23, 3e+8, 9e+9, 6.62e-34, 1)\n","min_constants = min(constants)\n","max_constants = max(constants)\n","print(min_constants)\n","print(max_constants)\n","print(constants.count(1))"]},{"cell_type":"markdown","metadata":{"id":"jHwUbJovLdCj"},"source":["### Lists\n","A list is a sequence of values (similar to an array in other programming languages but more versatile)\n","\n","The values in a list are called items or sometimes elements.\n","\n","The important properties of Python lists are as follows:\n","\n","* **Lists are ordered:** Lists remember the order of items inserted.\n","* **Accessed by index:** Items in a list can be accessed using an index.\n","* **Lists can contain any sort of object:** It can be numbers, strings, tuples and even other lists.\n","* **Lists are changeable (mutable):** You can change a list in-place, add new items, and delete or update existing items."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"qmizvqsALhHr"},"outputs":[],"source":["atom_list = list(atom)\n","print(atom_list)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"0pIz9LltMOmN"},"outputs":[],"source":["electron = list('electron')\n","print(electron)\n","print(electron[0])\n","print(list(enumerate(electron)))\n","print(electron.count('e'))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"s7c9OrxLNZKf"},"outputs":[],"source":["proton = electron\n","print(proton)\n","proton[0] = ''\n","proton[1] = 'p'\n","proton[2] = 'r'\n","proton[3] = 'o'\n","print(proton)\n","proton.pop(0) # here we remove an item from a list\n","proton.pop(4) # here we remove an item from a list\n","print(proton)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"TRrfROv3PC6m"},"outputs":[],"source":["neutron = electron\n","print(neutron)\n"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[],"source":["neutron.pop(0)\n","print(neutron)"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[],"source":["neutron[0:3] = 'n', 'e', 'u'\n","print(neutron)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"K8Spzy-PPVVi"},"outputs":[],"source":["electron = neutron\n","electron[0:3] = 'l', 'e', 'c'\n","print(electron)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"9qcg9-j3PhPj"},"outputs":[],"source":["electron.append('e')\n","print(electron)\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"CiMeEZysQDX7"},"outputs":[],"source":["N = len(electron)\n","print(N)\n","del(electron[N-1])\n","print(electron)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"xM0Qrcr_QSdM"},"outputs":[],"source":["electron.insert(0, 'e')\n","print(electron)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"LQ9qUM0nRI2y"},"outputs":[],"source":["list01 = ['apple', 'electron', 'proton', 'neutron', 'apple']\n","# remove the item who did not belong to this list\n","list01.remove('apple')\n","print('first removing gives:', list01)\n","list01.remove('apple')\n","print('second reomving gives:', list01)\n","#But keep in mind that if more than one instance of the given item is present in the list,\n","#then this method removes only the first instance."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"cVOdq5nVSTob"},"outputs":[],"source":["list02 = ['apple', 'electron', 'proton', 'neutron', 'apple']\n","# remove the item who did not belong to this list\n","del(list02[4],list02[0])\n","print(list02)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"RSkoGcR1T8Q3"},"outputs":[],"source":["list03 = ['apple', 'electron', 'proton', 'neutron', 'apple']\n","print(list03)\n","list04 = sorted(list03)\n","print(list04)\n","del list04[0:2]\n","print(list04)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"oIAOeRbrWClI"},"outputs":[],"source":["list03.clear()\n","list05 = list03"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"zRYzi0FlWI4r"},"outputs":[],"source":["print(list05)"]},{"cell_type":"markdown","metadata":{"id":"0bH518VbW7GE"},"source":["### Dictionary\n","You can think of a dictionary as a mapping between a set of indexes (known as keys) and a set of values. Each key maps to a value. The association of a key and a value is called a key:value pair or sometimes an item.\n","\n","As an example, we’ll build a dictionary that stores employee record.\n","\n","![image_2023-10-12_110902965.png](data:image/png;base64,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)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"EyyPAqQaee1G"},"outputs":[],"source":["# Create a dictionary with a tuple of two-item lists\n","T01 = (['name', 'Bob'],\n","     ['age', 25],\n","     ['job', 'NPP operator'])\n","\n","D01 = dict(T01)\n","print(D01)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Ja-9hXWfD8NR"},"outputs":[],"source":["# Create a dictionary with a tuple of two-item lists\n","T02 = (('name', 'Bob'),\n","     ('age', 25),\n","     ('job', 'NPP operator'))\n","\n","D02 = dict(T02)\n","print(D02)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"ggwi5QALDq13"},"outputs":[],"source":["# Create a dictionary with a tuple of two-item lists\n","L01 = [('name', 'Bob'),\n","     ('age', 25),\n","     ('job', 'NPP operator')]\n","\n","D03 = dict(L01)\n","print(D03)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"R0hK2_uwEIcD"},"outputs":[],"source":["# Create a dictionary with a tuple of two-item lists\n","L02 = [['name', 'Bob'],\n","     ['age', 25],\n","     ['job', 'NPP operator']]\n","\n","D04 = dict(L02)\n","print(D04)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"GJ7HEc3ceMRT"},"outputs":[],"source":["id_list = ['name', 'age', 'job']\n","data = ['Bob', '25', 'NPP operator']\n","\n","my_dict = dict(zip(id_list, data))\n","print(my_dict)"]},{"cell_type":"markdown","metadata":{"id":"fN3e8r74JiQ8"},"source":["Keys must be unique: A key can appear in a dictionary only once"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"eakoC9C2JkgR"},"outputs":[],"source":["L03 = [['name', 'Bob'],\n","     ['age', 25],\n","     ['job', 'NPP operator'],\n","       ['name', 'John']]\n","\n","D05 = dict(L03)\n","print(D05)"]},{"cell_type":"markdown","metadata":{"id":"IPuIJyBLKWbF"},"source":["Keywords can only be immutable objects"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"V9wlYkpNKV1o"},"outputs":[],"source":["Dict01 = {(2,2): 25, True: 'a', 'name': 'Bob'}\n","print(Dict01)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"dhlJm_KDKflu"},"outputs":[],"source":["Dict02 = {[2,2]: 25, True: 'a', 'name': 'Bob'}\n","print(Dict02)"]},{"cell_type":"markdown","metadata":{"id":"LS37_WMYYd0x"},"source":["In what follows, we build a dictionary with the most relevant information about the electron. Do the same for the proton and neutron (#Home work)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"x3C6myGvXJp1"},"outputs":[],"source":["electron = {'class':'fundamental particle', 'Family': 'Fermion', 'Group': 'Lepton',\n","            'Discovery':1897, 'by':'J.J.Thomson',\n","            'Mass':9.109e-31, 'Charge':1.602e-19, 'spin':1/2}"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"TgWLpnoScBHN"},"outputs":[],"source":["print('The electron mass =', electron['Mass'],'[Kg]' )\n","print('The electron charge =', electron['Charge'],'[C]' )"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"JN0mb30xNE_u"},"outputs":[],"source":["# get all keys\n","print(electron.keys())\n","\n","#get all values\n","print(electron.values())\n","\n","#get all items\n","print(electron.items())"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"c8MYG68JGKIA"},"outputs":[],"source":["# calculate the rest energy of the electron in Joule and eV\n","c = 3e+8 #[m/s^2]\n","qe = 1.6e-19 #[C]\n","E0_e = electron['Mass'] * c**2\n","print('The rest energy of electron =', E0_e, '[J]')\n","print('The rest energy of electron =', E0_e/qe, '[eV]')"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"o_9wbQCBHP85"},"outputs":[],"source":["print('The rest energy of electron =', \"{:.3e}\".format(E0_e), '[J]')\n","print('The rest energy of electron =', \"{:.2e}\".format(E0_e/qe), '[eV]')"]},{"cell_type":"markdown","metadata":{"id":"X6Zm9fo_JZLw"},"source":["You can get any value of the item by using the method get()"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"092qsnmhJeEw"},"outputs":[],"source":["print(electron.get('spin'))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"bs1C1LvyLND6"},"outputs":[],"source":["print(electron.get('rest energy'))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"cOAUGutlLcXn"},"outputs":[],"source":["#Let's introduce the rest energy of the electron (in MeV)\n","electron['rest energy'] = \"{:.3f}\".format(E0_e/(qe*1e6))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Eul4F4UKeE0C"},"outputs":[],"source":["print(electron)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"cZIh0QSILuIh"},"outputs":[],"source":["for c in electron.keys():\n","  print(c,2*'\\t', electron[c])"]},{"cell_type":"markdown","metadata":{"id":"dbdlgT_siLbR"},"source":["## Opertors"]},{"cell_type":"markdown","metadata":{"id":"cRqGVsodiNdh"},"source":["#### Arithmetic 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2W59fv6BjG73m7cI9+j4/CwAwtr/L0qRK1GVZduM0AIyPwM8ImYte0puHP9flT+r1bHSbfrq+XeqqVsGGE+YNzwFdOHdWrWald1hm/FiWfBtbdfbcBf12WVwnNvi1tUdqWlWkbdHFerPnsj4//KbKFmbYJwAAAABAVAfXVqvlZFh9N+1pJqwRB3FDkZMtql3VonAyIN+vUMM6bXs/qOjXcbnmZiePm/Vtv/q6D2rbS9UKXLWOA4DRCPyMZXaGHn88Kzlky+Ka61LWk5ma9UM7IR3ztb95wqXMjIGw0CxlZz+lH5nvBQAAAADDGH/RnXlxfdpcqgK3NY/aeel4tXLn58jf/Kmuzbul+NfmcfEbij/mUt/hrSryzFfuxoB0rkk/XbxABZs61JfxI936MzOwAUiPwM8I/daQrrW5WvCTbQrPe0UfvFsu+XfrwOvZCv9zgRYUWJH2yPCJLb81FG6rVsHiHG04ckvPt/1W9QulmkMfaPmtTm3wLFFBVYtCDPUCMAPEf9+kImvCZ3+7onbaUEZXtXLM13N2hjWQK6ZWUJyrluT0Mv3qO92iWn9uauLonAKVbro791p6/YpZLZ6v+JVrnWM98vyq2HLQzHvTV4SHfaaVj1vz2xTmJNNyCtPk9SP0Xw6qZZNZUc9JvU/qnLCMb+0DhpjqZxknK5KvzfU3pRKa/ann1mPIpJ8Dx6WbWDv+dUSBtm2qGPgdzUeuv1Ytp+/OR2e5H5+V1B9TyPxewz+vwvxuIcXS/pARtSSPsycnNcI6uGWd/XvmqOClbTr4+/H+AgDwoMQVabYmV54r/3tpSzoFX7Py+Bw19kxQ/3d5VfnWfnX1Xtf1C7tV/EMzj72SrcpPruh6b5eO7amX72nzuIxsFW/frWPdF3S974wqs2Pmx2SouNl8fuGsjr37pl7yjD8QN9qWuubSUfOVDnG1U6VW3rwpOG4ZCODRQuBnhMzZ0q3ZL+nYhc+1v8qrx//7hpkgPZlXqf1nL+jYmgzdyHhy+PwGjz2uv4nH5Ws4q56P6lWy4G8Uv2QWCRlZKmk4pp7uHfL131HGk/T8AeB8GT9+XfVVLvO+vlH7RgYJbofV/s8BGa5K/XajV6Nyxf+OKbipSAUbOvXlXJ9qqsrkfeKWwkcbVZrjV0skTQX6dkQtq/KVu3arOs71K8tfbp/3jYKHtmrdT4pU2zVOJfd2VAcrilR64I/KWLJC5X6PZl0OqWO7X0Vv3Q1ODRXrqlVRYYWaum/oqSXlqlxfrGd00TynVDklLYqMNZn/ZD9rdlZq0myPPXnn0Em150xihp2vA6r2+FW985T6ZmWpeH1l8rMU6VTThgKteTt6/z7LFI+0qDQ/V+u2d+j8bevzalS52qsnbwbN77ZOuctqFbxmH5zGXy8d1LqiUrVHM+RdWa5izyz1nenQ1heL1NQ7wU0TAHzvMuSpqlelVdQ17FPA6pEzRLynXVuPG3JV/VZ1+ZOt//crtLdW7Y+bZcrKi9r3blBjlVzRI1u09UKJKn+eqfbfdI5d5ozgLi6X19yGu3rHfm8z7w2b2/JlzOcGOEoC4/rTRxsSc+bsS5y3n0/O+cSv58xJbAjcsJ8DwCPu/D4zL5yTmLNnkrnh9VOJqkXm8YveSHz2n3aa6eK7L5jvsyix9cwtOyXl/B7zWPP9X3jhhcSiVz9MfDn8ZTMvrkossj5/0a8Tn92xE5P+lDjx6qLke676P58mbvyXnWy79R8fpq5jzguJfReGnTjsM1/Y9Vli2EfGTtjnLU28E7XTbHfM3+IF87zR13kr8eXh1HUuNX+noZ823c+a6He/EbDKqDTljfn772v9LHFj+Fce8lkbEieu22kDpvtZA++5aFXi16GR5d7d32TOC/sSF4ddz/nEPivd/NtYv8uvzw7/ow/+zZ9/J3HRTgOAh8mNj1P51KJffTYkz7+YeOcFK0/cmvj0z3bSJPwpYL3X0sSvz5nvdOXDxFrzfV94d3TuN1AGbfjoT4nEf36WeMPMfxf970+Hlytj+lPiwzVWvrsq8eEVO2kY89qft659ZFkL4FFHj58JfHMtaO9Nwdcx9dm7AOAoQ4cBDXvYw3UGzClW3fZiyWhX0xG7G/y1gPY1RORauUs1S9O3I0bueHXgrTJlj3g5a+Ue/dbqRWS06HTP3c7n8d5OvWG1qq7frf2bfXJZE2IOkbmgTHt+UymXeXVNh0Jpu61HHv+ZWreMaNmcV6JfvOw2d6LqvjC0XTSmE3ubFLF6LI26zkxlr3ldr+ebZzWf0hdpOqpM7bPugfn711R55RrZ0Gx+1s/XWDtBXey7Hz1p4goffkMBw6Xy5v2qKxy29IHJ+k3sv12kSR3daf8C+tHqVtXlD/+jZ638hSoXmjuXunWRCUsBPIRc/jrt8JtFU5uZv11KpcWO71NjxKWSX9XI90QqbULxiALNAamqXq//2My4ny5TXYNHkbZ3RvQmiin4XocihbtVvzJLmu3V683l0qFGdaTrETtKlnwrzbJZYQV605Q3l8I6YX4P1/rn5WWgAuAoBH4m4Nl4Xdev18hjP5+UOSXaf/269r84sgIMAI+4ocOAhj0eHzVsK2tlvXYXmrf1bZ0K3exXqO0NBV0l2rG5eMxlar0vlckz234yTIa8RWXJvY4LA6H1uL749xYZ5ruVr/SN2SU9I3+5yq0PPHpef0xTL/YuyzOrwqO5F/uS27DxTXKbdLVXgW6rUrxc3rTXma1nl1jbsKJfJROGmdJnfUfmZVuVfvP24eat5PaexL9Q99uG+YOUa8UYwbzk325ZefJv3hn5Y5qhc14V56X9VfRckbUNy/hzMgEAHjJZKtmyWz5F1H44pP6bIb27MyjXyh2q80/hPiDDo5rTn+vjqrtDoN1rWvV5d6tK5tgJSebntZ7R580rBsuSzKV1+vjcGdV4JhepceWvkFWaphvuFT17QlEz760smtKdD4BHAIEfAMDkrWzQsaPH0jxeMquKI2WpbEu9PEaHml6rVtMhQ8Xb61Qyz345Dfe8p+y9NOY9o2TI4quYPeFwn1lJtbbL5c5OJoxhnrLzrW1M36SZl9iTnS7oYPrhwLqOd/X3RZNzHxhj9nyaK3+zdWRU8TvWdripfNb9EL/Zp0h3QAfb2tW4qVSlqwpUVDWNnqxj+Sr1e2iZW+P/CbKVZ22vfKMbyYShPHrGmrg0nRE9uADgoWP3zjEONan6tSZ1GMXasbkkbZB/XJlZyhraQ2j2iOcDHnMpa87QIE+msuZNoXvOEz6VVJnbng4F7V5KKRGFrImqC8tVbPW2BOAoBH4AAN+dheV6/edStDuk6I93qc7qmj6Ox2dPofKqeHIifcmlH43V2STJpafmW9ugYmkCP7N+aO9Mwp3bqbCFa0G6Xk/DH4+nCVpM5bPuyc2I2l/J1Xx3gfxrq7V1Z7tC1uTK83wqWzk6RDdtd+KpldtcPxqzx1WS6yk9Y21PxzS6T9N3E/QCgO+Le83rKjdzw1B3VJ6d4zdwPHgZeu4fasySMaoTvUNWJIuE1WGWkT5/+p6pAB5tBH4AAN+da0Gd+Dfzvt/lkn6/Twc/uYfFYW/eSHVLfyLTDhVkWDEd0y39ddypDQzduGJti5U1N5kwfT9MBaae2fAvaXo9DX+8tCh56AMQU+drfjV2md94+zF9fvmKrl+/oLMfmde1p17lhfexSv+Y/Se4/dc0Q7iGMG7oS2vrz9JDfT8EANMQ++SETpm5oVXURX5zUKGb9gsPqYy85ck51KIfhVPBe2u+tjMdZmlZprKlhH0AJyLwAwD4jsQUaH5DAZVo18kDqltoqGPzPoXHWXb24pWxJzc2+s4nK6hed7bduyRL7mXWNv18OnddU1+Ptc3Sk5OdaHMMrqxnkoGOcLQv7UTRD4VLQXV0m9uqf1FrlVdZmcN7Ud25fR+vfL5by63t2ej4ixpc61OvtZ33pB5PJgCAQ1wLqKkhIK3cpY8P1MltdKi2LTx+MPyBc8tb4jbLixMKWz1n41+o93eGWW6UTH5CagCPFAI/AIDvROxkU3LFLd/mOhU/7VH5P5XLZbSrsS0yZoU4eHL0ZJMpMYWOW3PTuFWYM9Aamann8q0pKqOpSTVTiaPEe04lu6+7Xi3Uc1MZSZbOAo/KrMjPoYM69X2uNPWtvZ2MgeFXs/9mcJLQu2LqPZ2clWdsU/mszOeUt9rcXmpX55i9ueIKn7Zakl2q+Yfn0lwTADyq7AYOw6e6TcXK8pSrbr1LRluj9v3+IQ/9FJfLaw/3ip/rVotBHg04GYEfAMD9Z7eAGp561a1JBWoyl9Ykl72N7t0yZoXYFW1S9Vvh4UGcbw2F3qpWbXI1rTr9bMikk5nLylXvkYxDtapoDskYEbTov9ypTa+1y3CVaNdLd1dLmbYMr8o2WytwhVT7apNCo+YMisvobVfL6TSTCU2HKys1ofWZL+zu+JMwKyM10XbwU4WH/ZD9Cpu/Y1M0OThrtOl8ljJVvKFeHlm9uSrU1D3ye/er78gm/bLNSC7jX57HLQUA5xho4PA01KksOUl9pnyv7TDz0qhatu1TZJwerg/c03kqKbTm4Auro6ddWlip5eTRgGMR+AEATN7xBpWuLk3/aAjZq20NtIC6VfPP5UNW+3Kp5DUrSGBWiH/VnrZCXLZ9l575t1ItyPOrdFNjciUqf0GO1r0dkSuvTge2j1y23a3Ktg9U7jEU3rtOOYsLVPrKNjXtrFWpP1cLCmsVkE/1R/aoeNiSuNOXteZN7V+dJUVatC4nRwWrKrStuVG15m9QkDNfOasa9eVUes2MZ55HPrNirkuNWltYqtot21SxJWj/zmNYuEKvr3SZ57SoNN/8PQZ+x7wF+uX/b7l2bV5sHzjCdD7LYt4stB4ql8cIq2VtjnLMcyu2NA1+ZsHmgFRUr8Nvjb2MPwA8cgYaOBbWqGHNkEnz55To9QZPMg9ueG/sHq4PXpaWrymTetrVftwsTUu8Q8prAE5D4AcAMHlXIgr3hNM/vk5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)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"jUrLvIa5isfs"},"outputs":[],"source":["x = 6\n","y = 4\n","\n","# addition\n","print('x + y =', x + y)\n","\n","# subtraction\n","print('x - y =', x - y)\n","\n","# multiplication\n","print('x * y =', x * y)\n","\n","# division\n","print('x / y =', x / y)\n","\n","# modulus\n","print('x % y =', x % y)\n","\n","# exponentiation\n","print('x ** y =', x ** y)\n","\n","# floor division\n","print('x // y =', x // y)"]},{"cell_type":"markdown","metadata":{"id":"z01kOehCjlS6"},"source":["### Assignment operators\n","![image_2023-10-12_170012712.png](data:image/png;base64,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)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"LXYd4x3sjvuM"},"outputs":[],"source":["a = 3\n","print('1st assignment of a =', a)\n","a += 3 # equivalent to : a = a + 3\n","print('new value with a += 3 :', a)\n","a -= 1 # equivalent to : a = a - 1\n","print('new value with a -= 1 :', a)\n","a *= 5 # equivalent to : a = a * 3\n","print('new value with a *= 5 :', a)\n","a /= 10 # equivalent to : a = a / 10\n","print('new value with a /= 10 :', a)\n","a %= 2 # equivalent to : a = a % 2\n","print('new value with a %= 2 :', a)\n","a *=16 # equivalent to : a = a * 16\n","a //= 3 # equivalent to : a = a // 3\n","print('new value with a //= 4 :', a)\n","a **= 3 # equivalent to : a = a ** 3\n","print('new value with a **= 3 :', a)"]},{"cell_type":"markdown","metadata":{"id":"i-R_QfOJnlMG"},"source":["### Comparison operators\n","![image.png](data:image/png;base64,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)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"sxYPRj1In1lX"},"outputs":[],"source":["x = 5\n","y = 2\n","print('x =',x, 'and y =',y)\n","# equal to\n","print('x == y is :', x == y)\n","\n","# not equal to\n","print('x != y is :', x != y)\n","\n","# greater than\n","print('x > y is :', x > y)\n","\n","# less than\n","print('x < y is :', x < y)\n","\n","# greater than or equal to\n","print('x >= y is :', x >= y)\n","\n","# less than or equal to\n","print('x <= is :', x <= y)"]},{"cell_type":"markdown","metadata":{"id":"Eq_3bn6Zohmy"},"source":["### Logical operators\n","![image.png](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABHgAAAFpCAYAAADnQJ/aAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAAABjaVRYdFNuaXBNZXRhZGF0YQAAAAAAeyJjbGlwUG9pbnRzIjpbeyJ4IjowLCJ5IjowfSx7IngiOjExNDQsInkiOjB9LHsieCI6MTE0NCwieSI6MzYxfSx7IngiOjAsInkiOjM2MX1dfeMlbYsAAJpXSURBVHhe7f0NXFTnvS98/3o3ubHxLubJqeON3U5jd3C7j1jYHVPcheInkLAfUfYRH6FStUpkGwqNRqklvtQgMSo1vpAUJKkJ2mgwJIfxLmU8hwbyQIbumDCtKeOpR9JqhlZvxsYT6DaB2+SZ57rWWgPzsmaYgfFl9Pf9OM6wZmbNernWta71X9f6ry+4BBARERERERERUdT637RnIiIiIiIiIiKKUgzwEBERERERERFFOQZ4iIiIiIiIiIiiHAM8RERERERERERRjgEeIiIiIiIiIqIoxwAPEREREREREVGUY4CHiIiIiIiIiCjKMcBDRERERERERBTlGOAhIiIiIiIiIopyDPAQEREREREREUU5BniIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0REREREREQU5b7gErTXEdFtP6u9IiIiIiIiIiK688xOmKm9unEiHuAhIiIiIiIiIqIbi5doERERERERERFFOQZ4iIiIiIiIiIiiHAM8RERERERERERRjgEeIiIiIiIiIqIoxwAPEREREREREVGUY4CHiIiIiIiIiCjKMcBDRERERERERBTlGOAhIiIiIiIiIopyDPAQEREREREREUU5BniIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0S3ts+GMDAwpP1xYw0NDOAm/TQREREREVFYGOAholvXlVZsmTcdM2dOx9ytrRjQBt8I9pfzkDxzJmYm5+HwGW0gEREREd0aLplROHUqpsrHfps2kOjOxgBPQENw2syo3VSIvPQkteIQj6T0PBRuOozWD27koSaRDVXuHZjfYy6yl+ahdMdhmDt7MPCZ9pXbwXk76s6rLx0v29GjvrwBnOg5ZRX/y5dWWHuUV0RERETXnfNEoU57z/dRJVqHRETeGODR02tBRW4ykrJLUHHEAuvZkYM751krLEc2Y0XaTMx97DDst3uc57MB9HTKQNcKlDbxIPfW5ICtw4r6ms0oyZ2HmfNWoOKkQ3svyiVkYGe2UbwwImtXBhLUoRExdMkOy2sVKM2u1WkgGZDy3SKkGsSrlCLkJ4sXREREREREt7AvuATtNQlDtiqsWF0JqzuWYYhHxvwspEybJP7oR++7FjS39Khn9iVTGZqOr4Npovb37UYsj6nZlcrLrJrTOLSIB7o3h+zBkw1lTaStw6HHUxCrDB9A7/sOOHo7YTnZipGOJgakbnoJrzxuQow2hDw5YX4sCSVN8rXYhi+KbVgZTkRERHRzyR48ScUW5XX+rgbkPKC89DEF30iJ19qDdyh5iZapBMqS2tiEi+vZmiNiDx5PV62o9AjumB6tRntHO17ZVYai4iLxKMMzh9tx+vQrWJeiBTpslVi9yTIS8CG63ibNwJyUVKQqjyzki7JZtusVtHedRsPWLMj+LjKAYd21GhW/5qWERERERNHKmOBu8/k+7vDgDhHpYoDHg/1IBWq1SI1hSTWqd+QgXq/mNGSg7PDPUKTFeJxvbEZdJ2+1QzfZXQakFh9CQ00O1KLpRN1PX4VdeU1ERERERES3MwZ43IasaH7RfSicgbINOVpPiAAmpqKoPEv7w4mqt97DcIhHJ6P7wLuHsWXVPCQpw+ci+7EKmM8G610xgJ6TVSjNdX8nCfNyS1F1ssf/TkJ+vzeEnhMVyEsSfyeVwuLuXiTz6bTVo2JDHrJTtM8r07IFhzu9+yANJ3fTLs+SLMUjyaYLT/j2WRqAo03M42N5mCd/V34uaR7yNlSg3mfcbrb92uemFsJ8SQy4YkPtY3OVYXNrGJYYK+OiMpSla3+cqUWrXga+gR5Y9peOJBBX1lUVLIHK5IADrS9vQeFweVQTjpfuMMOuF9sM5fOhlNsgd0fwKz9X1Xlyl23l92qscHolnXYnq3ZfniVVItv9Gx4JC/3G7yf8Mq9c8qj9lroNiW1SzHNhtlrup6Zko3R/Kxy3U6JsIiIiun5EW2+4HfOIaMf4tsuuWlHhbqc8UgnbVW24MPBBK+p3iPagux0iHnOzC7HlZd/2kyQvb9fGo7WXBs5aULUhG3PlMNEGWiHaeT3DTUntWMarjWNBj8fvKyJy3BREuG1eoijHAI/bWRvq3cdkS/Ox4H7tdRCG5AVwh3jwhi3gHX4cJ0qQtmgz6oZz9zhga6pFSXoaSk7oJMMdEAehuWmYt7pSHCi6v+NET2c9KlfPQ9raejiCdBhyNm1AbnGteqmZsx9DnytDYdkwE/OWl6L2uBU27c5E6rTUYXNuJvJeHmNQ5YoVlWJ65y4X89hkHckD4+yB9XgtSnOTkL1VHLRqg3UN2VG1MhsVTeqnHENBZpBGYUTK/FTttROdZ72X/MC7VchLm4fCPfUjCcSVdVWJQlkmX3OMBCulXjNK0uZixdY6WIbLo/jKWZnYuRk9V7QBmoGOSjH+0D/vpl9uQ3RVbDNL1Xlyl23l93bkISlHNEJ8GxPjFYky/1mv2CYzMU/Ms8WmffK8qIf2rMC/bjAH/y4RERGRNKsA5eu121CcqcTBk+5Gicpx4gXtCgUDin7yxHDeUGdTCWamrUBpjWgPutshgsNmQd3WPGTmHw7aC/xjWxWWpRei8rhNbbOINlBrTQnmLZPtriHY9i9Tj2W82jiFyJXHMeoQXWEfNwURdpuX6DbAAI/Geb57+EA01ZQQ2jWtcfGY7c457OxGj95Z/rZylBTbMGfrITR1nMbpjiYc2pQxfAmNubjCp3eAA/XF2aiUPQDkpWCvv4OzPedx/uw7aNqhXnrjfKMUJUcCVLmfiYPan5iH58XT0JAB8Yu24dCvxTjPnlUe77xehgxlYpywygNy7eDbMH+f+pmj69QBQtae9uHv7ZvvnnE7alfmoUrpsWBA6rKdONQk8xS1o+mlncjXchXZXl6BkuftAStRh/kAKr07aNA4GONHksxZnZe1V8KFepQsUvNMGTLL0HDqLM6fP4+zp5qwc4lSumBeX4K6M+rHlfK4qQRmpUCZsO4lsW7PivLYc1aU5QbsXWP0SuIsk5QvW1ql5bEyImtjNV5Ryts7aHn9EHau9P78sCDldnQOvLx+NeomFGHv0Ra8I3/r6F4UuBeBrRKbXrRpZc+EIqUMt2PvfGWAsA6vaOX67NmiEJItR6jMv7AJhacSsO0lbZpfcm+Lchvfjnpe9klERESjioGpeNtw6ghLeR2s7ibElVa8sKdVeWlYuRdPpHm0wj4fgmFmjtYO0dpBpxpQlqmOyNm5GXUnA/VyqUPp6jrcu+kVtJ8+jfaj25A1XXtLtLsOrC3B6j2XkbVVvu/TxjkpT2AHaOOEfdwURNhtXqLbhLyLFrlc3S884oqLi1Meq8192tDR9Lka16jfiYtb7Wq8qA2+2OharY0rLi7RVWz+UHtjxIdHl2vvx7lyj46832/ZoA1f6Dpo1wYOG3S9/XSi+n7ibtfbg9pgz99LTHQlLtzsarT3a2+69bs+7PEdpvrw+Mi0bG93j1TTdWD4Pb3l4vndhfu6xBT6+I8u14GF2rTFbXA1f6QNF7r2uYeLaRbTvfy5t119fiMglViO2nKOW9MoSt4oPNbbyOf7Xc3rtWELD7q6lWEe/uNt1/ZE9f3EnW+r67Kv2VXsHs9Pu5SPBdbtOji8rhe6DpzSL2/DQim3np8R5cvTSPkRj4UHXF3/ob3h5jE/cXHbR7YXhee2K76rDfU0Mn6PbVsYT5n3Wi9yvA5tuGawfbsr0f2+z/wSERHRnaHPvNqjvaD/8G2X9/2yeLgNsfy4PLYYFG0Z7fgmsdjV7NGWkfrPnxMtQx3nX3Ut18YT97TWHlR4tp3iXI+IdqFnG2hQtHEecX9PPBa+4N3SHDnGEe3M5zzeG8dxU+B24hjavES3Cfbg0QxdvU45X9KewBOL/LP5GLNXoUB7bT1l13ouONF6ol55hexHsXiW+nJEDGYkzFFfOuthO6u+9OKchqLdzyBnlm8fpFgYH9Dvl2R8QBun4LjSr70KhRO2NvWsAFCEsmKdW3JPNKGgOF/7ox6dNr0zAWLu5+9F9eOpMPCe3pE3bTLkTf5xqRWNx5UhyFq9GFpn3hETZ2B2svrS+Zp2yaFhCmZoZ1xw7GWYe7XXes5Y0aj1wkrYWI6ib4Vxb4eA5TY0BeuLhrscD5uYisXF7rls1N9ewhapMi8Ur0LWNO21JiYpBQu01zjr0OoFIiIiouAM2WV4Klt93brrMFrfb8SBPerxTdbWMmTFKS+Hxd4f4C5c98/A8JFB72XoHxmkoiDXuw0UY0pFhvYayMcPlni3NGOTUodTWzgv9vnnFJXCOm4KYixtXqLbBAM8mmnTh7PpYODqoPZqNE44TmkvMQWxvgeYkmk24rWXXmLjkZCmvf6D+0CuFw534temkuHktJ6PpGKL9gHxDb1ErGnfQ5ZfYMjDVQfsnRbU19SiclMh8pZmY65HIuXweEzvkjmYESA4E/uPc8RuQPXeef1rZxfPT+WtHiNo4MrIrs8w6V51B3zRAXfp8UyYPfLwSDwsvu6+pCmjWLtoyWlGSXIS5hVXoL7N4bdjdvZ0DV+rvSBNJ/ARzGjlNqgszInX/7X4mSO5iJzOQN2MwxG5Mp+VMMN/GcXeq3VDJiIiIgLydzWg4XX/xxPJyuk7D0bkbNqrBlmctShdWQnllFR2NbYtCXDrmM+G4DhjheW1WtTu2YLCpfJGLNkY/cjAhBk6+UonaM+YFQ/jfdprtzgjZmsvcWUAukdbYR03BTGmNi/R7YEBHs2k+0YqPqtd505Vei71oNtdw8yahil6EYq7tGc/EzDBXS9f1qqVSw50q6/GzjQjwN2/BmDdvwJz4+ciM7cQpTsqUHXEAmuHDYOGMR5Sek7v9CmBD0xjJgwHb+xX9arQLMyeHlY4gEbRY2/WXgELZqolwtk7ttKVsOYNtNcUIVVZwU70nBCNhuVzMTOlELXvjmwpzt4u7VUWjFO1l6EKWG5DFGA7i5k40vj5eDDUwG0QESvzRERERKMzJqQiNcX/kRCn03a+fzEeK1ZfOp3yICUe24r17ww80FGFFfOmY+4jeShcX4GK/XWwdFhhu2oI4WTTcChH39eDtJGCCee4KYixtnmJbgcM8GjkpRHurn84Uo/WEBJ4OU81D0eHDVkP+nf/C8qjJ0CyUa0E44wjUeviBpy/eBEXgzzW6WWDDVAx2l9chrw98q4+BqSu2aslvj2vjOf0S8NzHh7P6XV+HDgoNjQ4/F7CxACBnIAVOoXtqhXNR9yRx3ykmNRQg2HqyDmRouPqug/8WOeRbDhGSc7d0HUW7Ud3oiBdayact6Bi0TJUva/uaGPvm6E8y6THfQHulBXQdVr/njv4GVPH1NTwFskyT0RERBRJl1pR/4b2WtGD2uOt/u2VM7VYtrQSredF+zDFfZOKszjvEG3A0y+NHBPdMnSOm4IYe5uXKPoxwOMWm4r5j7urCwu27xrlNsVXWlFV7g7vmFCUGaBq6A1wjemFc+jUXhpmuiuqyTC6ux+22yN4PagdrTVacpT5T+HZ8nxkzDIiNlY78Px8rD0bPKb3ZBd+HyCgPvCHLli116kzRypcuh4GYK2p0G6HKUpmeQGy3F1kDcbhy4ZkL7Ww3RWL+PRVeOboOzh73L0ztKHyuFUp4/ca3OvWjk57eLexHJ9AAaUhnLO7t9Ex9CrSxTJPREREtyInLLs2q3c+nVWGQzUFyvGF80gpKn/tfTRib6sVLTgpC0/t24b89AQYY2MRo51wi0Cf57EJ67gpiPG2eYmiGAM8w2KQumoncrQaw/lGCUq2WuDQy3PjbEXlyhWo0w6iE9aXoyBQ/pDjB/Gq3+33hmA9WqkdABqQ/y133x8jZqdpr8/U4uCJSB0ki6NQd4cOP2JaWrTEzqP5zLe6NyIlR0un5qzCC0d0bgl91Ya6Gm38hnVIT2ZvhutmoAfmrcuQt1/LhGMqQ/kyj35l989GulZO7S8eDJ4weRSxaQ/jYe21+zrq2OR0FGjbT+uuynGNPzx21B61+BfxC414oUZ7nZ4Bk09ywRHhNGNY5omIiOjW42zajs1vyNaQAQU/LkDWosdQlq68g7qNB2C9Kl+rhj4LeGCAoY5mhHhkEHlhHTcFEcE2L1G0YYDHU1wW9r1UNtxNz/ZyIebOmYeSHbWorZGPSmxZNQ9JSStQpXWIMWRuwz69O+kMs6Fimfj8STscAwMY6LWhfusS5NVoFWt6GfJTRr6dkPOEFmRywlz8r1ixywxbr/ie/K54OM60wlxTioqmwBWzvxjEuANQJ1/GCyfscMrxOe0wl6/Aj7y6cvqYEDN86ZnlyAuotzng/MCC+jb1940Ln0CZtsBay5djxcbDsJxxiGl1wN5Wj4pVq1GpLCsDcp4uQCqPdcev/xy6Oq2wKg9RHl6uRcWGbMydKcrqy2rBNKSsQ8ORdT53lkrA4rU56lkPmTA5ewUqT9jUcqk85Dozo3ZjBSzuSxQvWVBaXAWzWO/yM0OfDSmfs738Muq0j5iSE9RxxmbgsXLP8eeh9GULbB841XF3WnB4k8e4I8h5pBCrt9bDqvyWEz1tVVixqFRNLiimqGjNYp/rzycgdjj5Xz0OPN+KHqecL8twouhAWOaJiIjoRnHY3W0+/0ePuwezaK9t/4lZPdklji0ee0Renm/E4jVFWrtMtBVrbMMnpWImDrfu8fILZtidsh3ohP1EBVZsatTeuxnCO24KbAxtXqLbhXa7dPLQf7rOtfrbca64uGCPRFfuU82uD69pX/J0sdG12v25nza6Gh9P9Pmu9vj2BlezQ/uOh8GuA67cRJ3PezxWm/u0Twuev7evSxvore+Xxa5Ej+8PPxKLXY2v7x7+22u8im7XwYU+3/H9nONN12adz4w8kl2rX+p2DWofd+va535/tavxojaQAuhyHfBbrnoPsayr33b16ZVLxaCr67lc/bIw/PBYH55lS+eRuPKgq/s/tM8qRht/gHEHKLfBPuNZfurMB1wL3Z/zeojt9Lkuv7In9bds1pnOA2JJq4KWzzGWeZfYtt2f8d/WJI/1vKbRpfcJIiIiur31mVcPtxeCPQ4ojZY+V/PwscYjYphn66PP1bjG/flHXLtPae9dbHYV6x5rJLqKzY2u3e6/vdoinuMaaS+NGK0NE+D98Rw3BW1LhtnmJbpNsAePjtjEVTjULhPK7kXR0lSYpmtvwID4lCwUbK1Gk+0UGsqzYBwtOexdRuTsa0HD1vzh8RhmpiJ/4yG0n9yLrGnqME8xpnVo6GjHoY35SDV59DuYbkLq0iLsfakFOxcqMemQGbKr0fL6NuSnxKvRbEM8MlbuRFNbNXKmB8uEn4CiI03YuTID8dpPGk1ZmD3Z4zvTMvCM+TSaamRUXRu/oMxn8V402MS8PJoQpJcTjYssF9kF2FbTgHb7OzhUnApDwHIZA9PjDehoO4Qyr7It16u6vg79eidy3Jcz3ZeCVTsKkJVmGukBI8qO/L2dR99Bx+EiJHj1EtLG/5tXRJnJ8hi/Eaa0fJTVPIGMgJdKjd2k5HU4JspyUaa7/Infk9P4utj2HtfvYRf7yDa8/pIos+5tTM7XUiMmq38FxzJPREREt4CRS7NEO2RlGQpMnq0PA3LWbtOuTrCj6ula2GU3nrgsVLc0YJtoC6rte3GMkynaTSc6UL3IONo9sq6fMRw3BRZmm5foNvEFGeXRXlOkXDKj0FSi3mFrYxMurndf9EVEkWLbPxXZe+Qr0UixHeIOmoiIiCja8LiJKKLYg4eIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohzvokVEREREREREFOXYg4eIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0REREREREQU5RjgISIiIiIiIiKKcgzwEBERERERERFFOQZ4iIiIiIiIiIiiHAM8RERERERERERRjgEeIiIiIiIiIqIoxwAPEREREREREVGU+4JL0F5HRLf9rPaKiIiIiIiIiOjOMzthpvbqxmEPHiIiIiIiIiKiKMcADxERERERERFRlIv4JVpERERERERERHRjsQcPEREREREREVGUY4CHiIiIiIiIiCjKMcBDRERERERERBTlGOAhIiIiIiIiIopyDPAQEREREREREUU5BniIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0REREREREQU5RjgISIiIiIiIiKKcgzwEBERERERERFFOQZ4iIiIiIiIiIiiHAM8RERERERERERRjgGeW5IT5semYurUQpgvaYOIiK6DgbNmVKyah6Spos5Jmofa97U3AnCeKBR101QUnnBqQ24FNlTJ6Z9aJV4RERERjYf7WGwqqtiwoCjDAA9RVBjZ0fg9UrJRuOkwWi8MaJ+lcLmDFiE/9kfJ3n7IjtrcJFFGCmG+oA3zMGSrwrL0EtSeBmakpSJ1ZizwmfYmERER0aiG4Gg7jC3uk0VT5yL7sQrUv8926a1uqLcVhzetwLwktX07N7sQFa/ZwTUX3RjgIYoqBsSniANxeTAuHyYjcN4Gy5HNWPHtTJQ2ObTPjc/QJRvM+0vE+G6lXhrX0UTjyDJ1P2YalLcMM32Gy8ekGOW96GZH3ZOVsCEDe0+0o+F4g3g0ocikvX2LubXL5AB6TorG7fLaCPYguh7jjH53XN0UEMsHEd0KBmDdtQRzl29GXU+serIobTIuN9WidH4aSk5Epl1KkTfQUYklySuw+UgPYrW27uQrFtSuz0TaWjO45qKYi25Bfa7GNXGuuLjVrsaL2iC6wwUpE9f6XG8/t9yVGCffX+569bw2fBz6zKvFuOJcq8192pA7z22/DC42ulbLMvNoo+tDbVAobtZyCf67Xa4Dcl7iDohXN8P1+P2bPU+3JtZNbiwfRHTz9f2yWGl/Jj4u2hLXtIGSo9FVnCjrqMi0S288d7s7znXgdqxkLzar6yex2NXo0IZJ1z50NT6eqMz38qPhtA7pVsIePETR7i4DUh+vxs6l8o9WtHYx5k5huAuYoL0kIiIiCo0djc+Z4TQU4We7cmAU7Ylh03LwVHmWeNGKSjP7Gd5q7OYDMDsNKHpuH3KmaQOlu4zI2fQUlDW3x8weolGKAR4fQ5fssLxWgdKl2ZjrzrfhznHSO6R9ysMlMwo9cnI4O2tRmj1X/V7SPKzYVA97sAsZnbK7eSny0pPU70xNwrzcH+LAKe19opDEYk6arI4BS+9l5ZmIiIiI7nDvH0bFiZ7I51WxtaL2DJCwZjFSJ2rDPBjS81Egnp1HrLCrg+g6cNrqUXEknCVsQ+uL4vOzirA4TSflQFwG8leKZ2cdrKPceINuTQzweLGh1pSJwvW1qD87AKOWbyP+qpbjJHkJqmw6QR7po26Yt2YjKbcC9Vcmq99DD1qPlCJzWRXsOl+T1z5mJ2WjZE89rEPT1NweKZPQ32lFz52eXoDCNnhV3XWnGiYrz95kvoYqlOa6E+AlYd6qLTjc6V3QbPvle1ORVGxR/rYUuwOP4jGcWNh9x6LAd3kLdKcl9/iVOxJc7YF5xwo1kLrWAuWT7oDpY2bl74GzFlRtcAdb5yJ7QxUsHwTYBj9zwvryFhS6A6xKsLRUNGrsCPCNsfOdzndrUaIEaZNQpewMQ7j7gq1Knc5ACZudVhzeVIjsFHU8MtBcut+CnrBaaDp3l3L/rqkEylpuKtHKhHho8xMOZ6d/YkWzqD+D0g1sl6LqhA1OnyTPoZVJH8qy80waWIpan7IektHKlLscTM1GpfIFUae7p813+xhywnaiFlse8z554LdOwxmnFEY58d4uB2AT87ZCWwd+y0hvGb4bZL36LStte9UrC2PYzkMvB751nZo0ckuNNayyPfBBK+p3+JRRnTpT5b2dDX1gRsVydTmU+OYKGu92HWL58FvXNSXqukwS7RHlE2Ovx93U9ZY3XEaS0ldgy8tiOTNRO9E4OLT2QxK2/FqnYhiyoypbvr8C9To3T9D1WT9qi+dhZkrh2PaFAdhtzUq9mpoQrw7wFRuPOfPFs7MbPQHqGT+fiTq8rR4VHnWLesL8MKw6k+5b1yn1v3s/5K5fr6qf1eVTJ4+1HrPXZCrfzzsWpBf9hXrkyenaYBFTGgFi2msfm4sksX9uDGeEZ95Ds1xc8xLEsaqeWMSb5EljJ7rPR6680I3DAI8XUaB3vIJ2+3lcPO1OOtqA9q7TeKU4QbxvQ+X+Rv2kUy9vRsnLvcjZ046znU3q9zoasG6WeM9WicZTPoeYYiMvWSobgyasO3oaF7XvNLzejtOOd7BXVohEIbPDctwqnhOQnmRUBw1zwLIhE/NWV6L1oymYs7IIBdkzgNN12JybhGxxcOQunTGT1KCmboLhSCYW/lw0YDbloqSmVd2ehvxDML1tW7AsfTMae2cgqzhfTNMgbMcrUbikxL9Rc1UcrOQkIW9rnVgSRuQXFyE/TcxjTz1qT/agX/vY9dAv70S1SAY15E5QPCJwcCPvbpWXmYfN8ozMtHwUyfm/7zLq9xRiXloJzL3aB8firklaMDkeylo2xI+s47hY5SOh6Yft+Txk5h6A9eocLF5fgCyTqO6aZLArcGJFR1Mp5mqBbcfEGWJdrVPLo1hXlcXZyMwX9aJHYyzcMvmprFvFsqu1xyB1iZwmIxzy7FZupv/BdjChlKkvxmonAkziE5IRJve0pRkR+0VloOCEea3Y1oor0NzzJRizC1C0MkvU/jZ1nXqeBAh5nOMoJ5/1iulJw+qjPTAkL0CWKAuDnsuo16wswwNivzVnvliG7vcXpekfcMhllZ/ps6wm47LcXoOUBSnU7Ty0ciDqFTFf3nWdmjSybocNIW82YrnOTFuB0ppOfGqQZVTMjzz50iLrzFHKkVh2G8S017ap8zz0ufKkiMh2HUb5UIntdP8yZO8wqyeOxMO/tg2f3I4z0wtR2daHKclqeZ6BbtRtzUNSjvc2TEThkJfI7EWG2FjrfloH3/PKjjcqUWkDMvY8g/z7tYGjMa3D2bZqFE3tEvV8EuY+VhuBO68OoO+8DBdnYfb0QO1DI4wz5bMFjovKgFHZnp+JectLUXvqU0yZ6a4n+9F6ZLOoP0tgCRgo6kXr1mWYt6kRvfFZKFqqnqCX9WvuWtHe0D7lyfHrLchOknWyBZfvS1Xq+gzDx2I8om2zoR7nwmjPJWQVIFU8W5s69Y8TBbvYh8iWesH8VHHEOQ4D2glSMe0Vp4woqmlHx+PyODU0Axd7lUB/1kwjAq45oxr6sZwfT4OTbhotFw+NxqElJPVNaOhOVBqX6Co2+yej+vBorpKo6pEXurUh0qDr7Z3BElgxyTL5ClImPup2NW5ZqJSnhfu6ROnyNOjq2iffE+Xz6DlXvzZU0X/O9aqSSO0R14Eu72+FltA2cPkM9P2uffJ7ca7tO3e7klcedHV9pL3h5t6eHl7oWvjtYterPZ7T1a/Ni3j/yTe95qVrn5wPMY+v+2xP1/pd3ae6vec7REGXgXs61+x27V620LXZ8qHPcg8hOV/XAXVexDrz4k5MuHC3602fn+5r3e1aqPxuo/iFUARJxDo8D6GOS+VeLo8sXOhK1JnG/lMH1GnUSaw4KOZZee/bG1yv/sFnrVzrc725U12/iY83+01TaGVSlBsxXbtbvT/z4etqEsi4hw+6PGviYMIrU6MlvO1zNe876Hr7oncpEVM2nMzQf75GGecYyol7GSYmJip1hec89Ft3ux6R30nMdeUuVOsSz/c/NAdahu558F/urr43XbvFuPzqijFu51KwcuB+z3faZT3YZ+0KPZn46TrXdrNYx54JQ4Xh8pvou07c62q7a/fOZNfyF8Tv+3w3stu1FLx8DC8nUdcuX7jZ1Xzet+y5vx9+Pe5eDomPv+o657Wg+13njqrl5BG/fRERhW7Q1f2cWg96HSd89KZrs1KPhL4v8ybrwoOu1d+W236iK/epRp9tOByhHau42327T2kDRtF9eLur0e47Ue62rKh3fNpM7npKtkmSZZ30H9obUr+o55R9UJxrc4vPOM+/6louhsclLncdPO3z3vC+S32ElmT5Q9ery+TncwMkle52HXxY/t5u19tjrRxl+8O83ZUry0Bcsmt19duuPt99TQiC7UeHuduoPw1p5ukWwx48oZpmxGztpa75T6FskW/PCWDCRDVGa7/qGYLvge01eSotC4vT/L9DFFgXDqzNQ95S7SEvH0jIRMmvBpCzowXH1pu8o/EXGnFgjw2G4p9h37J47zMGsfHIX/sEUmFH5cn3In8ZUxC1rw3h2eoimO7TBvg604sHd+1D/gOecxML08ofIF++PNKJ3w9PsBMOpffMHDyc4rM93RWLhG8ljO9MSTBNVbDPr8Yz8wOfBQnPEKxHt8PszMDe58uQoXZWGGZIfwJPPCpeNNWjNdSu2deJ3TYFT9X4T2Pst9ahek+GeNWKuhZ5jsjNgcb98rbsJmx7cS/yZ/qslbsMyNhUjb3pYo2+cQCNZ7ThYbEB2btQlu49UcYlP0CR7E15pg3dIS23SJcpA7LWFyE1zreUGJGzXCnRsNjPhbENjq+cOCcXoLzY5DUPsSkF+EG2eOG0wjq4DbtEXeL5vnGRexl2eXW1H+qsx/Y3nMjYU+233GHIwBPrZQYGC+q1Hi1ewtrOR9d7Xr186+E072mH2DoNKe4eLyFIXIVti8Q69kwYKsSYcvCocrlBJ87plqNa1H/+LA6tEb/v9d2bt11bnrcj6/lnkHV/ZGqo4e1YSaqaj3ivBR2L+GViXtJE/bCnGe/dyJ0K0W0lBgmPlitXAbTueQGtV+SwIdheqkSd04SyHQUIvb+GJ1kXFuFQ+2k07BD76RMlmJc2DyXyEtawex870fcn+RwPY5wyQNe06Wp+yJ6Lcp86uoSV25Azy3cPGwPTkkeVxL/OU+d0e8jYex/Es7JO8swFFGtCQbG6j6079XuPfayok+srRStFJhk+hKJEn98T+66ymmrl90JnRMYS+Q0rzJ16+zur0q4xrHwYqWOojmWO18J5M5FZ3Ags2oum0+/gUHEqDD77qVA4ner0xU/12Rl5mmpU5/8Dh+z4SVGGAR4dQ1d6YGsz43BNLWqHH43i0DqIcO5Ec6kH3crWMhtGz8zlRKNyoqdTHIB1aA95EPpAPqpPtKD6Uf+DTkenWdmBye6guvuTB2YjRT6329GjDLgxDCsX6CbkG7EY6ck6U3xfAlKVyxcduKw0eKQJiFUCRRY0dwTqGHu9ZGFxegSDtEPvoe15sU6zFyNDt+t1DGbPURsQ9vCS8URe8SpkBai/jGmLlYaB/VTPSEPsQifMbeI5+1EsloECXe4Gkh1tp8eyLlPxvUy9Zm8CHsyUz6IR+5EyYBQ3sExNm6E2onovh34p4XjLSWYqTH6blwHxCWpjL3VVls7BQzwS5slnz672Q3jvrSpRKwXeDmL+cY4yf1a7XoLPcLbz0cVMVKe6uc0amfwGfowwKj8RqBwFqGtv5nYd8DfHSNuOA9fh8ZidLJ/FvHygDCCisZhowhM/KYLBWYcDb9iBM3Uo32+HaWM5ihJ1W3Shk3dffXQvGjraUb3ECNuOPCTNCzc/zxCGlBMxoR39xPhdPhom94n2Did0byWyJB0P6tRJsQmp/vtYd51sKMACvSTD0jQTFoSZLsMg2j4ynKR3mZa9vVG0bBJQlGnShoRm4EKrmmcntwL26UWobutAQ3k+TEFiM6MZuqqefJsQyjqJGWdZo5uCAR5PV3tQv2EupotWbPbyEmzeUYGK4UedOFAmutmyUG27iIsXxcNxFi01BTB9UI+SRRt08jcMoMcur/Z1olJJyKf30BJ1nhE7avl8g8yZPkpkc/5sGHX3KaIh4Xe2IhYZy3ciVezsLOvnYu5jVTDbnDdofsR0BjlzFbYP7OKwSPBMfOzzcCeZ7bs6qDzfLKnTg/RacjfETooDdGWAvGRcnbcEk5b7JwDD9NnK+9aLY7kbnAkzAh3MhnWW6zqVqSGxTdpaYX65FrUyge/SPMybryW7Dsc4y0nWdL1E7GLZT5ujPMdO1Guwx+BLfo3nHtFolc8WlJj0p2M4mfeVAfhNSVjb+egSlpShYLpoSO/PQ1puKQ639WBgHDmxhnrFcj5Zj9qaSmx5LA952XORvUd7U9ccGKdqLz3dzO16pjHo9hYu93bs3JOtOx/yoS4jO4ZubhVFFPVi0p7A3pUG2MorsWJXBWyz1qF8jU9P7fGIjUfOmidQtDQeOG9BxY8r0RpyjGcyDGny+Rz6gnzH2aueHp8RrLeIr8+G4DhjheU1sa/cswWFYl+ZneJOLK8vYD4ZvX3JJTUHDeYHSjIsjWE/dF8GcorFc0cdLF69kLW7VqUXICvgCS49TrxXvQUVTQ7lZG7R+iLk+PZ+HoPJBpktSKy5YL2qnA61Y8P0KRHdh9CNwQDPsCFYn8tF6XEHDEt2ounUefUgevjRhDLtk+M2MRZTlBdOfKx7sq4f/dczKyzdHuSlIoueQXVNDgxOM0p2+N4BaRADytlvA+JT3Ek4Az0mRa7BEILZ00bZXYidamjnhDSzVqGhpQHbFsVjsKkSJdlJmJ6y4vrcFtRTthER7YQ3OKQ2OqabdNaR98MYtAfU9acfBAhs8Gqf8mw0jLLuDUZxmCyMqVtweNMUVETLlLyLUSHmTp+JedkrULK1ArVtMiI7DRnfzQm/q/14y8ldkVpO7jO4nol+Azz0EniHu52PRjSunznZjuriDEzorMfm5fMwc074lx8od8HKFes7ORN5q0tRIerW34t9cmxCDgrStQ/pChDwvYnbddZowfQwubdjryTXAR6TxhCkIyJPschY/QRMaEVrG1Dw4x/AFKk6wmlDfXkekpKysVlJ1NuCs+17/S4hDWwCJkySz2I/4JFM3tfQZ3JPnoCYkCr7IfScqEDenOmY+0geCtdXiH3u78UeNBbfWFQAefF3QOHs1z5yqkF3w71+Pd/HJwYPPrROtLrtaOxUan2VzYo6sRgyslNCv1RYYUDGnndwumkviqa0YrNohyh3a7aF3zry5E4fEmy9yRuGKGtu4o08OqBIYYBnmB022V0PqSjbsAqmaT4F+rNP/c8+jlXsFExTIrjNsPtdFzME2/4N2Nyh/Uk0CuOiMjwlc2c0bUeVzx1u1J6VM1C0R70jXODHqjAOMmMQE9YZiBvEkCoaKO04ZWtC9cYcxF9tVW4LuszjLmE3jvsSnzCJAyKlbTW/DK/orqeRx7ZHbuFzKgMfq8GZWaKsKAOEL6qvBkbroeA+axThngdjEqEy5ThWguwdFiB7GxpOncX5ixdxuk2ux73YturhMBt8wi1TTsQ6VUafhbIj+r8//CjPuDHrU56R3voK3rG345Ud4oBgorzbiLwjilk3b4Ofq1ZUyrtg9Yh6UxzwnO6RJ3jeQZOYh0O7yrA4vN71qltyux5jPa5txzNWP6s7/Z6PVYnKR4lozMQxQdN/hU3UIPLcSN1zr6rB4nEYumTF4Y1qYKf0BLB4fxNOt7+im3csOEMId8hywKFM8IOIDyHWPNRRidziWpyLL0L1r0/jvBixepfhQ3hm42L15E8kXf004u3DmJQFSr46++tWbV0NwdpSJ9pE+ch/ZGyX9BtM+dj2+mmcfn0nMtCIUiXQU4rDnWPrWWyYpmaVDXaHLMf5buX5wekRTENANwwDPMPcDdVzsP/B8yB5SEtslYcqbcj4JSAjX7YSnah88TB63LcT/cyJ1l1LlO7NprE0IukOZUTO2m0wifJU99ODHrenFTvfeFmoI53XwYApX9deBtDbE/ZFJxETE2dCzvpqtLe9ouxkbXsq0XjDExLH4t5RjtPcO08vcfE3JSfSWFh6gtw6s8eOZvk8b6T7s+Hrs5UgotVmD9oDximWixJqN+hfRnQzjK9M2WE5LC/wLcKzzxUhdVrsSNBLGhoMv0fQLVNODIhXuujfgvlW7otHxqPP4JWWduzMFuXqjRIc7hi9KTzwm5OoFQUwdeOzygGPwets+RA+Hcvtv2/J7Xps9bjBOENpKunnVCKiSBqy1aJ8jw2mTUfxy/IssfOpQOWxseWFU3K5FM9DsikPm3+tBXa6GrDtu6YxJeqV4hNkEn2g82yAaRpyoPukeM6eg9mjdpUZgPVkrdj/p6Jsj0y0bECM53QNfRp6nrrRuBMI23uh9knU404iHa4EpOaI1s6ZRlhlD9eh99Apb6xTnIOMsZz482BIWYW9w4GeVmzOTULyWAI98QlQ1lyAhNVyX+c4K+v/LMxJiGwfJ7oxGOAZloCMYjXoUrd6JuZmq3cpmpc0XekO1zU1CxkR7LUQ/91ylMmfa9qMeSnz1N+ak4QVz19G/gvVKA/aDZzIx6wClBWLZveZKpQfGzm/E//NfKUxXnekObSz174+0+ttMQmTlTMxFnT9QWeXMmSDtUV7fTPdl4EFyh481MS6keW+xrnTv5ue4ITt1zpBMINoGMht/0wtGkM4GL2pjjXDqnuwOyQaafJsFVCQ/I2RYMasVDW58vGDeNXr2nRPDrS+IZdLBnJ8717lplsmb5BRy5TetLkvY5qEL3lFdlSOTovaVTwgnXHeMuXEgIQU2WnejlqzNbwG5niFWg4mxiNrvrLS4Lgy+uGB+xIk3UsQr76Htje01+G4rutrrNvDGOvxmSbky53KkcNovuGBc6I7yFUbasvVO9aVPZoA46InsE0cN7RurNDJuTiK96uQ9u0VqPjNFGTsaBh3YMct1pSiJhU+bNHtWTTQZkateM5fFEoPTndagVhM0NlXDp1qQ6P2etzi4jFHtkc66mC26dfJQ+82j/FunuKIMqtAuUOtvExLTneV04B1Dz3ofXJnHNRAzynvQM/zYfTtin0QKUvFs1+uIM2VVphrxPPSxciIZJ5JumEY4PGQsOYY2l8qQ77JCIdN3qXonDhCzkfZSy3oqN+JxaOc7QrLRBPWHWvB3pUZiEeP+C0HYtPLcKhNDMtmdzgKVwxSVz+lnJGwlR8Y3vnHpIjyKw8s2kpRsqvVPw/FkBPWmipYPG57LBmmqv0uLL/R620Rg2+YtNtO7q+FzfMDnzlgebocdZdH35VHjgM2vWSqonFklXdtEs2P+OnKkBvKmJSu9ljZP7I+VAOwv1iKylN6y8iIxWuKREPIidq1G1B/1n/pD5wxo+JIGDvy68Qgmlo/3FQ/0gNRMYCeYxvwwxonYNqG/Ec8z/wk4Hs/LhDfs6FiTan/vCk9GEtQKtaZaVMZFvskSw5eJiMt3DI1GUblbhuteM+vseS+FKYZb3Z6T/lARyVK9nQHaPgGG+etU06MCx9DkZgBZ80PseGYTq+OK3aYyw/rNv7HInA5ENtVhw1Ov7a6A51t8qK/BMxRejQGN2GimiHPcrIVDs/1L2/CsOlHYzzAuB7rK1j5CMUY6/GYVORvlEG9VpQ+rpeQVe31XHXS7w0iCtkQbC+Wo9JmQMGeJ7Q71iWgoLxM/G9Rci6Gd9JukhrYOdWAvY+O7dbauu7LQMEmE3CmApt2+dy9sNeMTaKNAFMZCtJD6QUS+O6VQx/UY8OmiIV3hAQsXpsj6mQ7KssrYPEJmA2cFb+3ph7O0XcZ+u5PQY5oe9vbrKjrqAVmFWFBSqTCO27ylvfuQM82hDf6WGSsLINJzH/Fk5Wwet6tUtT/5vLNqBfvloljVPbfiVIuIooCfa7GNXGuuLjVrsaL2iAd3S8sFJ+JcyU++aarXxvmcjS7Nnxbflc8EtNcuWs2u3Y/vcGVuyTNlSiHxRW7mvu0z7oNvu3anah+J3nhatfmJ8XnX+jW3pQ+dL36aKLXODevz3UtFL+T+Hijq+v11cp7q83eI+7ap47zQJc2wNfFRtdqOc41jWKO9egthy7XAfmduGTXwu/mujY8vdu1eU2uK02Z/kRXsflD7XPh6TPrz4Ni1OmUBl1v70xWxqFO2waxHFe7ch8Sy23hAVdX6wH1vX2+C2PQ1fVcrrZu5PIfmSe5fOWwxOc810Uw7mUjfk8bMiykefA3vFwON7oOLBTf19b/dve8yXF+e4Or2aF9wcugKKPLdedNXV9xroVb3hSlS0fQMhlkPjWjlj0v4ZepD48vV8avLI/1YnsQy6RZK6N9vyzW5jnRlbZkg2u73P4WirKRmOs6+MtXA66HYOMcSzkJWqaF0d4PtAwHuw64crV1E/fthWJat7t2y/Ig51EOSzzg8pqSMW3nmoDlwP0duYxzXauf3O3artVJ8rMLxXY2qI4huMFutVxr87L6ye3D6z55fbOrUXcZjF7+xrK+RhO0zI2yLlVjq8fl95rXu+s2ubzFevjpdtcGsa24t+PiXwb7XSIKRtapC+X2JepI771Nv+vNJ+U2O/a2TcT9R7fr4Er3vl/U/6IeGG5fJha7GnXbAvoGT2vzLR5K/f70ZtdqZVzJrg0W0eZQ3vOuZ0et6wLubz50vblFbTMP12PDvyeXb5e2Twm13eCt37JBGW+iqBMfqQ6vbr8xPNtjaltHrrvxtp3p1sAePES3kYRlZerZ9COVOPiudip7Whb2tryjJBzNmjYEa1Mdqmrq4RicgoyN1Wg6XY0s37MUMakoazqEosx4DNosqDvZhRivTPpG5D/3Og5tzEfqff3KOOtOfYoZyxrQsi8H0yJ1digk8cio2YaC7Mm43GFFfU0V6uyfIn7+Nhxq60D1opvVIy4GqZta0CSXuwmwddSL5diDmPSn0H5sHUzK3Sf0xMD0eAM6TlajbGkqYnq1eTrVhy8lFGDn0XfQ8XjoKbGvm0kpWHe8HYdWzsGn9jrUHrHgHGYgf+MhtJ/cK8qa9jkvMUhY8wo6fvMKdq7MwuQrI/M2Jb0M1U2nxfLKEKVLx6hlMpLCL1PG71ajZUc+TBN7YD1eh9aLsWL61PcM2eK913eiIHMS+jvlbbc78Wm8epeuojmB7/wRbJy3UjmJMa1DQ1sLqmV9ENMrprUWVUe60DchAQU7XsE7HesQsSkJWA4mIWXZXhQtnQH0WGE5UoXaNrEskouUnAVN60O8tXBMAtYdE+VazIsJNjGeWjT3xCCjvF3UbVn6ZTMkkV9fwctHKMZajxuRta8d7xwVZTp7GoY6xXrYX4v63k+Ht+Pq7LGe+ia6w1214cCTlaL2MWHb2hyfOicWGWtlb20nzOWVfr2vb4qJCSg61IIGmdRe1v9in2kVdVGGbAt0VCMnhOTKbjGJ63Cs7ZCoI2WjSdQrNc3omZiBp+TVDfMj3ZYzImPHG+qVGyly3yx/rxV90xZjp7KfD2PCdcQmZyBfrCenMwMFWbdAm82P2h5T2yYx6JXrbfhqkpvZdqZI+IKM8miviYiIiIiIiGisrlhQmlCI+uxqnH5BXg5GdOOwBw8RERERERFRBDh+XY968RxagmmiyGKAh4iIiIiIiGjc7LAcagUM65ATUoJposhigIeIiIiIiIhonByvHUDFGSBDyUunDSS6gZiDh4iIiIiIiGgs3q9F3q424KoDVpsDhiXV+OVzvkmyiW4M9uAhIiIiIiIiGpMhnJN3ouqNQc7GV/DLfQzu0M3DHjxERERERERERFGOPXiIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0REREREREQU5RjgISIiIiIiIiKKcgzwEBERERERERFFuS+4BO11RHTbz2qviIiIiIiIiIjuPLMTZmqvbpyIB3iIiIiIiIiIiOjG4iVaRERERERERERRjgEeIiIiIiIiIqIoxwAPEREREREREVGUY4CHiIiIiIiIiCjKMcBDRERERERERBTlGOAhIiIiIiIiIopyDPAQEREREREREUU5BniIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0REREREREQU5RjgISIiIiIiIiKKcgzwEBERERERERFFOQZ4iIjuYANnzahYNQ9JU6diatI81L6vvUGBDfTAvGMF5iWJZTY1CfNetGtvjJ1tvxzXVFTZtAFERERERGFigIcoKjhhfkw9APR7pGSjcNNhtF4Y0D5L4XKeKNRftoEe+6PkKHzIjtrcJFFGCmG+oA3zMGSrwrL0EtSeBmakpSJ1ZizwmfYm6btqQ9WyeSip6QbixTJLm4HYz4a0N4mik/NkKeZOTULefiu4JyGi8AzB0XYYW9wni6bORfZjFah/n7XJ9TLU24rDm9wnmqZibnYhKl6zs/4mBQM8RFHFgPgUeVCpPUxG4LwNliObseLbmShtcmifG5+hSzaY95eI8Tm1Ibe5icaRZep+zDQobxlm+gyXj0kxynvRzY66JythQwb2nmhHw/EG8WhCkUl7m3TZj21CpQ3I2PNLtL8ul1kDmopHX2i33zY1gJ6TokG/vFaUoUi5HuOMfrdD2bnj9ilEd4wBWHctwdzlm1HXE6ueLEqbjMtNtSidn4aSE5Fpl9KIgY5KLElegc1HehCrtVEnX7Ggdn0m0taawSVOcBFRFOhzNa6Jc8XFrXY1XtQGuV3rc7393HJXYpx8f7nr1fPa8HHoM68W44pzrTb3aUPuPLf9MrjY6Foty8yjja4PtUE0Go/t0KENCtFo5alrnxxvnOtAlzbgltflOiDLT9wB8SpSrsc4o9/tUBdxn0J0e+r7ZbHS/kx8XLQlrmkDJUejqzhR1ueRaZeS5mKzulwTi73bIdc+dDU+nqjUs8uPslV3p2MPHqJod5cBqY9XY+dS+UcrWrsYu6cw3AVM0F5SGMRyIyIiunPZ0ficGU5DEX62KwdGz/3itBw8VZ4lXrSi0sw+mZFiNx+A2WlA0XP7kDNNGyjdZUTOpqegLPE9ZvaCvcMxwKPD2VmPig3ZmOvOt6HlOLEG6FmsJscshPmS/Et2Ma9CafZc5btJ6SuwhddE0nUXizlpsloHLL2XlWciIiIiusO9fxgVJ3oifyxia0XtGSBhzWKkTtSGeTCk56NAPDuPWDH+WxHcZj5zwvZaBQ6HdWMLG1rlTR1mFWFxmk6qgLgM5K8Uz846WHnDjDsaAzxeHGjdmo2k3FLUHu9FjJbrJP6qmuMkLykbW34dqHeEBY5eBywbMjFvdSVarxqRmhIPnG1F3fpMLIvAXVaIghm8qu66Uw2TlWdvWuAx150ALwnzVm3B4U7vqKX7Tj5JxRblb0txkhrklI/hxMI2VCnD3EFNf+6kxYUn9Mev3CnoqnonIiWQutYC5ZOXzCiUfz9mVv4eOGtB1XCwdS6yN1TB8kGAhLZiZ2l9eQsKteCqMo9iW644YUfEU+D6Tue7tShJl8sqCVXKTnUkKXbAuyLZqtTpDJSw2WnF4U2FyE5RxyMDzaX7LegJq4XmXldVI2dz3L9rKhG1ltBUopUJ8dDmJyQDor70Wt5qkr8tL7fCoTuNPtOizJ/HnahkeXw32MyFVoZDN6AmhXzMP5jvn7DcPe1JKGmSf1tQYtK+E2Q7kELbpnxoZXmFUqbE5+S6r7HCGSQBtrqt5A0nXFROLrwc/Du6RtuO3GV/ajYqlS9UIlv5Wz58lsWQaMCeqPVbxn7lOJxxSn7TqNUNZ/3Lj3ddNACbx3Kdmy329Z7lx6tMau9HqkyOoW4Lp+z4rn+1LNfCGqRsegpUZyt866KkecjbUAHzmdFr1vD2KWrdMPSBGRXL1XVbouXsGU6EH2ib8a1ffIVRZohuLofWfkgSxxw65XPIjqps+f4K1OvcPEHXZ/2oLZ6HmSmF3nXeONltzUp9lpogjnf0xMZjznzx7OxGT4h1kZvTZvau05R6pwpmm/70+9X1NSXqd5OqggaX7DWZyvfyjgXp/X6hHnlyGjZYxJjHz9lZi8J5Sche34h+bVhIzryHZjl78xKgv8RjEW+SJ3ud6D4fufVM0YcBHg/2F0uw4mXRNDCtwyunTw8n0Gw/fRbte3JgEM2GupWiUROgkqpb868oPD4ZBS+9g9Nt4ruvt+NUUxlk+k1beSOsET/KJHKzw3LcKp4TkJ5kVAcN8wg8fjQFc1YWoSB7BnC6DptzxQ5GNJjdRTNmkpZEWC/BcCQTC38uGjCbclFS06omgxvy3zh627ZgWfpmNPbOQFZxvpimQdiOV6JwSYl/o0be2SgnCXlb68SSMCK/uAj5aWIee+pRe7InvB1omPrlnagWiXrhrNyZikcE7kIl726Vl5mHzUdEs2RaPork/N93GfV7CjEvrQTmXu2DY3HXJHV9psSLOk0wxI+s47hY5SOjUaYvbS5WiOXdddWIrJXrULRUTfJXt3UF5s4vhSXINH565jBWiPmrtccgdUkBskwT0NMiyuOiTFR26lWUoZfhkMjykpumJoU8NQBjdgHWactYP2F5DCZpyyheXWgeyc6NiP2i8iFdYW9TVx2oF/Oa99LvEZO8WMynCcbzNtTvyEOmaFzqNdkcTaXITC9EZVsfpiQXoGhlFmagW6yLPCTliAPeq9oHRxPKdvTFWBiV6RfTpXzJCJN7fryWhRPmtWLdFFeguedLyjKW02US+1GlHC8TjW73Sgt5nIKcxnyxfLymcTIuy7ohPUhCz896xfSkYfXRHhiSFyBLlP9BWz0qcjPVIEKvGSWiTB44NSQOSESZdL+/KE3/IGscZTLUui3UsuM4UYI0n/WvluUK2C5qHxojua1nJ/nUReLI4tzxWrFeR69Zwy7/Yj1sEMuhtk1dj0OfK0/jM9YyQ3RTyEtt9iJD1KF1P62DzacicbxRqSX6fwb592sDRyOOa862VaNoapeo85Iw97HaCNx5dQB952XoJAuzpwdqHxphnCmfLXCEXBfJunUukrJLUHncgdiZot5ZL+pkpd6pREm22JafD7bP74dt/zJk7zCjR2uWBWsfJGQVIFU8W5s61faoDrton8gWdsH8VITWStI3cFYNXiflVqBrahGq2zqwLlF7MwQDF3tFHSaW+EyjaJXoMxrV0I/l/HgaihT1tFw81P+ma7OS3DFQMrBB19tPq8mrHnmhWxumcifHjItb6Nrd3q8NdfvQ9ep35XuJrgOntUFEYQuSZPmjblfjloVKGVy4r0uUVE+DonzK9xJdxUfPubxKZ/8516tKQrZHXAe6vL8VPCGmOxGqzrRoAn3fva1s37nblbzyoKvrI+0NN3fi34cXuhZ+u9j1ao/ndPVr8yLef/JNr3np2ifnQ8zj6z6J5a71u7pPdXvPd4iCLgP3dK7Z7dq9bKFrs+VDn+XuXl9BkuZ2HVDnRawzL+7EhAt3u970+em+1t2uhcrvNopfCEWQpLXD8xDquDTu6UvMde1u9f1mv+vcUTXhYtzCA65ur4Xinhaxbhf615Ufvq597+GDLu8admxlODB3IsJEV+5P33T1eSaFFPr/8KqWGHKhqLN9xxlkOxzFaElm3duGXDYLd/pM13CyykdcB+3aMM2gKEeyTCQ+/qrrnPfCGV4Xj/jVC/rC245GS4jc52red9D19kXfXx5JBOm/LEYbp/u7ovz4lr2+N127F/qvG/dyT0xMVOpHz3not+52PSJ/T5TlXPFd3/c/NEewTI6xbpNCqovE9tbl88XBi2+7ukJMbqr/G2J96CXzlMR+p8vuO6WBBS//7vW+3bV7Z7Jr+QtiPfhsl+7v+9WXwwKVnfDLDNHNN+jqfk6tE7wS5n4kjlWU9oFvnRSqQVef9aBr9bdluRf7wKcaffYb4Qhtf+jet+0+pQ0Iyl23xrmS1/vu04ThbVbUvb/03p6H6xjRvly+cLOr+Xwoez1JHKctk+PMDXD81+06+LB4P3G36+1QR+lLttOfylX3J99e7Tpo1asHRxe8HtW425Y/DVRX0p2APXg0Q6c7USdfZC9Ghm5EPAYPpi1WXtltPbpnUVN37UNZmm9sdwImTJLP4hsROLNPd7ouHFibh7yl2kNeapCQiZJfDSBnRwuOrTd5R/UvNOLAHhsMxT/DvmXx3mceYuORv/YJpMKOypPvhdcDYpxqXxvCs9VFMN2nDfB1phcPiu0p/wHPuYmFaeUPkC9fHunE74cn2AmH0ntmDh5O8em9dFcsEr6VMK4zLkE1VcE+vxrPzA98NiU8Q7Ae3Q6zMwN7ny9DhnrSe5gh/Qk88ah40VSP1lC7ZkeUe/oMKNhzCGXpPhMouwcv24efFYvhtkrUtemdIbTh3qXVfnWlcckPUDRLvDjThm7PeYtwGR7qrMf2N5wwrNyLQxszYPBJlizPFu57rkjpsVl5pDUi3bHDYcMC7NrkM13TcvCDNQnihR1tpz3PMTrQuL8SNiXBZT7ivReOWBeivKSJb+1pxnujLpxIb0cGZK0vQmqc75ZhRM5yZSuGxX4urHrHve4y9ojy41v2DBl4Yr3M9mBBvdb7w5NzcgHKi01e8xCbUoAfZIsXTiusg9uwS9Sfnu8bF7nLZJf35QXjKZNh1W0huOhQL7VMT4XJZwXFxIlhoZ7h13PJgW5ZJJIfRopnMk/pvgSYZoVXIkZXi/rPn8WhNWI9RCiJ+XjKDNHNE4OER8uxTtQ/rXteQOsVOWwItpfEftVpQtmOAsg9QvhiYEgpwqH202jYkQGcKMG8tHkoGeUSYH1O9P1JPsfDGKcM0DVtupofsuei3pGTD61uhWkbDu3z3acJYpste17t3WR+rlHUsv4sz9uR9fwzyLo/1FaZERlL5DRaYe7UqQfOWNF4Rvz0yoeRGm5DT14aWlOIubKdfgJYvL8Jp9sPoSjFt+0UGqdTnb74qUG+P9WoJFrGBw555El3KAZ4NP1XtI16plG9bEFHzPTZ6kbT5IBex7fYSUokx4cBOS9cxMWLF7FOXqtFNC5O9HSKg5EO7SEPyB7IR/WJFlQ/6n8A5ug0o1WUQdmtVHe/9MBspMjndjt6lAE3hmHlAt2EfCMWIz1ZZ4rFQUWqvJ5bHNheVho80gTEKoEiC5o7bnQjPQuL030viRuHoffQ9rxYp0ECzbPnqA0Re3jJeCLDPX2GAix+JNDBXYxYRwVKPVpv+73OAXwqsnwDCIoEPJgpn0VD8yNlgCKyZXgI771VJbYiMb4lGX7bi1tM2gIUyBk43hXewXYEpC7N0m24J8wRjXHB6vRIon6hE+a2YNtTPGYny2dRXj5QBgRxA7ejaTPUfWnv5TAun3Svu8DbXMw/zlHGa7XrJBPNTIXJrwAZEJ+g7vFTV+kt93gkzJPP3pcXjK9MhlO3hWCCOBCUz5Y3YY10lTAxFlPkc1MzWm9Ib/8gy3RMxllmiG6miSY88ZMiGJx1OPCGHThTh/L9dpg2lqMocZxbibz76qN70dDRjuolRth25CFpXrj5eYYwdEY+h3YfzpgglzK7qXWraFmtXhw4gHV/BhbLwLzvySC3gO2nwAxpi5UAu95lWvZ2GUhKQFFmOAdxMsefmmcnb4cd8cXVaO9owLbvmvxOKoVj6Koa0poQwrJETORqUoo+DPCE4/NBtQEg2oPcbOjmyEK1TQ0YXnScRUtNAUwf1KNk0QadvCwD6LHLq4adqFQS8uk9tKSmZ8SOWj7fIHOm+54O9jF/Noy6G5loSPjtHGORsXwnUsV2aVk/F3MfU5Pw3Zj5EdMZ5MxV2D6wK9d5eyU+9nm4k5X2XR1Unm8o9/TND5TgTzMtXj3APX8ZfcoATybMCNT48lu3kS7DPaKxJp8XIFBOSNU0xKfJZ3GwfYNPgZniAwQMv+jfiB7oUdeHc0+2znJRH9l75CftGBq1uFyn7WhIrENbK8wv16J2R6nS83DefC3Bd1jc684zwbXPw504/MoAfGc3a7pe8nmxO582R3mOnah3kBKDL/kFzsZZJsOq20Iw63soe1SUmTMyL1YeSl9uRU84AaJgYjOQvyNVNHksKE2ei8L9ZtguXc+adQ6MU7WXETG+MkN0s8WkPYG9Kw2wlVdixa4K2GatQ/kan57a4xEbj5w1T6Boqdghnreg4seVaA15nzcZBmU/eQ59Qb7j7O1SnmcE63WicNetCZijJrsLwB2Yt8Kh97tBTtQHdF8GcorFc0cdLErQyk27a1V6AbJkb85QOd9D1U8qYDkPxC8twhNrcvx7I43BZIPMFiSWeLDeUE4HlCU+fUr4y4FuGwzwaCZMVM5TiQ3jYzWIo2PI0aMe3KRpyUmJbiZ52cSiZ1BdkwOD04ySHb53QBrEgNLQ90wIG+gx6YYGLWdPG2ULEgc6oZ0T0sxahYaWBmxbFI/BJpmELwnTU1Zcn9uCeso2YpRQVXgGh9Qux9NNOuvI+2EM2gPqOnFPn+HegL1fFIYpmCGfTzrgf9P+cNZspMuw+4yjAfcGnwFMmS6fLfoNyOsopDNzmsGravjMK3FtgMekUIIHEd2O5F1MCjF3+kzMy16Bkq0VqG2TUehpyPhuTuCzswG5151nAuYAD71k4XeFVaMEMc4yGW7dNqpYZOxoQXtNETImWlG/dQXmJSRhXnEtrBEouwmPNqDl9W3ImTkIy54SZJumY+5ymVT+etSsEQ6Yj7fMEN10Yvte/QRMaEVrG1Dw4x/AFKl9v9OG+vI8JCVlY/MpI4pqWnC2fa/fpeGBuVNQiO0sSDL0oc9kRZSAmFErPnfdasSUQJfva9yBeb3LvrJGO4GoKwYPPrRO1Op2NHaqvWQUNivqxE9kZKeIqQqDIQN720+jaX8RprRtRnZSEvLK6xHgBmAhmzBRraeCJp//TKxa8ZQw8Ua26ulWwwCPJjY+AUoH+CP1aNW9S9YArCcblVdZ6XNEJUB0azAuKsNTsrtq03ZU+dztRe2hOQNFe9Q7wgV+rArjgCsGMeGcybhRDKmigdKOU7YmVG/MQfzVVuW2oMvCvcNSRLgvdwmTOPhT6pb5ZXhFdz2NPLY9chNqIff0Xf00+DJ19uGcfI5AACyyZViMTJmBfnwafAbQd14+Z0W4R0GEfVFtwM1Y/azO8vB+rAr1Th0R2o4cx0qQvcMiysA2NJw6i/MXL6p3lzy+F9tWPRxeY1nhXndZKDviP39ej/KM67qPvj716njEIn7RNrzSfhbtR3eiIH0Cek5UIC9znHfc08icHdVtp3C6qRplMvjXVouS9GWo8r29z3U0fBIuLLdOmSEamyHYmv4rbKJ0GkQBrXvuVfUkyzgMXbLi8EY1sFM6nBfmFWxblBBm7itDCHfIcsChTPCDiA+hMaDWrQPyXFJQ7l5Bo54sDENMygIl55r9dau2jIdgbakTrYF85D8S/h5LXgZn+q7Y/3W58x2VqoGejYdhHWNPSMO02cpzsDtkOc53K88PTh/DNNNtgwEet/sXYNVKWVFYsH1TLWxeXZwHlFuolx5xAqYyPDGfzQC6lRiRs3YbTGI3VPfTgx63RBY7X6Wba6TztRgw5evaywB6e8K/ACNSYuJMyFlfjfa2V5SdtW1PJRpveELiWNw7SjXh3gl7idMubbrBOZFCNj0BC+TzaNPX24NO+TxtMvQyk4Uu0mXYiAQlz8loOWl60dMhn42YPJZA3Q1iMM4QS0jMzXXIHzK+7cgOy2GZSaEIzz5XhNRpsfJQe8SQdrlzWAzaZXOh5BO6nq5XvRoBd8UiPn0VnjnajvZdWeIoyIySI9YIBbhjYDDlYF1NOzqOFiFBJiHf0+iXr+J6ib1vlAq11wH/GvVWKTNEYzNkq0X5HhtMm47il+Vim7ZVoPLY2La6gQtqsD7ZlIfNv9YCO13jywsTnyCTlAOdZwNM05DYLk+K5+w5mD1qJzlRtybIkLgVXX8IVrc60WOXfVRSYfhP6pDISEBqjvj9M42wyp5/Q++h8zXxO8U5yBhPO8Cd78gd6Pn1ZuSZkscW6IlPgLLET50LUPcOwXFWtr+zMCeBvRLvZAzwDItFxtaXUGYSVUdLBbJlF+dc9U5F85JmIrO8Fc7p+ThUsw4JXi1VolvArAKUyTsXnalC+bGR8zvx38wXu0yg7kjz2Brin+llJZiEycqZGIvYCevsnIZssLZor2+m+zKwQMnk6p2090ZxXyvdKQ6+/Tlh+7VOEMwgGhjp4vlMLRo7InNYFlGxDyJlqXgW01fv01tsxBCsJ+VZLwPWPfSg94H9GIy7DHuJxYNpMpWiHbVHA98ha6ijWemWbXg8HQ9Gur7X3abGaKYJ+XLhHDmM5usVxBx1O9KbH/elMZPwJZ3l5+i0iLEFozdOAxJSZD9bse7MkQpajE1ky2QYQi47MYjPXCCa+EJYiaxDE5u+QA30djh1LsEcxVjL/38SB0ny+VS3bnDZaWtWc+l4uXXKDFHYrtpQW67eJbHs0QQYFz2BbeIYpXVjRfg9896vQtq3V6DiN1OQsaNh3IEdt1hTipqc+LBF6/XibaDNjFrxnL8otB5yCSlqcuX6miA9lS60orFJPKfnIGU8dwnUkZBVoNwBUV6mNXSqDVXOyLRjFO5AzynvQE/V+9r7oXC3wfxyBWmutMJcI56XLkZGRC93pWjDAI+niSasM59GU00Z8lMmoV+7W9HQtCwUyAqxbS+yxnu9AdF1EYPU1U8pDXpb+YHhnX9MSj7KZMCgrRQlu1r9b4M5JG/hWAWLz2WJhqlqBlrLb+w6B8Ex+IZJvc1x3f5a2Dw/8JkDlqfLUXc5lF15pDhga+vBgO+8icaRtU2+yEe8kk/lxjImpSsNFev+kfWhkj0CS1F5Sm8ZGbF4jbxFtxO1azegXifPxcAZMyqOBGz6XGexyFqt9RbbWIjKNnkWzdMAeo5twA9rnDAs2YmClPE3i8ZahgOJnV+gNJKdR0pRuMd/fANn67FhbS2chhzsXBW5O/oE36bGKCYV+RvlAWwrSh/XS445BGdnLapO+r2hI9ztaDKMSm+oVrzn19B0X8bZjDc7ved2oKMSJXu6AzT2g41TbB0LH0OR+KKz5ofYcEyn19IVO8zlhwMfGERIpMvkaIKVnYEzVt3Ex45TbyqJNhMSx5Ez8IINrR/4l9YhmxVvyhdL44MnW/cw7vJ//2ykyzLVcQAH3vAOqw28X4vSPV2683mrlBmi8AzB9mI5Km0GFOx5QrtLYgIKysvE/xYl52J4weVJamDnVAP2Ppo67sDOsPsyULBJ7FDPVGDTLqv39tVrxqZN9cqVDwXpIfYmkUnj5dUUtgoUbqiHXydJZysqHy8VewgTyjYuHsOlvqO4PwU5om63t1lR11ErpqcICyLQjvES4xHo2ZoSZhsjFhkry8Tc21HxZCWsnlebiPa3uXwz6uWyWRn4LqF0Z2CAx5e8ZnLROux9vR2n5Z2KxOOdpkN4RlaIAbZC03r1c4cWjbkZRTR+cTl4olzsaOVlhjXu3glG5O86hHxxYGZ7fgWS5sxD3mNbUCnvZpM7D0nT5S0czwG+iV0TU7BOFufjhcjMLsSWTeLz8k4Cmtj5YhuRlyraKpGdpo5zy4Y8ZM+bi80Dj+KlrWoCvBvjMqzL52GmcS6yl+ahdEcltjyWh3kp2UrjKKdmHbJuxmU2swqw7XHR/JCXSSTLaSsVy7EQeelpyGyag+p9atdmXzFpZXhpk6hvxPdK02dibvbIPGWnTMXMR0rQOKYjpAgRDZ7qIwUwOa2oWp6EpPQ8FG6qRIVc/ykzMW+jGcjchqO7ssZ+YOlljGU4oAQU1byCApM4CN/vM77suZiZXgozMrDt2D5kRfIM2Cjb1FgZlz2DQ0tFObNVYUWS7Hkqxr2nAqVK79PpSMqtwDnfAISucLcjI0yZau+IimViGW4QdYBYjmpQIwGL1+aI9W9HVW6amKZSVLiX71obFjxdBv0aItg4hYmpKHupDKkGJ8wbxbSKacvbUIFKuV2JcU9NyETJiUj3V9ET6TI5iiBlZ7DnsJL4WG6HnuV4brEZTnFgtWulDDOP0UdWrEibialyOYv6q2LPFhSK+UvOlr0KclC9Piv0g4hxl395cLtOLHmx7teK+ZP14iZ1etLmN2POc3vVSxd83TJlhih07kuzkP0UHntkZCuLMRWoAZCm7ag8EUaIJ3GVGtiJcKxCBvMTHt2FbZkGURfmqduX2H8o9WByidiXinoirCsf5NUUR5XxOY6XYt5Mte3krnuSklagymZCwZFqrBvvreJ1GbFgWT7QUYvaN0Stk5Mqap7rRAZ6iqtRFGp+PE1MYhF2yZxhYp+fl6Dur5WrTebMRYmY5pya67VsKJowwEN0G0lYVqaerTxSiYPvamd1p2Vhb8s7eGVHAbKmDcHaVIeqmno4BqcgY2M1mk5XI0s2vD3FiEZx0yEUZcZj0GZB3ckuxHhl5BcHOM+9jkMb85F6X78yzrpTn2LGsga07MvBtEidHQpJPDJqtqEgezIud1hRX1OFOvuniJ+/DYfaOlC96GYlmotB6qYWNMnlbhIHgh31Yjn2ICb9KbQfWwdTwOQ0MTA93oCOk9UoW5qKmF5tnk714UsJBdh59B10PH7dmhwhMT7yjCg3MglvPmbgHCxHqlB7XDQ23dN3uAgJkbzL11jKcDDTMvCMu7dmPHDOPT55ELnjFbzTIfPORLiBNOo2NVZGZO1rxzsyuW72NAx1inHvr0V976eYkl6G6qbTqM4OZeGEvx0Zv1uNlh35ME3sgfV4HVovxop5Ut8zZIv3XhfTlCl7w9ajtqYTn8ard+kqmhP4dirBxinFmNahoa1FKXupMb3iM7WoOtKFvgnudScOJrTPXleRLpPBBCk7k5LFgVuxuh2q09AqlkUKivY34LRZ1DPj2Q6nZ6B6q5i/+y7DKuqv2v11sA/GY8HWQ2jvqEZOOD2aI1D+Y1LK0HJClnNZoYoyeqQZPRMz8FTbMawz3at9yt8tU2aIQnHVhgNPVsIGE7atzRE1vKdYZKyVvbWdMJdXRqyX4LhMTEDRoRY0iLowQ25fYv9hFfV2xsYx1BOSHN/hDm2fJvdHat3T9ZG7bm3CM2NJehyi2OQM5Ivl63RmoCDrVqwZYpCw5hVt/xqDXrm8OxyIFfv7m9vmpVvJF1yC9pqIiIiIiIjoznPFgtKEQtRnV+P0C7InKlH0YQ8eIiIiIiIiuqM5fl2PevEcamJoolsRAzxERERERER0B7PDcqgVMKxDTqiJoYluQQzwEBERERER0R3L8doBVJwBMpR8XdpAoijEHDxERERERER0Z3m/Fnm72oCrDlhtDhiWVOOXz/kmtyaKLuzBQ0RERERERHeYIZyTd6LqjUHOxlfwy30M7lD0Yw8eIiIiIiIiIqIoxx48RERERERERERRjgEeIiIiIiIiIqIoxwAPEREREREREVGUY4CHiIiIiIiIiCjKMcBDRERERERERBTlGOAhIiIiIiIiIopyDPAQEREREREREUU5BniIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIotwXXIL2OiK67We1V0REREREREREd57ZCTO1VzdOxAM8RERERERERER0Y/ESLSIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0REREREREQU5RjgISIiIiIiIiKKcgzwEBERERERERFFOQZ4iIiIiIiIiIiiHAM8RERERERERERRjgEeIiIiIiIiIqIoxwAPEREREREREVGUY4CHiIiIiIiIiCjKMcBDRERERERERBTlGOAhIiIiIiIiIopyDPAQEREREREREUU5BniIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPERE4bhkRuHUqZj6mBlObRCFznmiEFPF8is8waVHI6KuXHzmhLWmFNkpoi4Q0z13Y+u46wNuG+Nj26+uiyqbNoCI6E5iq1LqQLZPiQGem+2KDfU7SpG30cKNkYJwwvyY2nj1e6Rko3DTYbReGNA+S0QUaUHqoOFHFW6bY+tLFpSmTEVSbhWsflWrA+YNmcjbUY/L96UiNS0VRgxp79HtYwj2mjwkTZ2Lwjcc2jAiUurAtUmYmi3q/KvaoCgz1NuKw5tWYF6Suv+am12IitfsYEv6VjcA+4kqlGbPVdsdSfOQt6EWrb3e++AhWxWypyahpOnOPLpmgOdmO29FaU29aECycUihMCA+RT2gUB4moyhDNliObMaKb2eitImN0PEbQM/Jw9iyvPb2OViNCkNwvmtGVXEpLJe0QbekaJnO68WnDvJ6TEKM9qnb2cCvX0DJG04YihvQ3tSAhuPisSdLLJnRsG65OW7V5X6n1yV0awm9PDreqBB14DRs270OponawCgy0FGJJckrsPlID2JnqvuvyVcsqF2fibS1ZrAlfYu62oP6tWnILK5E61Wj2u6IB84dr8CK5CWoso0cS8eYirBr0zSYf7Id5l5t4B2EAR6iqDIHTzynHVDIR9M7uOg4jYZNGeLgwoH6x7ag/oL2URqjHlhWb0ZdG4OuN1Y/Ol8qQeWJftHMvJVFy3ReLz51kNdjFRK0T0W9uCzs7byI06+vQ2qsNkzTY69TnvMzU8MMaLFuuTnGutxjkFDcgNMX38GhJUZtWCTd6XUJ3VpCLI+XzKhYa0HCxnIUzNKGRZNLFmxaWwWbIQfVp95Bk7b/amp/B9VLDHC+UYItxxjiufUMwf7yBpS+4YRpYxM62rR2x+vt6DhRBhNsqFxdCetwjzJRfz9ajnWTzdhe03rH9cxigIco2t1lQOrj1di5VP7RitYu7piIiK63CV/UXhAR3RGGYD28HRbk44mVpqjssWk3H4DZaUDRc/uQM00bKN1lRM6mp5AlXrbuMbOX5a3mSivqdom1kr4X1etN8DzvEvutIpRvTACctTj8a49LsiaaUFCSBeeRSrx6Rht2h2CAx4OaoK8QZtk1caAH5h2e12aWoqotyIGz+LylZgtWpCep1wROTcK8XPGdkz1+UUN3IkDlkV2pDmwqQZJ7mMeDyQIpNLGYkyZ3S4Cl97LyTEREREQUEeIg2/y8E4bHc5BxnzbserhkQVWNFc7PtL8jxobWF+3ArCIsTtMJT8VlIH+leHbWwfq+Oogib+BCK2r3h5d71tnRiHrxnL9sAfz7U8bAlLlY6UFsaevyGq9h/iqsM9hRcfTO6sXDAI+fAfR11mJF2jyU1HQD8alKnhOHrR6Vy/9VN1nT0Bn184U76tA6NE29JtA0AT2d4jur5yFtVS3sHknIYiap13uqn9OKqSF+ZJjHY9Jd6ttEoxm8qlZdqYbJyrM3mYOgCqW587RAYhLmrdqCw52e5XkAlg1qYLGiI3AHXfuLmcpnVrzmE/CUd5V5eQsK3YnPps5F9oYqWM76V6ned4sZgK2mRA2mJlVB7HqHDZwVO/kNecOBVjWhdC2seteHh/H7utx3x5qaDTXsWols5W/50AK/OtRpzMZc5XNyuVbAHOw3xzudmlCXoXxv9HXvyffzavLBLbKxpX1C/Ppwwt2AQWj33Rz2jxaltqFKm66SJvm3BSUmddxBxz8q93jVxL9DH5hRsVxd5n71uNOKw5sKh++IJMtZqWh89HitktCm071eAs+393QN87k728C7tShRThgkoUpraPquc2U9ucuRe5oDJbz0nUclMaEoq2eu08Uhn4npa6tHhef2K35zxabDsAYqeoGENe3hlvcA/O6WN1Lms/coA1CZrU2PeAQtp2OqW3zWr1x2O8w+ZdJHSOV4dF53o7qqnuxS6re1Pg3ycOsyv8+rJ8IqTtg9Lglxbx+B69yQ7zY2xjrdU7A7c4W1f/ISap03Wh0WgXo4QmWGIs+r7GnbjvskclL6Cmx52SZqiSCcNpj3lyLP98TzCZtP4CTU8ijK/KlWcZBtQIHX5alDsO1R24XZMnjixwmLTMgsxh+sbeltCN078pA0J0/UD/4nysfszHtolpvOvATEq0N8xCLeJE+WOtF9fpT6xcPAB2K5yBvmeC7rgPsdnzaAsg26OxRo33s32Bz77uPG1oaEOHbNlN9fWh8k55AD9Uvlb5TCckUbNB6y80R5HtK+vQIV57VhIRlA9ymLeE7FnH/0uWbabdaDyJDPb/TAK+VOzINI+a4BONKG9+6geo0BHj9WVKytQOu0dXjl9Gm0v96g5Dl5Z7+6wZuPtXpvCFdaUbFMfN5pQM6edpztbFKvCZS5UU6/gnUm8a2WCmx40TbcgEl4VLtuUD7K89WByU/gZ+5hHo9VierbRMHZYTluFc8JSE/yjW07YNmQiXmrK9H60RTMWVmEguwZwOk6bM5NQrZo+KllMxap8wuUV7Ud73k0uD3ZYX1d7sDzkf+Ix+9cFTus/Ezkba0TnzAiv7gI+WmTcfl4JQrT01ByItDuo180YpYhWx64qO3V4d91nChBWnohKtv6MCW5AEUrs5B632VYjlTAdlH7kNuYf9/DF2NhVAKrJu3sgBGm4WCrEbE6l2M4OyuxLH0zGntnIKs4H6kzgZ4WeWC+TByU6yzBSEynn8DLMPR17ybvjJHm83k1+WDdDpv3TjNiYjBJW87xSpZa7yS+EQly95qxYUkJarVemEOfK08KeaeFvMw8bD4iyvW0fBTJ9SjKWf2eQsxLK/FIzncDplPTL6Zp2SIZKNRWqN9ZzF60bl2GeZsa0RufhaKlYppE2ZLTnLvWv7Gm3E0iyWcelcSEtWju6dc+FVm252di3vJS1J76FFNmupdrP1qPbBbLuyTkpLLhTXu45T08sXHqujZNV/82mkJc/2HXLeJgbpfP+kUPWmUQd1kV7DozEXo5DsPnoj7YlIuSGq3dM+Txw+HWZfLzOUk+nxfrpqcetSd7RC12HYyhTg9VWPsnP2OoS4LUYWN1XcoMRd5VOw4Xim3tpd8jJnmxqNNMmHC2FXVbs5G5y6pbpzmaSjE3KRsle8T+YOIMsb2tU+tCsb1VFovv5Vd53P0q1PI4gPc6ZB+KxTB5JVuLgal4G4rEd23lB/wCp0MdtdisJKX/Gcr0es3oicvBodMN2JbsQG3xPKTlVqDeJveH4zNwsVfUP0DWTKOYan1Goxr6sZwPcQMQ29HMtBUorenEpwa5rEXdljIJ/S1yv5Ppf0LJw6dnDmOF2AZr7TFIXVKALNk5QH5vUSYqO3XWrCgLtavUNlp9DzAjW9Y9CfiS2McVynZnRxjLaFYWCtLEc4cZnYFyd54Rbb8O8azUb+qgMZEBSrn/kp0nXnRgztYGnN4Xyo0J3Bzo6ZLPJsy4XxmgYzJmzJfP3XB4lcEYPJiyWDzXofP0eFoAUcZFw7r2xbni4sRj4QFX139oA90G33Ztl+/FbXa92a8NE7pfeET5TuLTb7sGtWFezr/qWq7zvWFdB9TfXNPo6tMGEfnrczWukeVotavxojbI7aNuV+OWhUo5Wrivy6ccDopyLd9LdBUfPefyKoL951yvPp4o3nvEdaBL+9ZwOd/ueluvQNsPuh6R73uV9w9djcp4Frp2t/qU4r43XbsX+k93n3m1GBbnWr1zt2v5ws2u5vM+P3ax0bVa/o7cFn22m8GLb7u6zmt/KML//eC6XAeUZSB+WxvixT1tDy90Lfx2sevVP3hOYL+2vMX765u9l3eEp3PUZRjuuhfc45TlyHvaB1191i4xB27u8hgnvq8N8uWu28S4PA1Pt9m3xgtSxsfEvR63u3bvTHYtf0HM0zXtLTdHo6s4UXxm4W7Xm76rpHW3a6H8vl/dHHw63fPnO98jApQvd7las9u1e9lC12bLhz7b8si4H1m40JX8+Kuuc577qX4xXqUMxbk2t3iuPTFczmNisavRoQ1yE3VHl917TQcW3vrpPrzd1eg3bneZFPvMkMpFONMefnkPanh9+O+b3W2FgGU/oADrXuO3fj1nwmP9brD4LNcxlePA3PO3XdQtySsPuro+0t4YFn5d1rVPfl6sm9dHahHFtX5X96luj/XlXkaBy1mgOiTwegm+3IPRHWdY+6dgRtum3NMdqA4bez0c6TJDkecuewtFfbBw59vedZp7/Yk67aBdG6YZFOtcWX/f3uDTPhGu9bne3KnVwY83+6zf0cpjt1of+31P1ffLYleiHK9X+7DbdVDWB4niGMivHglNv73RtX2JrD/iXMlrDrreHkehDFR3eHFvMz8NsbY4XefabhZ1mE/7Yng9JPrWO+7tWqxXsW53t3uvow9fV5dj3MMHxdLzNOh6+2l1OSzc0uz60Ov3+l3njmrfk48Qt90Pjy9XPp971Kde1qjHuImu3dYQ95t+ZNvxoGv1t+V0Jbpyn2r03q+FLJQ63KP8+rYXxPYi6+xHXvBeorcz9uDRse4nOrf9i/kSJikv+jAwHPV2oLtNxoINKJgf4G4a96cgS0ZIUQd7jzKEaBy6cGBtHvKWag/ZHTQhEyW/GkDOjhYcW++T9O5CIw7ssSlnTvYti/dKSobYeOSvfQKpsKPypNZjJ+ZBpD8uY+q1aDvlH+m2tzeKTxuw7qEHh39nqLMe299wImNPNcrSfeLxhgw8sV72CrKgXieHleV5O7KefwZZ9/tsPRcd4htCeipMPr0xY+LEMI8I/nh+f1zO9OIb5buQP9Mr1RtMK38ApV/e8S783mMRXq/pDLgMw133Qu95Zanj4TTvBHbyDIghxX0WPNrUov7zZ3FojZgnrzPjQ7Ae3Q6zMwN7ny9Dhu8qSX8CTzwqXjTVo/VG3pmuqQr2+dV4Zn7gM4z23gfx7K58xHvup2JNKChWe4TWnfr9yFndS2I/JU/qJT+MFM+EktJ9CTDN8tnARuXdfd/z4XnJTMLKbcjxG3cMTEseVZJYOk+d8+tp5CecaR9Deb9V2Xu/gWfKxfr1nAmP9Vtv81i/17Ec1742hGeri2DyOXMbfl3mhEPpjTYHD6f41CJ3xSLhWwk+9c0tLoz9U2QEqsPG6hat+0iXbdL3UL0p1XsbmZaDH6yR3WjsaDvtWZM60Li/EjaYsO3FvT7tE+EuAzI2VWNvutgq3ziAxnASz17qUevj6VN0e14YssvwVLYYb00l6rTxOsRvVNgMyHl63Zhz9sTOysG21zvQ/lIZEuwVyEuaO/rlqgE4neqyip+qNweaqUZlH4UPHLL/7OgSV2HbIlGH+WybMaYcPCp7lDg7cU53O7Lh3qWiDk3zXkfGJT9Akbw72Zk2dHt+T+zjXqgRUySTDO/IgtHr92IRv2wfXlof3n0sjWmLlXm1NnXq7I+1HvuGAlFvB2qNBDZw1oyK3GQk5VbAnrANr/ymAw3lOd77tVANfKyuC9Eu0ktCoTLAOFM+W+DwXXHTjJgtnuznxTG8OuS2xwCPjtDvjHEZTtl1TTRajFOVATqMmGFSX3X3hlRVEAXhRE+nFdYO7SEbzQ/ko/pEC6of9W8kOzrNaA0WgHxgNlLkc7sdavwxBqmZBcrO2/8yLVHZm0VlP6sIC4Yr+yG891aVmKosLE7XP/yP+cc56g7ErnMddfZiZOg1hifEqLdbtrwJa9DaeJy/Py6LMd9nx6wQB56pSjdRBy4PX7N8HaczwDIMf92LaZioNg6a26y30U4wwDIYeg9tz4vtJ1AZFN+YPUdZI7Df0IQUgcvIsCXpeND3JIQQm5CqlCH0Xh655GViLKbI56ZmtEbkkgvv7vueD6PONPnRGlrocIo96CjCmPaxlPdb1pL5ut3hddfvdSzHhpULkOq3TsdSl01ArDI/FjR3jBrWu/WFvH+KlCDleixu2bqP9KTOT9E9uZIwR8k4AqvToya90Alzm3jOfhSLA97C3IiMJXL9+gaHRnGlTwkCZE33jba7ybtQ7UUGbKiVCW2vtOKFHRYYljyFsuwgAZWQxCJ+/jocaj+Nhq0mON6Ql/uEn59n6Ko8KR/icV7MeLc4I4xKRWGF8yNlgA9Rn/sGvBUJeDBTPnt/T93HieW/JEO3PMjt1jRPLRMhi8vAYnkHXr3LtM5YlQBgwpoMaIexoXHaUC/z7KSXoPGjFGx7/TTeeaFI1DVjiexorg6gTz7fJfcmoxFlzS8QPhkG2dniygAG1QG3PQZ4rrshfKodJceM43pvIlUWqm0XcfGieDjOoqWmAKYP6lGyaIPO9fID6LHLvDxOr2Sg3g8t+eSZIVFSNaYM9exBTRve84zw2FpRKyv7nFS1cavogb1dPgc+qz/VVKKe7dSrWGcaZVXsb9b3UPao2IWdqUKe2ImXvtyKHt0Eb+P8/fGYPxtG3f2/2P347Vyu43TqLsOxrfuEJWUomC6affvFzjm3FIfbROMp4nexuNECBOA/sIvmkxDgDobykVSs9mjqu3ojmwSiXMVpLwMImD/Ar9wJsRnI35EqyogFpclzUbjfDNsl79BteObgief888XJx7ZHfEriZ0NwiEai5bVa1O7ZgsKlechOcSe8DUHI0z7Guu4WFdb6vY7leI7ugdxY6rJYZCzfiVRRPCzr52LuY1Uw25y3/HoIKOT9U6QEO4k4Brds3Ud6TPH6h/P4ov+h7kCPum4TTPH6bSuNYfps5X3rxTDuujo4BDU8EsT9+SgrNym3pS5ZW4k6Zxae2pgTICAxBncZkLq8DNuWpYrq3ora8kK8GsbdriYbxPeEcxeDnHB3OqCkewnQUymQoV6x7E/Wo7amElsey0Ne9tzhhPz6guST8avrxb70vLJmMUdNlKRPp0wEJ+rmRUXi2Yq6Fu+1a2upFes7AwVZIy3+UNhPbEDli/KmHKnI31SG76WEsxQDuG+yWoZOBetV5USfkrhZ1Jd+PzkBE+RlOEG/f3thgGdcYhCjRMgd6Au4c++D2OYFA2b4lziisZNd2xc9g+qaHBicZpTscN/txW0QA0q5DHzGfeQxyeOAIgGpObJC97xMawjWljoxft/KXhwsKV1xPZNXBnjE+UfvA58JEjudHS1orylCxkQr6reuwLyEJMwrrvW5A8/4fn9cxA449F3p9ZtO/WU4xnV/XwaeOdmO6uIMTOisx+bl8zBzjryj4PW4XemNEiBg4m6sTjfpLBPvR0g9UyIl24hAW8Wwu8JrxMnE/i2vb0POzEFY9pQg2zQdc5ePcre3cRlCz4kK5M0Rv/NIHgrXV6DixO8xILbrbywqUO90EaLQpn2sdd0tKpz1ex3L8expem2WMdZls1ahoaUB2xbFY7BJHPxlJ2F6yorI3iHnhgl1/xQpowd9w3Kr1n2kK/SrCsSqvar0cxAHuKMcbxiM4jBYCPUypDAkLHsCBaKEtbbZYdpRhpxRd2ghGnCgtaYQc2fOxYpjfciRiXpPtaMojJvRTJio1klBk5SLto5cJgkTQ9tTDMm72+WK+iw5E3mrS1Eh2uK/7xe1REIOCtK1D+kKZz/ej8vKSVwjpown2bGOmOR0rBPFxf66Va0XFDZYj4ilkJ6FlEBBqAAS1rSj4zevYFu2A1Ur52JmSqGSHH5c9bw7TYqYpGAnBtT7AExBbKB6a5Tv31bUVDwkBU+cqJf4b9D19k414dUj+3yT22rsBwMk2dKcPqAmxfruqx4JTIl8BUt+96H2XqJPctU+V/Pjcniu69WQkz5qzr/qypXl0p0sb/Bt126ZXM8vcZuWdC9QUuYAQkp053at33Wutc61eVmy8h3vhKtj+/3gRknmFiT5qkpvXUV+OoMvw3Gse7ePzrnefGmza7mSHE8mZGz0qKP6XW8+qQ4PN7ln4OkeLcFjuEZZj+66N1CC/ICCT2d/y2bd+R4RYLpGLVejrXNh1HEMuvq6Gl0HfpCmJWNcKNZfqHMf+voZbN+ujD9xiUy03Oca9EoGqT//o9cJwaY9AuXdV5BlGbytEEzwMjmm9TvmchxY8Pkbf102eLHL1biv2JWmjMf35gDdroMPy+GBy1mg5RR4ukepC4IYdV0H3T+NZrRtarTpHmM9fB3KDEXeqGVPZ93KRMdyWKCkucPcZcBrPzVKedS+E7iOVn1olsl+E12JcvseR3LlYR91u5r3rXYly+mNS3atrn7T9eGYEvUKAdolnj58Xa1fvNvTAfzH267tynzmKomW+3xu0KO/Dkevj/y/5143o+zj3PMXpB2hp7taJlMeSdg9aN2trGu/hP5h6v9Ds+vAGq1u/PZq1wGLfzLq0ITS/uhy7Za/45ecWhLHSY+Gv1yiGXvwjEsMUv+1SLk20b6nHBUnHd6RwV4LtjxZARtkgrF8/WsYpydggXzuqETlG7fBtel0ExiRs3abKF9O1P30oMetLw0wKl05x3Ad/f0pyJFnHrTLtIa6OlHvBPIXZYixejIgXkkiLn7jA2VA5N0Vi/j0VXjmaDvad2UBsrfSEfetQW/A70fEjZ7Ocax7t/vikfHoM3ilpR07ZeLEN0pwuMNdw8Xi3lFOEDrOd2uvblFx8dclJ0vsfaMsmF4Hbt6SiYHBlIN1Ne3oOFqEBLF3qtzTqJNccTwGYD1ZK2qjVJTtkYmWDYjx7G4+9OkYb4kdbNojUN6j1XUqx4GNvy6LiTMhZ3012tteUS4Htu2pRONw/gcDpnxdexlAb496+dAtIej+6XobYz18w8sM3SiGr89WLqG32uxBe0w4RbmQvVRSDYFT1vrRev10Bcsn2mtGZbkZWLITv5RJkZ11KK0Z4/Ygc7nsWIG5CZko3GNHwtZX8M7Zd3CoOAPGsXbIjk+ATAGPgEn+h+A4K+uXLMxJGP1HBn5zErVicaRufFZJtGzw6jkyhE+H2+Pj5U4gbEWPI/DSHLgSZN0EkTBvsSg3djR2yj48Q8rt8J0oEscBY13QqtiZWVj3wjs423YIZQl2VK7OxMx5hag6KcpnWL3CxX5HuTe/Bd09Aeb/wjnRKhCfzHpQ2Qa8XYbjpHgad16l6MEAz3jNKlIvkRHFqm71XExPyVbvbpQ9F1OTC1FnMyB100vYFyjBmMwxUC5DP06Y14rvuL+vPQ6HcW0p3cFmFaCsWJSxM1UoPzbSyTL+m/mibAJ1R5rDPIgzIiVbXkghL9MaUJNqGtbpVPYGJKTIz9lRa77ejdoYxGcu8Ekyej1/P5K5B27kclKNfd37mBiPrPnKUofjysihufta9k7d2wM6Yfv1OA7CbsTlYIYEpMog5plaNA4HrsKkN53/SdT58vlUt+7Bk9PWrOYnucli0xdoJxdCSHYcFvflUrEyF62foVNtaNRej5XetEesvN8QEaxbIlGOwxLBuuy+DCxQqhbPZKKTMFm5pMOCrj/ojH3IBmuL9jps1zOfjN7+KQxjrPPGVA/f8DJDN8ysVDW58vGDeFW5lFKPA61vyHKRgRzdJL+CXnmMMyJePDkvBroTkQPmPerd2co2ZMFoEu3SlQY4aypw4N0wy5nTgpKkbJTW9CBh4yG0jzew4xb7IFKUpMJ1sOgtnyutMNeI56WLkRHCZZHuS+JiJ+pcbnX1PbS9ob2OgPgEJTSF2mMWJTjnT67XOu11mGZloSBN1OryMi0tCbvh8XQ8GKF4yHCg59cegZ4NgeZDX0KKDEKJ+T/Rqlv+7JY6sSdJQFGmTncKeUdO8WSID5D38zbEAE8EGBdVK9cb7lyZBRNE40Pe3ag3BqlLy3Do1x1oeNzn1tU+Eta8gXeO7kRBtgnG89r3tUf/jTjQoduAKG+rn1Ial7byA8MJl2NS8lEmG3JtpSjZ1eqfR2XICWtNFSyXtL89GB/JV273XXuqDjaxkzJ8N0W3sjcufAxFosZ01vwQG47p5FO4Yoe5/LA4HAjdwBmrbjJVx6k3leR3CYkjCQQj//uTYVTugtWK9wI2kMJ3PZZTMOGv+wHYO2xw+i12BzrblKXuldzPmJSu7Gyt+0fKm0qM58VSVJ4a+WxoDDA+IJ8tsNp1dt/vVirJP1e8FqnDdyMWrykSv+pE7doNqNfJRzNwxoyKI75rZJTpvH820mUDu+MADvj0yhx4vxale7pubAPjgg2tH/hP55DNijfli6XxSqM9cgLfMWnog3ps2BRGeCeMaR9PXXfjXI+6ZazleOzCr8scsOklbL8q2jvyjj9iTxM/XRkixOAbJu12//trYfMc+WcOWJ4uR93lcLegyC73cPZPwY1Sl4RgbPXwjS8zdKMk4Hs/lndCtaFiTan/uv3MidZdJSgV251pUxkWe+VXGa08TsPsJeLppH7PL8eJSmx/wwlTeRnylfHGImOtbJfaUbXlgEfv8hB8DszYeAgt9ndwaH3W2G6trUtM08oycaxmR8WTlbAqJyM0on4xl29GvXi3bGWG+OToJkxU7vMIy8lWODzrt6s9qN/0o3GfzPAUmyb2cTJ20bQdpS/69NDS1uv2sNtdbkak5GRA3prdeqQNtTJQ8q8RvHOfJnaWO9BTrexDwjJrMZ5YIr50fDM2if2OZw088G4VNu2ww7DkCd27xw31dItSDSyYGbF037c+7VItIrqlhZb/ovuFhcq1rolPvukavnLW0ezaoOVRiUtMc+Wu2eza/fQGV+4Sdy6LYlez7kWp/a7m9dr3PK7N1TPYdcCVq+VTiPv2Qlfu+u2u3U+uduUudOclOOB1TexouSbc7yc+lDsyve5xLTzg6vK5zjnc3x/Nh8eXa98Ty2v9ZtdmMQ3N7uU+ap6TwOsqktM5es4SIax1757uRFfaklzX6id3u7avz3Ut1L7vnSdDkjnItOmOS3Yt/O4G12Y5Lw8lquuoNdwcPCPXfSvjE9O6Wfz+wdPqe90vyGvEw8mxEkrejUFX13O52m/GuZIX5ro2PL1brO+R+U58zn+NBJtOSb6v5gvQxvnkZtdqZZnLvDFv6k/XqOUqhHWuNw73NfmyvIl1tP2n7mkRwyKaL2TE4OkDau458UheuNq1+Wn3bya7Nlgadedfd97CnfYx13U6gqyPUXNjBBGsbhnT+lWMrRwHEsr8hVeXubdFWU+MTJuagyfRVWz2zRfyoevVR9X8hu71KLcxOS8yF1iXliPDdzkFm+6gdXoQeuN0r6dQ90/BBK9LQqvDxlIPR7rMUOSNuh2660edddv9wnLddTuc92rLm7p5P0fbt6nbkU570NHoKpbjfni3X/l3t0v92xA3i+fyUeukXPEIXB8FMdjtOrBQXaayHlz95Pbh5Zy8vtnVqLsOx5KDRzVoP+harq1Dd7073E7z3N6DtCMC+kjsP8V3ExNF3aGbx+YW4HjTtVlb3kr9K9ddCHVv1z65Pxm97XI7YQ8eottIwrIy9czqkUocdHeJnZaFvS3v4JUdBciaNgRrUx2qaurhGJyCjI3VaDpdjSzdSHosUuerXUKRJr6rExV3izGtQ0NbC6o35iM1phfW47WoOtKFvgkJKNjxCt7pWKecZQzVpORV2Fucjxk4p01vqxhXCor2N+C0eR1MPhnyI/37xu9Wo2VHvvidHjGuOrRejEVMBO4mEunpHFVY634SUpbtRdHSGUCPFZYjVaht68OXkouw9/XTaFrv2xMxBqmbWtAkx20CbB31qDvZg5j0p9B+TKwj5ZYH4YlJKcMvXypCxsxB2MS0Np+OwSTlR53osdlFOcwJ+44OwcXA9HgDOk5Wo2xpKmJ6raivqULdKTHfCQXYefQddDzuv0YCT6dKvt9yQu2VCZsY55Fm9EzMwFNtx7DOdK/2qRtkegaqt4p1dN9lWMU6qt1fB/tgPBZsPYT2jurI3eHEQ0ziOhyT19wvlfNvQV2Ne/5bsHd+GGfQwp32Mdd1N871qVvGVo7HI7y6LB4ZNdvE9jAZlzu0abN/ivj523CorQPVi3zLhBH5z72OQ3Lc9/Ur67Hu1KeYsawBLftyME3vdvGjiORyD3f/FMxodcnoxloP3/gyQzdKDBLWvDJ8ZcHkKyPrdkp6GaqbxP58R4bYyvyNVh6NyVnIgB2N7Z69uxww7yiB2WlAwY9/4Ff+E1aWo0zJtVWO2vf9e77deOryaXld7KMzY9CrXDHhQKxYNvr1URAxCVh3rF2pq+QVHJYjtWjuiUFGebuoq7J0l/F4xMwqwittTSNXjIh6t1Gso2+s1uqeMbS7ht2XioylorXldCKjMCuybdFImZaBZ7TlPW1IvdLl3NV4sc8JUveKz70p7wgW4mV3t4svyCiP9pqIiOjWI3bQFdPzYN/zDhqWRbrJRERERKMbQOumNKw4uRgNnduQOu7gNN06BmDZMBOFx7NQbTuEnNskGDJwshQzV7di3eunUJYSVvQ8qrEHDxER3drO2tCI1MAJIYmIiOg6i0XGY2XIcNai0uOGHnQbuNCM+uPi+Xbq6TJkQ92+eiC9DPl3UHBHYoCHiIhuaQ57J5yz0jE7opdnERERUVjuX4yyTSavG3pQ9JN3oWqFAev+P6ElmI4GjjcOoPJMBvbuyI/45XK3Ol6iRURERERERCFwwLz2X1FypQzvHL3zDp5vO731KEwuhSV9722zPodsVViSXQdjzS/Dy6t0m2CAh4iIiIiIiOiOYEdtbgXavvgpHB02OAw5qG66PjdeoBuPl2gRERERERER3SGGeuSdqHoRs6gMrzC4c1thDx4iIiIiIiIioijHHjxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0REREREREQU5RjgISIiIiIiIiKKcgzwEBERERERERFFOQZ4iIiIiIiIiIii3BdcgvY6IrrtZ7VXRERERERERER3ntkJM7VXN07EAzxERERERERERHRj8RItIiIiIiIiIqIoxwAPEREREREREVGUY4CHiIiIiIiIiCjKMcBDRERERERERBTlGOAhIiIiIiIiIopyDPAQEREREREREUU5BniIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8RERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoyjHAQ0REREREREQU5RjgISIiIiIiIiKKcgzwEBERERERERFFOQZ4iIiIiIiIiIiiHAM8RERERERERERRjgEeIiIiIiIiIqIoxwAPEREREREREVGUY4CHiIiIiIiIiCjKMcBDRERERERERBTlGOAhIiIiIiIiIopyDPAQEREREREREUU5BniIiIiIiIiIiKIcAzxERERERERERFGOAR4iIiIiIiIioijHAA8REdEtrRt1BYX4/i+6tb9Jcb4B68RyWXfij9qA6+PMLwqRX/BznNH+JiIiIrpVMcBDREQUhk+su5C/XBz0ezy+/4NS7Dj2Nv7yifahSOr7AOeuAQlfN2oDbi099WvFMtiFzr9pA26U/2MiJomnSf/HPerf18UlXPif4uk/P4Dp6gAiIiKiWxYDPERERGE4/6c/AncnY+vRQ6iXjyMH8VxpMvDWEfzoySPo+Vz7YFiuoefNKuzY0wynNsTt2gUHLmAS4u+X4YxbzV9x/oNPgCl/j/u/rA26USYvQEXdIVQ8HKcNuA4GP8D5DwFDvBHXM4x0Sxk8i5bqCvz0zUvaACIiIooWDPAQERGFTKdHxxfvxr0P5GHD6pnAlbfx3393TXsjHH/Eqf/ajXNTjDBoQ9wuyIAS/h7Tr2McY8w+/6O6PP7ha/iqOuT28uc/4Xfiadb0v1f/vhP8+RRe+3cHJk+9FQscERERBcMADxERUaiC9Oi458vqEOeVvyrPYbnyR5z7m95lWFoPmX/4Gu7/ojboVnLpQyU3TfzXb88AyMcXPsQnMOL+adqAO4A6z3+PGXfQPBMREd0uvuAStNdEREQUzAdHsLr8bSRvPIQ1idowzbVTVfj+893IfPIQChIuoXnLT3D03mV4aeNDfsGgv5x4Ej96A8irWIC/bDuCTm34sH9eiV+UfAd3f34KL678OU4t+BFeWgi81XAMR62X8Mm1u/HVh76Hrau+g3t9Aj8f/48GHK234t3zn+Aa7sa9/3k2lq/6N6RMvVv7hPRb1C2vweklm1CVPQmnj9fghbcc+HhQjPef8/DjoodgCCGgJPMRra69hAXlz2H5A9pAHaFNk+qT8y3is/8dp3r6xXzKIeLzU+7BV/9lHbZmagEwz+WSP1MdpvH9/j2TjXjo39Zh+X/2uMTtb2fFsmzAiS4HnFruoLsnTcJX//5f8MMNmcO9kU6/WIjK330HFQdXIl4bFtDnf8WZ/ybWj+UsLvSLH55wD2b9cw4KVj2Er3ouS3sN8nf/ViknOZ+/ihePvY3fXRRL5ctxyCwS05n4Fe2Dms/7caFTjPe1bpxxj/ehZfjh0uSRdf+3t/DTHxzDf3z/aWyY0oJ9tW+j529GFDy3DZn3qR/RX65fwfSF/4YfP2QcLr++Uh4/iB8ma+vpEwc6zYfRYFWX291f/goS5otpWTAb93jMo8zLtK15Jra++C/4S10Njv57P5C5Dr/4/mxlOZ02/xxHW/+Iv8hlL+bn/jm5WF/0Hb/ea0RERBQe9uAhIiIKUcAeHZ9fwlst4uD4vu8g9R/lgDh89Wvi6U8O/EX+6an/LRz7v/6KexesQs7Xv4MfHj2ErZli+Je/gwp3Xh8Z3JGf1XrI/FOsA/sP/ArX0n+El+oO4aXS2fhfbx3Bi/LAedgnOPOLUqzd81tMXLwJLx2R+YGexvL7zuJnW3ah5bL2MenKJZwXT1+NcaCu/DCcyetw8JAY78bZuPrvx/DT/+ZQPzcKJR+RmNfpU9S//YUxTdpni555G/fM/xFqxfQoy+KZ72BiXz/+n//NI0zmXi5ePYc+QU/9kyiqaMPd7u8f2YsnHwYuX9E+Inxi/znWra1Cy4R/wY/3H9TyKG1Czpf7ceHqNUzUPicvmzsvLz9L+DruVwcE9slvUfejJ1H5m3vw3W3PqePclYt73z+GTTt98iopOZq+gqu/qcBT/z4Nq54R0yCmc0NyP5r3iOnyXCaf/BHmnaXY9MYn+NaPdivj/UX5Q/h/3vw5NjWc1T4k9F9Wy9mpn+Nn55Px5M/E79dt0oI7nst1nc9yvYT/+FxdrneLMlB/dB0yRcG7Z8GP1M+Ix3Bwp68ZO9ZW4OhlE364W11utT/+Jv7DXIXSY91QYkaKa/hfV2Repr/itV2/wsS83fjF0YN4KX+28t6ZYxWobL0HORXqOH7xzDLMmDqRwR0iIqIIYICHiIgoRBf+5AC+/DVM13pFyAPWaxd/i+bnd6HuQyMKnvwe4rWeDFPvjwP+9jH+16D6t0oc4JrN+N2Eb+KHOe6eJ1pen68b/fLYfHLhj0pw4N03P0Bm6Y+QOV3thXLPN0xIFs+/+2DkFuGfiIP7ypZreKh0Gwr+KQ53y+n44leQsioXKdcceO1Nj4DAxQ/RI57sLR/gW5vEeB/Qxps4F98Sz3+5HMplZtp0B0mwHM40OVueReVbk7D8maex3P1Z4dr/LYMX92DG/SM9W9Tl8hVMv3+kB5D8raebP/H5rUmIX7AN6/9Z673TZ8bu3acwKX8bdi1LxlcnaN+/dhF/+bOY/wf+HveqQ8S6c6CnD7j/6w+owbaAPsG7dTVo+fybKNvyb0iaon168nfw2LLZuPY//zvEYh7m7JPJi/+Kd/tM2PJv34FBflxMZ9L8h3C/WKbW993L/hOcPlqFhj+JcrVlZN3f/Xdzkfo14OP/qZYN6dpfLimv/zLlX7Bh0Uy1N83d6nQ4T+7CjuHlagy6XN13bPuHaT75dz7/I8z7zTj3tRxsf3wB4iep475neh4e+y+T8HHLr/Du8F3UHPjLn8RT3zUk/3AdUibLz96tTU433m35BPekpmvDxTtTklHwr99UXhMREdH4MMBDREQUEq1Hx9/exrbhW6T/AEV7foXzX1+GqoPbkOlxyZFBSVIrDnY9YyUfvIqfvfkJUlatwqwJ2rAgeX3UHjL3ILOkGLM837zyV/xZPMUPJ8J14C1zN64lLEROgs9YJjyAGQ8An3zwR3ysDfqLEhi6B6mrlnmPd/Aqroqne2J8p0SHNt2BEyyHMU39b+FwvQOG/7IMmT69gZyXZG+iv8eMv1P/ltQ7mf097h/+rPZbc3LxXd/fkpSgRj86f9GMnr/LxGOZPgEMLZmyV4+g3g9gF08zfIMdvi7+Cg3/Dsxa4rMshbu//gDi8QnOXRgpBBcvyADPV/Dd1Qu8L4Ob8jXMkM//P60vjBjv0Y5P8NUlq7yXyScf4JxY7nf/n1/B/0sbpCbijsN3c5K9y5Bcrg2X/MchuJN3ey7XQHdsu/a7X8H8Z1EO83ymWfjqA3KZ/RHnetW/3YGxex7O8ftNGeiR/z7p+QDOMd1tjoiIiIJhgIeIiCgU2oHrPxXtHb58RT5e2r8NP/zXZLUnhqepXxMH9/24/JH2Ny6h5ejbuJq4DMuTPQ7DA96pSeshk7AQC33z22g9cP5uihZ8+PM7aPmzmLbU5JEeKMM+wVXZu+K+WO3yo35c6OkHpqRiQaJPREKbFr8eHHq0zwZMsBzGNH3S/Q5+dy0OmSm+49Km9WtG3O8OiLmXi+edzLTfSvnnuX5BsmF/+y063xfTm/4d/55S//dFMUXePYL+cu4srsGIr07VBgTwl3dP4S/4ezz0T95BEcXQVTEHgOHL7vfcl32lI8V3vJfVy+bc1PF+BQ/NkXmHruHa3/6KC//+Kn665Qjevfeb+GF+staz6BLO2T8R4/wOvjVZGTBseLl+yzd5dz+cfxbf8Vquge7Ydg2/O9WNa182IfkftEEerl2VAalJuDdW/Rt/+oMoF/fgoX/+pk7Pp9lY8H0j7v6gGT/60bNoOS+mgYiIiCKGAR4iIqJQKD06/Hs3BHSfEdPFEe75i7LHhjjYPtWAox/E4bvff8gr4BEwr4/WQ8Yw0+OyIc1fzssDcY/vfPxX5RKdyffpTNvgRfylT4znq1O1A24Hzv0P4J453/ALdKjT8hXMih99HtXP+lzi4ymMaTqv9CiKw1d9AhQY/D1+9z5w9z88MJKjRVsu9/xd3EgwR/mte3Dvf/IPKQz7UAYegOl+t/++Bvv74ve9egRpgSWvy/H0ffyx+NzdX8G9OpepqZdOTcJXv6pNlxYkjP/mbP+gV9+HuCCX59fV6VPGi7/iaKnWU2zbLrzw71eR9P1tqH22GN9yL1Ztedyf6D/OsJZrwDu2/RUfy7xAU78C39FIag8rI76qFQO1bM5EQoCk24aHxPQ/nYN/wlnU/eRJ7Leq2wcRERGNHwM8REREIXB++Ee1R0eAeIY/I2b8Z+CCzLky2I3XjnXDsGQVFvhdKiMOkO8WB+G+gYSAPXvcPXBmYpbXdzx6UXi4Zv8t3sU9eDBBG4+WZ8U7QbFKnRbPQEdgymd9LvHxF+I0SV+L8wsgfPzuW8odxrxuH693OZXibkz06I2i7ysw+C7n/rfQ8u/i2bNHkBYECynBsnSfmE/t5Yhr+N3vuoEvfwMJ7mWkBAlHgjgjPsG77b/FtftMSB6ZCLGOM/HscE+xvdi14d+Q+U9GrztWuZfHDLH8dP1dnN+06S7Xz/+o9Iy6+2tGnXkRhnuAeXLg9DuiLCaKeVSWvVY2R7mt/z3TF2D9s9uw/AEx3y+ZcYaXaxEREUUEAzxERESj6keP/a9+l7QENwmGv7sHuPAh3v1vx9CCZBT8v32DEpfgvCievjbVP7gRqGePO/jgmfvm3q/AIKbxzJ9krw8Pn/wWR3/RLQ7Ac4Yv81LzrHhfjqTSLh/yCnQEchZ2GVUItjzCmCalNfLhJVz0PND/5G0crZNBJO9eU84/faD0MvKa/kC/JbnH+b/djbvxV/zF585d7x5tUO7I5ZUD6bID56+FkmBZ/PS9Ytr6zuKc72zaf446K/BPyxYN32JdDRL6B8U+sR9G3b/fg8w1ucNJuu+d/BUxXrGu9K5i8lhOajkR4/QrJ4Jcrn++hMshLFd3Xqf7/0/fCOZXxLSIJ/ufcMEnEONsOYzX/nwPFuQ8pC07rXeYZ7LqQL5oxIPJ4reu9eNjXqlFREQUEQzwEBERjUoLqnxtqsclLaP7qsxl0/cW6v6vT/DQ6mUjiZWH3a0mAP5bPz6RB8/XtAS7gtJDxq+XjqD1wPHKffN3/4K8RODMG4fReVkdx7W+U6h7pgZvfTEZZSUjl4UpeVb0eulolw/pJXv2c+WPOPc3MRqvS3x8hDFNs5K/I37zt2hskYEH4bL43F4rrv2DDK/45oTReAYbPH+rz/1b8u5mryrBG8XXTXjoy4D1l2b8RX7387/i9C924f9792xlHuLjfPPUCO6Ex0F89aGF+Ke7HWiof1tNHPz5NTh/93M8vfe3+N8zi/HDVHcQ5ZpY9n8F7rsXE93j/bwfFzpqsGlvN766ahMKPBJEfzX1X8R4z+Loi83o6dfmqf+P6Dz2ExyVgTiNWk7072Q245vf1F2u//scOU0+vdG0wFL/gBptuTZcFu/Gt/7lO7j3b2/jlaazajkV093T8iye+sUlzBDTvdwdqAvSOwxXWvDiL97GBW1e0H8KzSf/irsT52JWgLuwERERUXi+4BK010RERKSnz4xNpc24+/tPo8L3DkzB/LkB655swf/655WoLZFBDH+f2I9g24G38ZdB4J7EPOzamAkD/ghz6S40/MO/oX6NvCH6iGunqvD95/+IBeXPjRxYSzJgcbwGL7zlwMdiXHdPikPCQwuxKifZ485Hf0XL00+ibsIyvLTR3etC8z9+ju/vPIWHNh9CwX/WhgXyfg3y9/xW+8PHl7+Dip+tVHuihDRN0jX8paMG+3/RrS6Hf/gOHi/JhLP6J6hDDg7+ZMFIj5DLb+FnexrQefEa7n64GL9Ypd1i+3MHOg//HC9bL+GTazJHz9/jX3JWISc5bqQXzsUW/OyAWf3ul+OQWbQOy7/YgPzdv0Xmk2K+E7TP4ROcOfYTVJ7sx7W7v4mth4oxy2t6fVw+haM/P4aW//GJmJO7ce90Ix5a/G/I+yfPCMpZHP3Bs3jrvjgYPv6rGui4+258dfZ3kJO3ACl/59Gbxu3KKTQcNuO/d/9VmSf38lsjlt+9yvQELicqveW6Enf/shA73hTzdVTMl/ZJ73m+G//0/W348UMjZf2T8814+YVf4d0/X1PeN8TPxqL8ZXhIu327pJbNS1i+d7ffpYhyGb348wac6ulX5+XLX0FCRo5OWSAiIqKxYoCHiIjoOvnYugtrX7qG5T/dhky9DLUU2Oe/RV1hDU7/l02oWqTTIyTaXGnGtrVmGB4/iB8mj3bhFxEREVH4eIkWERHR9fB5N3517I+4P+/fGNwZiz+8g7eufQWZ37oNgjtSr7y1vccdtYiIiIgijAEeIiKi68DZ0oDmu7+DFeFc0nUn8syl4/b5JTS/8Vsg8V+QMlUbFuXU24cHyCdEREREFAEM8BAREUXK5zKB7DV8/LsaPNVwNwq2aLloKKDTr5Rif8tZfCwXnXCt/yxant+Fo1e+6ZWIObpptw9/4GuYyvJARERE1wlz8BAREUVIT/1abGv+RE1mW/Q9JE3m5Tij+fj9V/HiG+/Afl4mKA6WiDmadaOuoApvPbQOv/j+bG0YERERUWQxwENEREREREREFOV4iRYRERERERERUZRjgIeIiIiIiIiIKMoxwENEREREREREFOUY4CEiIiIiIiIiinIM8BARERERERERRTkGeIiIiIiIiIiIohwDPEREREREREREUY4BHiIiIiIiIiKiKMcADxERERERERFRlGOAh4iIiIiIiIgoqgH/f2CoF2eSf3jYAAAAAElFTkSuQmCC)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"tsG1b_xmooHb"},"outputs":[],"source":["x = 2\n","y = -2\n","print ('x =', x, 'and y =', y)\n","\n","# and\n","print('verify if x > 0 and y < 0 :', x > 0 and y < 0)\n","\n","# or\n","print('verify if x > 0 or y < 0 :', x > 0 or y < 0)\n","\n","# not\n","print('verify if not(x > 0 and y < 0) :',not(x > 0 and y < 0))"]},{"cell_type":"markdown","metadata":{"id":"IcB1Qoh4pM9F"},"source":["### Identity operators\n","Identity operators are used to check if two objects point to the same object, with the same memory location.\n","![image.png](data:image/png;base64,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)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Lo7zqtJApWFH"},"outputs":[],"source":["A = [1, 2, 3]\n","B = [1, 2, 3]\n","print('A =', A, 'and B =', B)\n","\n","# is\n","print('A is B :', A is B)\n","\n","# is not\n","print('A is not B :', A is not B)"]},{"cell_type":"markdown","metadata":{"id":"S87XKOlMp8Yr"},"source":["### Membership operators\n","Membership operators are used to check if a specific item is present in a sequence (such as a string, tuple, list, or range) or a collection (such as a dictionary, set, or frozen set).\n","![image.png](data:image/png;base64,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)"]},{"cell_type":"code","execution_count":2,"metadata":{"id":"d72uUSeGqF8E"},"outputs":[{"name":"stdout","output_type":"stream","text":["class \t\t fundamental particle\n","Family \t\t Fermion\n","Group \t\t Lepton\n","Discovery \t\t 1897\n","by \t\t J.J.Thomson\n","Mass \t\t 9.109e-31\n","Charge \t\t 1.602e-19\n","spin \t\t 1/2\n"]}],"source":["electron = {'class':'fundamental particle', 'Family': 'Fermion', 'Group': 'Lepton',\n","            'Discovery':1897, 'by':'J.J.Thomson',\n","            'Mass':9.109e-31, 'Charge':1.602e-19, 'spin':'1/2'}\n","\n","for key in electron.keys():\n","  print(key, 2*'\\t',electron[key])"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"nM_xlIZtrIoD"},"outputs":[],"source":["print('rest energy value exists in the electron dictionary:', 'rest energy' in electron)\n","\n","print('the electron radius does not exist in the electron dictionary:', 'radius' not in electron)\n"]},{"cell_type":"markdown","metadata":{"id":"TncNwCb9rsqp"},"source":["## User input\n","It is possible to personalize the variables entries, by asking to the user to enter values"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"X85m_pwwr515"},"outputs":[],"source":["walou = input()\n","F_name = input(print('Please enter your family name here :'))\n","Name = input(print('Please enter your name here :'))\n","Age = input(print('Please enter your age here :'))\n","Gender = input(print('insert M for Male / F for female:'))\n","Job = input(print('Please enter your job here :'))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"_WPtFu-ZsmEn"},"outputs":[],"source":["ans = input(print('Do you want to create your dictionary?[y/n]\\n'))\n","if ans == 'y' or '':\n","  your_list = [['F_name', 'Name', 'Age', 'Gender', 'Job'],[F_name, Name, Age, Gender, Job]]\n","  Your_dictionary = dict(zip(your_list[0], your_list[1]))\n","  print(f'Hello! {F_name} {Name}, your personal dictionary is:')\n","  print(Your_dictionary)\n","else:\n","  print(f'Goodbye! {F_name} {Name}, your dictionary is not created !!!')"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"oE0WKRQlzNMH"},"outputs":[],"source":["ans = input(print('What is the charge of the electron?\\n'))\n","if ans == '1.6e-19' :\n","  print('Good, numerically your answer is correct but you forget the unit :|')\n","elif ans == '1.6e-19[C]':\n","  print('Excellent, your answer is totally correct, you get the full score :)')\n","elif ans == '1.6e-19 [C]':\n","  print('Excellent, your answer is totally correct, you get the full score :)')\n","else:\n","  print('Wrong answer :(')"]},{"cell_type":"markdown","metadata":{"id":"6G5dGUV70r3G"},"source":["## Flow control\n","### 'if - elif - else' loop\n","Often you need to execute some statements, only when certain condition holds. You can use following conditional statements in your code to do this.\n","\n","* **if Statement:** use it to execute a block of code, if a specified condition is true\n","* **else Statement:** use it to execute a block of code, if the same condition is false\n","* **elif (else if) Statement:** use it to specify a new condition to test, if the first condition is false"]},{"cell_type":"markdown","metadata":{"id":"b5gqpJl61V8L"},"source":["![image.png](data:image/png;base64,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)"]},{"cell_type":"markdown","metadata":{"id":"qhxL1VcZ1YG4"},"source":["![image.png](data:image/png;base64,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)"]},{"cell_type":"code","execution_count":4,"metadata":{"id":"wq4xQyKNEzC-"},"outputs":[{"data":{"text/plain":["{'class': 'fundamental particle',\n"," 'Family': 'Fermion',\n"," 'Group': 'Lepton',\n"," 'Discovery': 1897,\n"," 'by': 'J.J.Thomson',\n"," 'Mass': 9.109e-31,\n"," 'Charge': 1.602e-19,\n"," 'spin': '1/2'}"]},"execution_count":4,"metadata":{},"output_type":"execute_result"}],"source":["electron"]},{"cell_type":"code","execution_count":5,"metadata":{"id":"R6mSFlPhE7hY"},"outputs":[{"name":"stdout","output_type":"stream","text":["fundamental particle\n"]}],"source":["print(electron['class'])"]},{"cell_type":"code","execution_count":6,"metadata":{"id":"H6f3_1jE016I"},"outputs":[{"name":"stdout","output_type":"stream","text":["\n","--------------------------------------------------------------------------------\n","please enter the number which corresponds to the particle selection ?:\n","1. electron\n","2. proton\n","3. neutron\n","--------------------------------------------------------------------------------\n","your selection :\n","\n"]}],"source":["level00 = input(print(\"\"\"\n","--------------------------------------------------------------------------------\n","please enter the number which corresponds to the particle selection ?:\n","1. electron\n","2. proton\n","3. neutron\n","--------------------------------------------------------------------------------\n","your selection :\n","\"\"\"))"]},{"cell_type":"code","execution_count":7,"metadata":{"id":"oeyOWX0y3Kg5"},"outputs":[{"name":"stdout","output_type":"stream","text":["You selected electron\n"]}],"source":["if level00 == '1':\n","  print('You selected electron')\n","elif level00 == '2':\n","  print('You selected proton')\n","elif level00 == '3':\n","  print('You selected neutron')\n","else:\n","  print('You entered a wrong number, please try again!')\n"]},{"cell_type":"code","execution_count":10,"metadata":{"id":"ZoYaHbVHBoZ-"},"outputs":[{"name":"stdout","output_type":"stream","text":["You selected to know about electron\n","Please select what do you want to know about electron:\n","  1. Classification\n","  2. Discovery\n","  3. Physical Propreties\n","   \n","The electron has a mass M_e = 9.109e-31[kg], a charge q_e = 1.602e-19[C], and a spin s = 1/2\n"]}],"source":["if level00 == '1':\n","  print('You selected to know about electron')\n","  level01 = input(print(\"\"\"Please select what do you want to know about electron:\n","  1. Classification\n","  2. Discovery\n","  3. Physical Propreties\n","   \"\"\"))\n","  if level01 == '1':\n","    print('The electron is classified as a', electron['class'],\n","          '. It is a', electron['Family'],\n","          'and it belongs to the',electron['Group'],'group')\n","  elif level01 == '2':\n","    print('The electron was discovered by', electron['by'], 'in', electron['Discovery'])\n","  elif level01 == '3':\n","    Me, qe, se = electron['Mass'], electron['Charge'], electron['spin']\n","    print(f'The electron has a mass M_e = {Me}[kg], a charge q_e = {qe}[C], and a spin s = {se}')\n","  \n","  elif level01 == '5':\n","    print(f'The electron spin s =', electron['spin'])\n","  else:\n","    print('Sorry, it seems that you entered a wrong number :(')\n","\n","# You can do the same for the following particles:\n","elif level00 == '2':\n","  print('You selected to know about proton')\n","  print('The proton selection is under construction :c')\n","elif level00 == '3':\n","  print('You selected to know about neutron')\n","  print('The neutron selection is under construction :c')\n","else:\n","  print('You entered a wrong number, please try again!')\n"]},{"cell_type":"markdown","metadata":{"id":"ZtyBxVZxQMve"},"source":["### While loop\n","A while loop is used when you want to perform a task indefinitely, until a particular condition is met. It’s a condition-controlled loop."]},{"cell_type":"markdown","metadata":{"id":"p4U3IWaGQQ59"},"source":["![image.png](data:image/png;base64,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)"]},{"cell_type":"markdown","metadata":{"id":"bPD4wgjWRRqf"},"source":["Any non-zero value or nonempty container is considered TRUE; whereas Zero, None, and empty container is considered FALSE."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"c6iwZKPKQW6n"},"outputs":[],"source":["# iterate untill you get zero\n","x = 10\n","while x :\n","  print(x)\n","  x -= 1"]},{"cell_type":"markdown","metadata":{"id":"nyS4Kk8rRTbO"},"source":["Unless, you impose a condition"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Vex2VVVnRGr1"},"outputs":[],"source":["# iterate untill you get zero\n","x = 10\n","while x > -3:\n","  print(x)\n","  x -= 1"]},{"cell_type":"markdown","metadata":{"id":"TyRoYueLRwNh"},"source":["Python break statement is used to exit the loop immediately. It simply jumps out of the loop altogether, and the program continues after the loop."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"E8U3mecbRXwE"},"outputs":[],"source":["# Exit when x becomes 3\n","x = 6\n","while x:\n","    print(x)\n","    x -= 1\n","    if x == 3:\n","        break"]},{"cell_type":"markdown","metadata":{"id":"MJ3UmoLWRz9Y"},"source":["The continue statement skips the current iteration of a loop and continues with the next iteration."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"E3wxLuhdRgW_"},"outputs":[],"source":["# Skip odd numbers\n","x = 6\n","while x:\n","\tx -= 1\n","\tif x % 2 != 0:\n","\t\tcontinue\n","\tprint(x)"]},{"cell_type":"markdown","metadata":{"id":"wg4fuWinR2mq"},"source":["Python allows an optional else clause at the end of a while loop. The else clause will be executed when the loop terminates normally (the condition becomes false)."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Zi607SM9RuyZ"},"outputs":[],"source":["x = 6\n","while x:\n","    print(x)\n","    x -= 1\n","else:\n","    print('Done!')"]},{"cell_type":"markdown","metadata":{"id":"OA5u_sZVaik3"},"source":["The else clause will still be executed if the condition is false at the start."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"NrDEUlyjajWw"},"outputs":[],"source":["x = 0\n","while x:\n","    print(x)\n","    x -= 1\n","else:\n","    print('Done!')"]},{"cell_type":"markdown","metadata":{"id":"HnetUXjOatkn"},"source":["If the loop terminates prematurely with break, the else clause won’t be executed."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"V-IAjhLXasSr"},"outputs":[],"source":["x = 6\n","while x:\n","    print(x)\n","    x -= 1\n","    if x == 3:\n","        break\n","else:\n","    print('Done!')"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"E0BW4PlIETfd"},"outputs":[],"source":["x = 6\n","while x:\n","    print(x)\n","    x -= 1\n","    if x == 3:\n","        continue\n","else:\n","    print('Done!')"]},{"cell_type":"markdown","metadata":{"id":"JzhCPjBHa5vW"},"source":["The condition must eventually become false. Otherwise, the loop will execute forever, creating an infinite/endless loop."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"C_-CQLQLa3tc"},"outputs":[],"source":["# Infinte loop with while statement\n","while True:\n","    print('Press Ctrl+C to stop me!')"]},{"cell_type":"markdown","metadata":{"id":"qH88WjXUbEge"},"source":["You can safely implement an infinite loop in your program using a break statement."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"a2bZJeDpbHHC"},"outputs":[],"source":["# Loop runs until the user enters 'stop'\n","while True:\n","    name = input('Enter name:')\n","    if name == 'stop': break\n","    print('Hello', name)\n"]},{"cell_type":"markdown","metadata":{"id":"jzLMgs_6E-1E"},"source":["### For loop\n","The for statement in Python is a bit different from what you usually use in other programming languages.\n","\n","Rather than iterating over a numeric progression, Python’s for statement iterates over the items of any iterable (list, tuple, dictionary, set, or string). The items are iterated in the order that they appear in the iterable."]},{"cell_type":"markdown","metadata":{"id":"ieW4HFGZFE4j"},"source":["![image.png](data:image/png;base64,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)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Pbf6TKl_hADz"},"outputs":[],"source":["# Iterate through a list\n","colors = ['red', 'green', 'blue', 'yellow']\n","for x in colors:\n","    print(x)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"ukD1ijkjFXbt"},"outputs":[],"source":["# Iterate through a string\n","S = 'python'\n","for x in S:\n","    print(x)"]},{"cell_type":"markdown","metadata":{"id":"qmJehD21FcO3"},"source":["Python break statement is used to exit the loop immediately. It simply jumps out of the loop altogether, and the program continues after the loop."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"7bJGG3FNFdC1"},"outputs":[],"source":["# Break the loop at 'blue'\n","colors = ['red', 'green', 'blue', 'yellow']\n","for x in colors:\n","    if x == 'blue':\n","        break\n","    print(x)"]},{"cell_type":"markdown","metadata":{"id":"3Iy6ngNSFk74"},"source":["The continue statement skips the current iteration of a loop and continues with the next iteration."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Gk200cGXFkLj"},"outputs":[],"source":["# Skip 'blue'\n","colors = ['red', 'green', 'blue', 'yellow']\n","for x in colors:\n","    if x == 'blue':\n","        continue\n","    print(x)"]},{"cell_type":"markdown","metadata":{"id":"54KeJJtxFqZ3"},"source":["Python allows an optional else clause at the end of a for loop. The else clause will be executed if the loop terminates naturally (through exhaustion)."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"-mPN6eFTFrFP"},"outputs":[],"source":["colors = ['red', 'green', 'blue', 'yellow']\n","for x in colors:\n","    print(x),\n","\n","else:\n","    print('Done!')"]},{"cell_type":"markdown","metadata":{"id":"RYNAslRJFw4v"},"source":["If the loop terminates prematurely with break, the else clause won’t be executed."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"SQOUTgFmFxk4"},"outputs":[],"source":["colors = ['red', 'green', 'blue', 'yellow']\n","for x in colors:\n","    if x == 'blue':\n","        break\n","    print(x)\n","else:\n","    print('Done!')"]},{"cell_type":"markdown","metadata":{"id":"gAbTqyLiGcqP"},"source":["If you need to execute a group of statements for a specified number of times, use built-in function range().\n","\n","The range(start,stop,step) function generates a sequence of numbers from 0 up to (but not including) specified number."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"kD6sSQXEGddW"},"outputs":[],"source":["# Generate a sequence of numbers from 0 6\n","for x in range(7):\n","    print(x)"]},{"cell_type":"markdown","metadata":{"id":"_K-59jrmG1Oo"},"source":["The range starts from 0 by default. But, you can start the range at another number by specifying start parameter."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"6RMFiuoBGhpu"},"outputs":[],"source":["# Generate a sequence of numbers from 0 6\n","for x in range(0, 7):\n","    print(x)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"cmduVJZ2GljO"},"outputs":[],"source":["# Generate a sequence of numbers from 0 6\n","for x in range(0, 7, 1):\n","    print(x)"]},{"cell_type":"markdown","metadata":{"id":"qAvQpvzsHAFo"},"source":["The range increments by 1 by default. But, you can specify a different increment by adding a step parameter."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"1L4-_nEWGohH"},"outputs":[],"source":["# Generate a sequence of numbers from 0 6\n","for x in range(0,7, 2):\n","    print(x)"]},{"cell_type":"markdown","metadata":{"id":"59U9bTEmGvHc"},"source":["range() provides a simple way to repeat an action a specific number of times."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"7XCq1Dm-Gvzv"},"outputs":[],"source":["# Print 'Hello!' three times\n","for x in range(3):\n","    print('Hello!')"]},{"cell_type":"markdown","metadata":{"id":"m2IPS9gsG5iS"},"source":["You can generate a range of negative numbers as well."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"DwN1nz_nGybg"},"outputs":[],"source":["for x in range(-5,0):\n","    print(x)"]},{"cell_type":"markdown","metadata":{"id":"lyT9YopPLHfI"},"source":["A loop inside another loop is called a nested loop."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"COX_cyTvLIQT"},"outputs":[],"source":["# Flatten a nested list\n","list = [[1, 2, 3],[4, 5, 6],[7, 8, 9]]\n","for sublist in list:\n","    for number in sublist:\n","        print(number)"]},{"cell_type":"markdown","metadata":{"id":"L5tNvkW_LRfR"},"source":["However, in most such cases it is convenient to use the enumerate() function."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"3XqTcV8tLMQJ"},"outputs":[],"source":["colors = ['red', 'green', 'blue']\n","for index, value in enumerate(colors):\n","    print(index, value)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"FX3dvAYHLbes"},"outputs":[],"source":["# Dictionary unpacking\n","D = {'name': 'Bob', 'age': 25}\n","for x, y in D.items():\n","\tprint(x, y)"]},{"cell_type":"markdown","metadata":{"id":"xXf718mvLnZ9"},"source":["Modify a List While Iterating. It is recommended that you first make a copy. The slicing operator makes this especially convenient."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"d6cwhFKuLbKX"},"outputs":[],"source":["colors = ['red', 'green', 'blue']\n","for x in colors[:]:\n","\tif x == 'red':\n","\t\tcolors.insert(0, 'orange')\n","print(colors)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"2VDFOzVuL9G-"},"outputs":[],"source":["# infinite loop\n","colors = ['red', 'green', 'blue']\n","for x in colors:\n","    if x == 'red':\n","        colors.insert(0, 'orange')\n","        print(colors)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"F5BXSongNEiS"},"outputs":[],"source":["# Loop through two lists at once\n","name = ['Bob', 'Sam', 'Max']\n","age = [25, 35, 30]\n","for x, y in zip(name, age):\n","    print(x, y)"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyOoBwCdjcYmI+aemRUS4nrX","provenance":[{"file_id":"1D5v5zez1kZbhm8h-pkf34ntmjB-VDZYo","timestamp":1697017004970}]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.11"}},"nbformat":4,"nbformat_minor":0}
