AlgorithmOld.py

from collections import deque
import random
import math
import time
import copy

def generate_random_sequence_by_length(length):
    sequence=[]
    for j in range(0, length):
        base = random.randrange(3)
        if base == 0:
            sequence.append("A")
        elif base == 1:
            sequence.append("C")
        elif base == 2:
            sequence.append("G")
        elif base == 3:
            sequence.append("T")
    final_sequence = convert(sequence)
    return final_sequence
def generate_random_sequence_changes(seq):
    variations=[]
    positions=[]
    prevvariationpos=0
    while prevvariationpos<len(seq):
        variation_position=random.randrange(prevvariationpos,len(seq))
        if variation_position>prevvariationpos:
            originalseqlen=random.randrange(5)
            variation_sequence_bases=[]
            variation_length=random.randrange(1,math.ceil(len(seq)/5))
            variation_sequence=generate_random_sequence_by_length(variation_length)
            prevvariationpos=variation_position+originalseqlen
            if not(variation_position+originalseqlen>=len(seq)):
                    v = Variant(originalseqlen, variation_position, variation_length, variation_sequence)
                    variations.append(v)
        else:
            break
    return variations
def redone_get_random_sequence_changes(seq, number_of_variations):
    variations=[]
    lastpos=0
    lastvarlen=0
    number_of_variations=number_of_variations+1
    factor=len(seq)/number_of_variations
    print("Factor:"+str(factor))
    for i in range (1,number_of_variations):
        variation_position = random.randrange(lastpos+lastvarlen+1, math.ceil(i*factor))
        originalseqlen = random.randrange(5) #just for simplification (I don't want a too big original sequence)
        variation_length = random.randrange(1, math.ceil(factor))
        variation_sequence=generate_random_sequence_by_length(variation_length)
        if not (variation_position + originalseqlen >= len(seq)):
            v = Variant(originalseqlen, variation_position, variation_length, variation_sequence)
            variations.append(v)
        lastpos=variation_position+1
        lastvarlen=originalseqlen
    return variations

#Finds the minimizers of the given sequence with parameters k_size and w_size
def get_kmer_minimizers(seq, k_size, w_size): #written by Kristoffer Sahlin changed by Alpetri to output changeable lists of lists
    # kmers = [seq[i:i+k_size] for i in range(len(seq)-k_size) ]
    minimizers=[]
    w = w_size - k_size
    window_kmers = deque([seq[i:i+k_size] for i in range(w +1)])
    curr_min = min(window_kmers)
    #minimizers = [ [curr_min, list(window_kmers).index(curr_min)] ]
    minimizers.append(Minimizer(curr_min, list(window_kmers).index(curr_min)))
    #window_kmers.append(kmers)
    for i in range(w + 1, len(seq) - k_size + 1):

        new_kmer = seq[i:i+k_size]
        # updating window
        discarded_kmer = window_kmers.popleft()
        window_kmers.append(new_kmer)

        # we have discarded previous windows minimizer, look for new minimizer brute force
        if curr_min == discarded_kmer:
            curr_min = min(window_kmers)
            #minimizers.append( [curr_min, list(window_kmers).index(curr_min) + i - w ] )
            m0=Minimizer(curr_min,list(window_kmers).index(curr_min) + i - w )
            minimizers.append(m0)

        # Previous minimizer still in window, we only need to compare with the recently added kmer
        elif new_kmer < curr_min:
            curr_min = new_kmer
            #minimizers.append( [curr_min, i] )
            minimizers.append(Minimizer(curr_min,i))
    return minimizers

#Alters the Sequence itself according to the change( needed since sequence still has original positions(+shift)
def apply_variations_to_sequence(sequence, variants):
    shift=0
    origlen=len(sequence)
    print(len(sequence))
    for v in variants:
        if v.position>0:
            sequence=sequence[:v.position+shift+1]+v.sequence+sequence[v.position+shift+v.originalseqlen+1:]
        else:
            print("At position 0: "+sequence[:v.originalseqlen+1])
            sequence=sequence[:v.originalseqlen+1]+v.sequence+sequence[v.originalseqlen+1:]
        shift=shift+v.length-v.originalseqlen
        print("Intermediate sequence: "+sequence+" with length "+str(len(sequence)))
    if len(sequence)-shift==origlen:
        return sequence
    else:
        return "ERROR!!!"

def variations_position(variation):
    return variation.position


#finds all minimizers which lie between the change-window of the previous change and the change-window of the current change
def get_intermediate_minimizers(w,prev_orig_seq_len,v_prev_pos,prevshift,minis,k,vpos,lastmini):
    changed_minis = copy.deepcopy(minis)
    intermediate_minis=[]
    if lastmini:
        leftlimit=lastmini.position
    else:
        leftlimit=v_prev_pos+prev_orig_seq_len+1+w-k
    for mini in changed_minis:
        if mini.position+prevshift>leftlimit and mini.position+prevshift<=vpos+1-k:
            mini.position = mini.position + prevshift
            intermediate_minis.append(mini)
    return intermediate_minis

def get_beginning_minimizers(minis,vpos,k):
    beginning_minis=[]
    for mini in minis:
        if mini.position<=vpos-k:
            beginning_minis.append(mini)
    return beginning_minis

def get_end_minimizers(minis,v_pos,originalseqlen,w,k,prevshift,lastmini):
    changedminis=minis.copy()
    end_minis = []
    if lastmini:
        leftlimit=lastmini.position
    else:
        leftlimit=v_pos+originalseqlen+1+w-k
    for mini in changedminis:
        if mini.position + prevshift > leftlimit:
            mini.position = mini.position + prevshift
            end_minis.append(mini)
    return end_minis


#converts the list of characters (used for the dynamic sequence) into a string (immutable)
def convert(s):
    # initialization of string to ""
    new = ""

    # traverse in the string
    for x in s:
        new += x

        # return string
    return new

class Minimizer:
    def __init__(self ,sequence, position):
        self.position = position
        self.sequence=sequence
    def __eq__(self, other):
        if isinstance(other, Minimizer):
            return self.position == other.position and self.sequence == other.sequence
    def __str__(self):
        rep=str(self.position)+": "+self.sequence
        return(rep)
#class to define my sequence changes
class Variant:
    def __init__(self, originalseqlen, position, length ,sequence):
        self.originalseqlen=originalseqlen
        self.position = position
        self.length = length
        self.sequence=sequence

    def __str__(self):
        rep = str(self.position)+": "+str(self.originalseqlen)+" "+str(self.length)+" "+self.sequence
        return rep
    def get_position(self):
        return self.position

#########################################################################################################################################

#my algorithm

#########################################################################################################################################

def brute_force_minimizer_computation(my_w,k,seq,variants,minis):
    variants_in_subseq=[]
    variant_changes=[]
    prevseqstart = None  # if previous change is less than w-1 positions upstream, this holds the start position of the last subseq
    prevseq = None  # if previous change is less than w-1 positions upstream, this holds the subsequence up to this change
    thisstartpos = None  # Holds the starting position of this steps' starting position of the subsequence (needed if two variations are 'merged')
    v_prev_pos = -1  # holds the position of the previous sequence change
    #v_next_pos = -1  # holds the position of the following sequence change
    newminimizers = []  # holds the final minimizers outputted by the algo
    shift = 0  # holds the information to what extent changes affect the following positions
    prevshift = 0  # contains the information to what extent previous changes affect the current position
    affected_minimizers = []  # List containing the minimizers which are affected by all sequence changes
    previous_right = -1  # contains the end point of the previous subsequence
    dynseq = list(seq)  # contains the sequence itself as a list of chars (due to immutable strings)
    prevlength = 0 #the length of the previous variation - v_change_prev
    extrashift=0 #holds a shift which occurs if two variants' variant-ranges overlap
    #the algorithm iterates over all the variants
    for v in variants:
        #set v_change and the position of this variation as well as getting the index of the variation in the list of variations
        v_change = v.length - v.originalseqlen
        shift = prevshift + v_change
        v_pos = v.position + prevshift
        variant_index = variants.index(v)
        #print("Change at position" + str(v_pos))
        # test if position of the change is in the sequence
        if v_pos > len(dynseq) + 1:
            #print("Invalid change ")
            break

        # find position of left position for the subsequence (startposition of the variation-range)
        if prevseq:
            #print("Prevseq")
            left=previous_right+prevlength
            offset = v_pos - left #set the offset (the position of the subsequence at which the variation occurs)
            thisstartpos = prevseqstart  #set the startingposition of this subsequence on the starting position of the predecessing subsequence
        else: #no prevseq
            #print("LeftElse")
            if v_pos <= my_w+(k-1): #if the variation is at a position which is smaller than my_w
                #print("LeftElif")
                left = 0 #set left to 0
            #if no prevseq exists and the position of the variation is higher than my_w ->set left to v_pos-my_w
            else:
                #print("LeftElel")
                left = v_pos - my_w-(k-1)
                #print("collecting intermediate minimizers from "+str(previous_right)+" to "+str(left)+"with prevshift "+str(prevshift))
                if not newminimizers:  # generate intermediate minimizers before the first variation
                    #print("No newminimizers")
                    #print("Collecting Start minimizers up to " + str(v_pos))
                    start_minis = get_beginning_minimizers(minis, v_pos, k)
                    if start_minis:
                        for start in start_minis:
                            if start not in newminimizers:
                      #          print("Start " + start.__str__())
                                newminimizers.append(start)
                     #   print("Newminimizers-current state:")
                      #  for minimizer in newminimizers:
                       #     print(minimizer)
                else:
                    lastmini = newminimizers[-1]
                    #print("LastMinimizer:" + str(lastmini))
                    inter_minis = get_intermediate_minimizers(w, prev_orig_seq_len, v_prev_pos, prev_orig_seq_len,
                                                              minis, k, v_pos, lastmini)
                    if inter_minis:
                        for inter in inter_minis:
                            if inter not in newminimizers:  # only append minimizers to the result if they are not yet added
                                newminimizers.append(inter)
                   #             print("Inter " + inter.__str__())
                        inter_minis = []
                  #  print("Newminimizers-current state:")
                 #   for minimizer in newminimizers:
                 #       print(minimizer)

            offset = v_pos - left
            thisstartpos = left




        # find position of right position for the subsequence (endposition)
        if variant_index + 1 < len(variants):         #if this variant is not the last one in variants
            v_next_pos = variants[variant_index + 1].position #get position of the next variation
            if v_pos + my_w + v.length +my_w-1+2*(k-1)> v_next_pos: # if the next variation is in the variation-range of this variation
                #print("RightIFIF")

                right = v_pos + v.originalseqlen #set right on the position after the affected sequence part

            else:  #if the next variation is not in the variation-range of this variant
                #print("RightIFEL")
                right = v_pos + my_w+v.originalseqlen+(k-1)
                #print("Hello World else")

        elif v_pos + my_w + v.length > len(dynseq): #if variation-range goes over the end of the sequence
            #print("RightELIF")
            right = len(dynseq) + 1 #set right on the end of the sequence
            #print("Hello World elif")
        else:
            if v_change>0:
               # print("RightEL_IF")
                right =v_pos + my_w+v.length+(k-1)
                #print("Hello World else +if")

            else:
                #print("HelloWorldRight elel")
                right = v_pos + my_w+v.originalseqlen+(k-1)
                #print("Right:" +str(v_pos)+","+str(my_w))
                #print("Rightvalue: "+str(right))
        subseq = convert(dynseq[left:right + 1])
        #print("Subseq from " + str(left) + " to " + str(right + 1) + ": " + convert(subseq))

        # apply the changes to the subsequence
        if offset > 0:
            subseq = subseq[:offset + 1] + v.sequence + subseq[offset + v.originalseqlen + 1:]
        else:
            subseq = subseq[:v.originalseqlen] + v.sequence + subseq[v.originalseqlen + 1:]
        dynseq[left:right+1] = subseq
        variants_in_subseq.append(v_pos)
        variant_changes.append(v.originalseqlen)
        if prevseq:
            overlap=prevseqstart+len(prevseq)-left
            if overlap<0:
                fullsubseq=prevseq+subseq
            else:
                fullsubseq = prevseq + subseq[overlap:]
        else:
            fullsubseq=subseq

        if variant_index + 1 < len(variants):
            v_next_pos = variants[variant_index + 1].position
            #if v_next_pos < my_w+v_change+v_pos:
            if v_next_pos<v_pos + my_w + v.length + my_w +2*(k-1):
                firstvarendpoint=my_w+v_change+v_pos
                prevseq = fullsubseq
                v_prev_pos = v_pos
                prevseqstart = thisstartpos
                prevlength=v_change
                prev_orig_seq_len=v.originalseqlen
            else:
                #print("Else New Minimizers for subsequence: " + fullsubseq)
                minimizers_wrongposition = get_kmer_minimizers(fullsubseq, k, my_w)
                minimizers_rightposition = []
                for minimizer in minimizers_wrongposition:
                    minimizer.position=minimizer.position+thisstartpos
                    if minimizer not in newminimizers:
                        newminimizers.append(minimizer)
                        #print(minimizer)

                affected_minimizers=[]
                variants_in_subseq=[]
                minimizers_wrongposition=[]
                prevseq = None
                #v_prev_pos = -1
                shift = v_change + prevshift

        else:
            minimizers_wrongposition = get_kmer_minimizers(fullsubseq, k, my_w)
            minimizers_rightposition = []
            for minimizer in minimizers_wrongposition:
                minimizer.position = minimizer.position + thisstartpos
                #print(minimizer)
                if minimizer not in newminimizers:
                    newminimizers.append(minimizer)
                    #print(minimizer)
            minimizers_wrongposition = []
            variants_in_subseq=[]
            variant_changes=[]
        prevshift=shift
        previous_right = right
        prev_orig_seq_len = v.originalseqlen
        v_prev_pos = v_pos
    finalseq = convert(dynseq)
    lastmini = newminimizers[-1]
    print("LastMinimizer:" + str(lastmini))
    restofminis=get_end_minimizers(minis,v_pos,v.originalseqlen,w,k,shift,lastmini)
    for rmini in restofminis:
        if not (rmini in newminimizers):
            newminimizers.append(rmini)
            print("End Minimizer: "+rmini.__str__())

    return finalseq,newminimizers


#main algorithm: introduces all needed variables and then iterates over all sequence changes and applies them to the sequence
#and builds up respective minimizers

#########################################################################################################################################

#main

#########################################################################################################################################
#seq=generate_random_sequence_by_length(100)
seq=" CAGCTAGTCTGGGTCTTCTTAGGGGATCTCTCACCACACAATTGCCCGTACTGCTAAATCTATGTTACCAATCTACTCGGTGACGGGACACCGATGTAACAAGGAGACCACGATCCGACAACCACATGGGAGCGAAAAATTCACGATCCCGTTCAGAAAGTTTAGCCACAATACTTGAATTTCTAACGGAATGGGCAGTATAGGTGCACGAAGGACACAAACCCAGAGTAGTGTTACTCAGCAGATAATGATAATATTTACGTAAAGCTGAATGCTGCCAATCGGCCGCTCGACTTGAGAAAGGTAGCACCTGTTAGTTTGTCAGTGTGCATCGTACCGCTAGACGATAGAAACTGAACTTCTCTCGGGCGGTGCTAGTGCACGTTCTCATCTAAGCTGGACCTGAAGACAGGCGGTCTCTGATTGGTCCTCGAAAGGGCCACAGGAACATGACGGTACAAAGTGGACGCGATATCCAGAATTCTTGTGACGTACGTTACGCTCTGTACCGATCCTGGAAGATATTTCCATCAAATGTGCCGGTGGCGGTCCTGATGCTGGCTGATCTTGCAGGGTCGAGTACCCCGTCAGAGTGTTTTTGAAATGCCGCGCGCGGCTTACACGACTCTTAGCATTTAGTGCCAAAGTATTCCAGTGACGGTCGTCGAGTGAGGAACGCTATACTAAACTGAAAATGTGGCTGGACGAGCAAGGAGTCTTTCTCTTAGATTCCGATTGGGTGCGCATGGGGACAGCTTGCGGGTGCGAAGGTCACTGGTTATACAAGATCACGTAAAGAAGTAAAAATCCGCAGATGTGTAGAGTCAGCGCGGAACTTAACTTCTAGCGTATTCGTGCCGTCGCCAAAAATTAGGAACTAGAAGGGTTTCAAATGCTCCTTACAGCTGATAAGCGGTAGTGCTGCCTGATGTGATTAAATACTAGCGCTAAAGAGGGACGAGATCGTGATCCAGTATAGGTGGACCGCGCCCTCTGGGGACTCATACGAGAGAATGAGACAGATGTCTGACGTAACCACGCCACTATAGCGATAGAATACTTCCTCCCACGAATGGGTTTACTCCGCGCGAGACGAGTATATCCTCACGGAACGTCGAGTCGCTACGGCGCAGCTCTTGTACACTTCTTAAGTCTCAAGACGTGGAGACTCACATAAGCCGCCATTTCCGTGGGCGCTAGGTCAGGTTGAGTAAAATGCCCGACATGTGCAGCTGGAGTCGAAAGAGGATGTTAGACGCGTAAGTCAACTTCTTATTGTTAGTGTCGGCCCTGCTCTACTACCTGCCCTCCTTTACAACACGGTTGCCCCTTGCCCATCATGCGCGGTATGAGGACTGGTGCGAGTGTGGGATGCTTAGATATGGTGCGAATTTTAGGATTCGATAGGCCGGTGTGGAGAAACTCGTCGCATTAGCGACGGAAAACTTGAGGCCAGCAGTACAGCCAGCGATGATATTGGACAGACGGCCTTCCCTTCTGCATAACAGTTACGGCCACTCGGTATAGCTGTAGGGGTCGCAGCGGGTCCAGCACCATTCGTTAGGAATGCTGGGGTACGTACTCTTACGCGGCCATCACTATCCCGCCTACGGCTAGTAGTAGTGTCGCGCCTACCCCGATAGCGGGCTTCACCGGTGTCGAAAGCTACCCATCACCCAAGGCACCGTCCGAATTTAACATTATAAATTACTTCCAAGTCACCTTAGTGCGAGCACAGCACGCATGCAGCGGTTAAGTGAAGGAGAGCGCGGGTTGGACGTCCGCTTAGGCAGGGATGTCGGTAGGATTGCCCTCTTAGCGGCAGGTCTGCCGCTGGGGAAACGCAGGCAGGACTACTTGGGAGTCTGAGGTTTAAGGAGAACAAATGGCGTGCTGCTAGAAGGCCGCCACCCTGAGCGCGCTCCGCGTTCGACATTCATGGATCCGTTCACCTACGTAGTGAAACGGCTGGAAAGTGTTGCCTACGGGGCCAGGCGATGTACTCAATTTTCGAAGTTCCAAGAATCACGATGGCGGGGGTATTACCGCGGAGTCTGGAAATGCTAATCACAGCGAACGGACATTCTGATCAGCTCAGATAGGCTTTTTCTTGACGCAGCGTACGGACACCCCGCACGGCGTACAATGGAGGTTGGTTCTAATGGGCCCTCATCGTACTAGTAAGAGCGTGGGTTGGACCCAGACCATGCCTAATTCCACGGTGACCGCGCTGGTCTTACACGTCCGTTGGATCATGTATACACGCAACGTAACCTATTGGTGGCCACCGGCTATTAGGCCATGTCTGGCTGACCAGGGTACTAGTCTATGGGAGTAAGACTGCGGATCGTGCCATTGCGTATATCTAGGGAGACCCAGTGTGTAGGAGCTTTTAGTGAAGGCGAGTTGTAGTCAAATGACCCAGTAACCCCCACCGCGAAAGGGCGTTATGTTTTGGAGCGCCATATCTCAGTGCGCCGGTCAGTTCACTCAGTGGTGCAGTCAGACATCTCTCCATTTGGCTAAGTTCGTCACGGACAGACGCCTAGGAAACACTGACCTACTTATCTTGCAGACGCCCTGTTCATCAGGTTGGTGGGAACGTACCTACGCAGGTGGCCCTCCGGGGGTTGTGCCATAGTTGCAGTGCTATGAGTGCCGAACCCAGAAACGACCTGCTAGACAGTAAGCCCCGCCTGGACCCGTCCCCGAGGTGTCCCAGCCCCTGCAAGGTGAACAGGTGCTGACTTAATTACTTTTGACGACATGTCTTCATCGCGCACCAGTTAAGAGCGTCGGCTAGCTGGAAGGTGGGCGTGTAAGTCTGGTGGTACACGGCATACAGGGAACAAACAAAGTTAGCCTATTCTACGGCGCGCACTCCGTCCGAGTTCCGCAGAGAGGGTGTGCTCCAGCATGAGTAATACGAACCACGCGGCGGACGACGCCCTATGCAGCGAATGGACACCGTGAGATATCTACTTATATGATGAGCGAAACAGCTTACACTCGATCATAGCGCGCGTGCTGTGTGATGGTGTTAGCTGCCGAGCGCGGATCGTATCTAACCTGCATCCGGTTACAGGGTTGGAGCTCTCGGGTTACGAGCGCGTCCCCCTCGTTGCCTTCAACAAGTCGTTTCGCCCTGAAACTGTTCTCGAAGCGCCAATCCTAAGAAAGTACACATGCGGAACAATAGATGATGAGAGCATTAGTTATACGGATTTTGCGCCACCGTGGGGGACGGTAACCATCCCGGCCATTTTATTTCCGTAAGCGTGAGCGCATATGACAAGACATACAAGAGCAAAACTGTTATTGAGAACAACTCAGGCTGTTGGAAATTAGGCACATTACGTTGTGAACGAGATTACCCTCGGGCGCCTTCCCCATGGTGGTGTTTTTATTGGGTCCCGTTTGAGGAACTCTAGGTCACGAGACCCCTCAATTGGCTTATACTACTGGAATTTGTTTCGAGCCTGTATGAGAGTCTAGGGGCATCCCGTACGGATCAGAAGAGTCTTCATCTAAAGACAAACAAGACCGTACACGTATATAGACTTCATAATAACCCGACGTTAAAGTTTCGTCCCTTTATGAGCAACGAACTTAGATCCAGCTGGGCTAACCTAGGTGGCAAAGGTTTCCCCCGTTGACTCGCCCAGTCCTCCCGTATACGTTTCGGGTAGTCCTGTCATTTGTGATGTTGTCGCGACACTCCTCATTTGTCGAAAATGTGGGCGATGTATGTGCGGTAGGGCAGCATAATAAACGAGATTAGACTGATGTGCTGGATGCGATTCAGCTAGTACGATTGCATTAGACGTACCCAGAGGAGTCGTGACACGTCAAGCCTTTTCGGCGGGTCGGAAAAAAGACGAACCGCCCAGCTAATCGCGGATGCGGATCCCCACTATTCGATCTATAATAATGGGTTCCAAATGTGTCTCTGTTTACTTCTTATCTATTCAGGAATACCGGTAGGTAGGCTGTAATACCGCTTTCATATGTGACTTATGCTTAGGTCCGCCTCGGGGTTACTTCGTGAAGCCATCCCGTTCTCACAGACCTGCCGTAGGCCCTTCCATGGACGACCTAAATTAGCATGTGAAAGCAGTTGCCGGACGGATGATATGATCTGTCTACGAATCTTGTTAGTCGCCAGCTCCTTTTGACCTTCTACAAGGGCCGTCGGGCCCCGTGACAGGTTTGGAGGGAGATTAGGGCTGTGTTTTTTCACCCAGAGTATATACCTTCCATCATTCTAGAGCGTATCATTATTAGCGTAGAAGTTCCACGGCAATGCCGAACCAGACAGCGAAGGAATTCTGGAATATTGATGATGCCGTGCGACGGTATTGATACATAAGCTTAACTGAAGCGTATAATGTCAAAGCCAACCCTAGGTACCCAGGGCTGGCCTGATCGAAAGGGCTCCCTCCAAATCAGAGACTCTGTACTCTAGCAATGTCGATAAATCCGCTATTCTTCATGCTGGAATGGGCACGTCTGTGAATGCGTCCGCCCAGGCTGCAGGCTCCTATCCACCGTACGTGGTACGACTTTTACGGTTTCGCCCTACACGGCTGTGTCTCGGTGGTGCTTGTGTCTTCCAAGCAGGAGGCGCTAGTTTAGTCTCCCCATATGAGAAGGTCGGCACTTACCGATCTACCTGTCCTCAAAAGAGTATGGGATTCGTTGTCTGTACATGGAGGTCCAGCCCTAGCCCTTTGGCCTTGGGTGATACAGTGGATAGGATATACTTGCAGGGAGCCCACTCCAAGGTTATTGCCCACGCTGTAGACGTTAGAAATGATATGTAAGCGGCAGTGGTACAAGCTCCAAGCATAAGTCCTGAGATAATGGGGCATCACACGCGCGTACTAGCTCTTGGGAAGCTAGTTATAAATAGGATGAGGCACGCGATTCCGTATAGCTATCTAATCCGCTATACCACATCTATGCTACACTCAGTGCAAGTTCAACGCACTCGATGCGACCAAGGTGCGAAGTCGTGCTTGCTACTTAGTCTAGGTGGTGTGTAGGAGTACTTGATCTGTCCAAGTCACAGCTTCTCCAAATTGTTCATAGAGGACTGATGTTGCTTAAACTGTTCGGAAATGTGCACCAGTAGGTGCATATTTTGGCGCTACTGACCCCCACTCAGGTACGCCTCTCTGTTATGTGATGCTAGTGAGCGGGCGGCGAGATAGCACGATCACGTAATTGGCGATACATCAGATCAATGCCATTGTCGCTCGGCCTCCATCCATGTCGGCGAGATGCCTATAGGTATTCTATAATTCGGAAGAACCCACAGCGAACATCAGCTTTATTTCTTTAGATGGAGTGAAGTGTGGTCCTATTAGCTTCGAGACAGCTAGGTGGTCTTCCAATTGGCGTTCCGAGCACCATGACAAAGTTATTCTACGTATTCTACTATTGAATTGTAACACTGGACTGACCGTCGGCCGGGGGCCAGGTCCTGATGCGACCCTCTTTACTCCCTGTAGACCTGCTCATGAGAACCACATCCAGTTGGAGAGTAGTACAGGATTCCAGCGTAGTCATGAGATAGGGTCTAGACCGTGGTGTTATCTGCTATACGAACGGTGGCTAGCCCTCAACGATAAACCACGCTGTTTTCTATTCCGGTTTTCAGTATATACGGAGTATCTGCACAACGACATACATCTACGCCAAGAGGAGGTGATCAACAAGCAGACACGACAAACTAAATGTCAGTCGACAGGACAAATCTGACTCCTGTCAGCGGGTTGTATGTTAGATCAGGGTGGAACTCACCTAGAATGACTGGCTTGCGCTCTGGGTGAATGCAGATATGCGATTCACATTTTTAGGTGCCGATATAGGGGGCATCCTTAGCCGTCCAGTCGCTACAGTACGCGACACCCGCGTTGTCCTTAACGGGTCCTCCCTGCTCTGATAGGGTGTGGGGGTAGCTTTAACAGTCTTAGATAAATACTAAGAAGACTCTCGGATGAATTTGTCTGAAGTGACGTGGCTGTTTCTAGCATACGCTTGAAGGCTAACTAGACCATGTAATTTTAAGTCTTGTAGTTACCAAGGGCGGTGATACAGGCGGCTACAACCTAGTTCAAATAAAAATATAGGATTAGGGTTGCCTCGTGGAGTTTGATCAGCTCCCTGTGGGCAGTCTCTTAGCCCCATGATCATCTACCCCATAAGTTCATCAGTCTCGTCGAATCAAGCTTACCTCCAGTTAGACTTCCACAAAGATATTCCGTGGAACATCGTGGAATCAACCGGGTCTATATTGATTGTGATTGGATCTAAACAAAGTGTCTTCCTTCGTTTCTGGATAGAGCCTGCTGAAGGAATCTTAGAGAATAGCGTCAGTTAAAGTTTTCTGATGTCTTGCTACAAAGTTTGCTTGCCCCCAACGATGAATTTATACAATCTAGGAGGGTTCCGCTGTTTTATAAAATACTAGTAAACTGGTACACCGTCGAAATAGATACATACTCTAATAAGACCGTTGTCACGAGTTACCTTTTCTAGCGCATCGCATGACCTTAGCAGGGGACATCCACCGACAGCACGCTTATACTAGAAGCGCTGTCATCCGCGGGTTTTCCATGGAGGCCAAAGCATCGCATCTGTTCATACTGCGGTTAAAGACCAGTTTTCTAAGAAGCGTGTGAAGCTACTTTCAATTTTCATCACCGGCTGTATTGGCGCCAGATATATCTGACGAAATAAACAGCGATAGGGGATCGCGCTGCCTGGTTCAGTTTCCCTGTGACTAGCTTCGATATACTGTCACTTCCCCAGTTGATTGTTGGTACACGTACCACCATCGCCGTTGTACGATCACGTTGGACGGATAAAAAGGCACAGCTCTGGGCAGGATCCATGGGATTCCAAACATATATCCCGTCGGGTTCTCGTCGGAAGACCGGCACCAAGAGGAGGGATCTAAACAGGCCTACTACGGGTGACCTGCGGGCGAGTTTACCTTGACATCGGCTGCTGCTTGGTTCGTATATGTTTTGATTGGGAGAGTATGTGTGTGATCTAAGCTGTCGCCGAGCCCATCCACCACGTGTCTCCGTCTCATGACATTGGACCTGTCTCCATTCCGCATACCCCCGGACCTCTGGACTGTGCGTCACGTTATCTGACCTTTTGCGATCCAGTAGTGGAAAAAAAATATAAGCCATGCTCGCTGACATGGGGCCTAAGAAACACCAAGCCTTCCAGCAGGTGACCACATCGGTATCTTACATTACTTAGCTCCTTGAGATGGACGAAATTGGTAGCCACCTGTCTATCCAGGGCCAGCTTTGTTAAGCGTCGGCTTGCTACATTCACGCGCACTAGGGCTTTCCTAGTAAGTAAAGAGAGAACGGTAGGGTCTTCGATGAGTTATCAGGCCTCCGGGCAGGCCCTTTCCTAACTAAAAGGAAACGGCACCGATCCATGTGACCATAGCCATCGCAGCCATCCGAGCGGGGGACTACTGGGTTGAGTTCCCCCTGCGTCCACGTATATGGAATAGTGGATCTATTTGTTCGTATGGTTCATCCGGCGGGGCGTCCTAGACGCCGGAAGAAAAGTAAATGGGAGAAATGCAGGGGGTGGGAATGATGGGTTTGGACCTCGCGCGTACCCGATGTGAGGGGTGCAAACAGTCGTGCCGTGGCAAGATAAACTGTGGCCCTCTGTTAGAGAGGGAGTAGGGTACCAACCATGACTTTGTGGACAGTCGGAGCACACAGTCAACTCAACGCCCACGAATGGTGTATGAATGCTTGCATCGCGAGCACTCGGCTTATCCTTTGATTCTTCTACGGGGTGCAGTGGAGGGGGGGTCTATATTTATATACATAGTAGAACGTTGATATGTTAGGTGGGGAATGGGGACAGACGGTCGCTAGCCATTCACCTGTAGTTCTCGCGGTAATGCACGCTTGAAAGGCGGCATACTTACACGGGTTTATATTCTCTGAAAGTTCGGTAGGAAGTATAGACTATCGTCCCATGCTGCTAGTTAATCAATCCTGGCCGCAAAGAGGGAGTTTTGACCGATAATTCCTCTATGCGACTCGCGAACTCCTGACACTAATAACACACGATCCTAGGCTAACCATGCTTTCTCGCTCTTCTAAACGTGAAGGTAGAACCAAGCAGAGTGAGCGGCTCATGTCTTTTCGAGCGAGTAAGCCGTCAACATAATCGCATACCCCTACACTTGCGTAAGCGTTGCCACCGGATGGAACAGCCTGACCCGGTAGGGTATGCGCTTTCTGAACCAACGTGGTTGGGATGCGACCAAGGCGTCTCAAGTACGGCTGCGCAGTGCGTCAATTAGTCGTCATTCAACAACGTTAAGCTGTCGCAACTTGCGTCATGGTGGGGTTTCTTAGTACTGCGCAACTATAATTCATCGAAAAACTTACGCCAACAAGGTCAAAACCAGTCCACGGAAATACGCACGAATGGACGCAGTTGAATCCCAATAATCGTCGGTATAATGACCCACGCGTGTGGTCGGGTATTCGGGCCAGTCGTTAGAGCTTCTGTAATTAATTCAATGATCGTAATGGCTAACACGGACGGTTAAGGTAAATGGCGCCTAAGCGCTCGAAGGATCCACGCAAGTTGTGGGCCATCTGGCCCCGAGGGCTGCCGGATGCGCCTTACCTGCAGTACGGACAGGCCCATGGGATATATTCGCAGGCCATGCGCCCGTGCTGATGTCTGCAGGCGTCGATTGAACTAATTTAGACCCTACGAAGAGGAACGGTGTTTATCGGCGCGGACACGGTACTACAACAGAGCTGAGTCGTCCCCCCTCCCATCAACAAAGAGGTATCAGGTTCCAATCGATCTCGGACAGCCATTCTGCTGTGGATTCGTCCATGCGGGGAGTCCCTTCGTGTGGTTATAGTGTTGCACGAGCGCTAAAGGAGTGTGAAGTATAAATACTACAAGATCAATCAAATGACCTGGGTCCCGCACGAATATACTCGCGCGAGCTCTCGATCTGAAAAACAAAGGGTCGGAACGCAAATCCAATGAACGTTACTTGGCGTACGGCATTCCTTGCCCGTCTTTCGTCGGTCATGGATCAGCTGGCATATTACACCCGACGATTACATATTTCCTTATCCACTGTACATATCCCACAGCTATCGGCTCCACCAAGTAGTTCACTTGATACCTCCATCTAAACTCCAATCAACATATTTTCCCCCCTTCGTATTAGTTCTGACAAAGAAGCCGTACGCAGGCACCTCGGTCTTACCTCTGCATGACAGTCGTGATAATAGGCCGTTGTACTACAAGGGCCTGCAATCCGCATACGGCCACAGACTGAAGTCGGGATACTAGACGCTAAAACCTTAGTGGGTGTGTGCACTTTGGAGTCTTTAGTTCCCAGACCTAGATACTCTGGCCGGTGACATTTCGGACGAGATCCTGTACGAGTGGTCTTAACCCCGCAAAGATTGGGAAGAACTCAGATGATACCCGACTCCTAAGGGAAACCTCCCTATTTCACGTGTAAACTCTATGAACTAGATCTTCTGGGAAGGTCAAGATGACACAACCACTTACCTGCATAGCAGTGTTTACTTAAAAGTTAACTTTCTCATTCCAACCTAGTAGGGAAATACTGTTATTGAAGTTGGATTGGCATAAGATTACAGGAAAGAGACACGAGGGGGAAAATAAGTCCCCTGCGATGCTTTTCACTAGCATCAAGGCAACCTCGTCGTGGTCGTCTGGAGTTCATATATTAACGTACCCATGCACACCTGGACAGCACTTACCTAGAGTCCATATTTTAGATGTATCGAAGCAAGTATAGGCCGAGCGGTGTGGGTGCAGTTACCACCTTGGGAACAGAGAGAAGCCTTTGTATGATCGTTCAATAAATTTGAATCTATGCGTAGGAGTGCTCACGGCCTGTAAGTATATCCTTTAGGATGTCCCTTGACGCTGGCGGGAAGTTTGGAAGGTGTATACCCAGAGACGCAAAACAGTAGTCCATGACTTCGAGGCTGGAGTGGCATACTTCACACAACGATGAAGTGCTACGAGTACGACGTCGGTAGGCCTATTGGGGTGGCGGTCCCATAAACGCACACGGCGGGTCCTCCGTATCGCTGGTCGTTTATACGGGAACAAGTCGTGTAAAAGCACCAGCGGACTTGCGTCGAAGAAGTCGGTAATAACATTAGGTGAAGTACCAGCGCGCACGCAGGACTGGTAATTGGGTAAATTTCCCACAGGTGCCATACGTTCACACTCCCATGGTGAACGAGAAGAGAGTAATCTAACCAGCAGCGCCTGGATGGACCGGTATACATAGGTATGGATGTTAAAGTACGTGAGAATGCGATCACTACAGACGACTAGAGAATAGAACGCATAGGACCGAGTTAATTAGTGGCTTCTCGATAAATACTTTGCCAAACCATAACTTGGTTATAACCGGCACGTAAACGGTCGCACGGGAAATGAACTCGGAACGCTTTGATAACACAACCCCAGACCCTATGAGGTAACGGATTCATCACGTCTCCTGGAGACGGATCAACGCTGGTCGGGAATCACATTATAGGTCTTGTAGCCTCAAAACCTCATGATGGGGACGGACGCATGTGTTTTGAAGATCCCGGCGAACAGTGAATTTCATACCTAGTGTGCGACGCTCCCTGCCTTTCTTCTTCTCACGCACTGTGATCGACCTTCTGTCTTTGCTTGCCGACGACCGTTAAAGCCTAATTTGATTTGCCAAAGTGAACTGGGGTGAATAGGTGTCGGAATGGGACAAGTTGGTTCTATGACGGTACTCTGCGCACCGCCACTGCCGGAGGTGAGTAAATGACCCTAAAAGCGAAGTATTATCCTCATATCGATAGGTTCATCATGGAATGGAGGAACGAGTCGTCGCGAAATCCATCTGAATTAGCCAGAAGTCGATGCCGGCACTGATTGCGGTACAATGGGAGAAAGAGCAACAAGCTGCCGCCGACCCCTAGCGTAACATACTCCATGTATATGGTAGCACTCATACAGCCCCCCATCGGAGGCACTTAGGCCGCCACGTTGATTTTGTTAGAACGTTGGTAACATAAGGTGCTTTTCCAGTTCAGTCCCTCGAGAAAATTCATAGGAGTACGGTCGTGCATGTACGACACCTGGTATAGACCTGTCCGGGTATCTGCTGTTGGTTAGCTTTAAGCGAGATAGAGACAATTCCCGGACTAAAGATGTCCTGTCTAGGTATCCGCAAAGCTCTCCAAGCGGCATCCCACATCGCGGGCACGCCGTCGATTGGCGTTAAACGTGGCCACATTTACTCAGCATGACTTCGTTCGTGGGCACCACGCTGATACTCTAACAATTTCGCGATACTTCTCGGCCCCGGGCTACCCAAATAATACTTTAAGCTTAGAGCTAACACTATTCTAGCCATGAGTAGGTGCTCAACCGAGTACATAAACCACTTCTGTCTATCTATCCTCCACTGTAGCCGGAACTGAAGCTCGATAACGCGCACCTCTGACCCTATTAGCAGTGGGGAGAGATGTTTAGCAACCAGAAAGTAAGTGCTCTGACATAACTCTGAGTTTGTATCAATAACAGTTATGCTGATACTCCCAAAGGAATAGGCCCGAAGTCCATAGGGGAAATATTACTTTCCGTTAGCATTATTGGACGCGCGAGGACACGAGTCGTAGGTCTTAGACTTGAGTAGGGCGTGGTTCACGTTCTAAATACGATCTTTAATCGCCCAACTATAACGCCACCCATCTCACAGGTTCATGCCCCCTGCAATGACGCGTCGGCACACTTTGTGGCCCTCATTAGAGTCGATTAGGAGCCTGCAGTTGGCCAATGGATTGCAATGCCACCAGGTCGACCTGGATACGGTCCCTTATGATGCCAAATCGCAGTAGGCCGTACTGCCTGGGGAAGAGGAGTATACCATGGATACTCTTTCATGGAGATAAAAAGCTGCGCATGCCAGTGAACCTAGTTCGTGTACGTCCCACCCACAGCTAGATGATGGGTTTGGGTATAGGGGAAGCAGAATGTATTCTGCCGCGAGGAGAGTCCGTGCGCCATTAAACATGGATGTGGCAGTTTCCTCCGCTGTGGTTGCGTGGATCTGCTAGTCGGCTGGTCCGACACTTACTTTTACCCACGCCGTAGTCTTACATCGCAGGTAAACTAAGATCGCGAGAAATACAAGTTCATGGGAGTCACATAGTTCCAGTTTATATGCGACCCGGATATCCGGGCGCGGGGTACTTCACTAGAATACACATGCGGTGCTGGTGGTAAAGTAGCCGTTAGACTCGAGACGTGATGATCCCCCGGCGTCTTCATCAGTCTAAGGCAAGCCGGGTGTTGACTGGTGTGCCAAATGGCAGCTGGTGAACACTTTGGCGTCAATGGCCTTAAGAGGTTCCCAGCGGTTCCGGGCATCGTCTCGCCGTAGGTACGAAGTAAACTAGGCATGACGAGTGAGCGGTTCCATGACAAATTTTCGTATCAGCAAGTAGGGCCTGGCAGTCAGTATTTATCCGCCCTGAAGTACTCATAGTACATAGAAAGCAGTTCAGAAGATGCAACCTAAAAGCGCAGTCTAGGCTTTCGCACGCGTCTAACTTTCCAAAACGGTATGGCGGGCGGCTAGGCCCGAGCAGATGTTAAACTAACGTACGGCCGACGACGTGGAGCGATAGAATTCAATGTTAGCACTGCTACTGATAGTACGGCTGTATAGAATATTCGCGGTTTAGGGGCGCCGTTTCCCAGGCTCACTTAGAATTTCCAAGGCTGCCAGGGCGGCGGAGCTCGGAGGAGCCTGCCTACGCGTATATTCATACGCGATATGGAGGGCCCCTTACCAAATTACCCGGAACATCAACGCCTGACTTTTATAAGTACCTTTCAGCTATGAATTGTAGCGGGGACTTTTAGAAATGCCCAGTAGTTCCTAGAACTGGACGTGTTGGCCACCGTGACTTCACCAGCTTACACAGACGCTACGCACGCGGCTAATAATTCCGCTGAAGCCTTACGGTTCGAGGCTTAATATGCTGGTAACTCACCCGGGCCGAACTCTTCTCGGTGCGACGGATCCCTTTTATCCGATTTATGTACCCGGCTCGTAGTGTGAATAGTCTCTGTATTTATCCAGAAGATTCGATCGTGCGCGGGCCGTGTAAGAATATTTGCCAACATGGGTACCTGGCGCCCTGAAGGCTCCTGTTTCTTGCAGGCTGTGCAGTGCGATGGGTCAGTAGATAGTTAGCCCCGAGGTCTAGTATACTGTGATTGGGTCGCATGGTATAAGTTCCTATCCAAGATCCTCCATCCGGGCAAGTACCTGGACTTCTCTTCTCCCCATCACCAGGTTATGTAAACTCACGCGTGATCACTCCGATTTCATCCCCTCCGCCTCGACGAGATTTGGGGTTTTAGGTATCACTTGGTGAAGGTAGTCAGAGCATCAAGAGTAAACACTCAGCCAACGAGATGGGAACAGATTTAGGACAAAACGCCACTCCCCCCCTCGTAGCCTCGCAGTCAGCGACCCGTGCTATCGACGAGGTGGACGATCAAATTCATTGCACATCGGTCTGATGAAAGCGGTAGATGCAGATGAAGCTGCACAGGCTATAGACAATCTAATAAAACTTCGTCCAGAGGTGTTGCACAACACGGATACACACTCGCTACAACTTTGCGGTTGCACCGATTGTTATGTCGTCCTCCATATCACGGGCGCTATTCCTCAAAGTGCCCTCACTTTTACAAGTCGGTGAATTTAAAGGAGGATGCAAAACTTCTTTCTAAGGTTCCGCCGGGTTGCGGTCCTAGACACGTCGAAATTGTAACTTGGTACCCCCTCTACCAGACTTAGAGCTACTAGTCCTTCTCCAACAGTGGTGTGAGATAAAAAATAACGTCCGGTGTCGCCCAGCTCGCAACCTTAACTACGATATACATCGGACCTGTCGATTAGACCCTTGACGTGTTATACTAAATACTAGCGTACTTTCGTACCCGGAAACTAATCAGTACCCAATAATTGTGTCCGCGGGGCCCATTTTTTAGGATCACATTCAGCCCGTATCTAGCAAGGCGTACCCGCGTCCATTATAGACCTACGTGTTCGAGTAGTTGGTACAGATACTCTTCAGGAGCTTTAGGTTGCTCATTATCATGCGTAAAACGGGCAGACGGTCCATCGTGTAGCCGAGCGCTCTTAATGGTAAATAATGCCTAAACTCTGTCAATGGGCGTTGGGTTATCCACGGTATAAATTCCGTGTAACCCAGACTGCCTCCTTACTGTGCCAGAACGTATAGTTGGCGTAACAGATGCACTCTAAGCGTTTAATTGATGTGTCAACCGTAACCCGACATTCTTGGTACAGCGCTGTTTCAGCCTTTGAAGAAGGTTTAATCCATTTTGCGGGTGACTGGTGATATGACGGAATATAGTGAGTAAAAAAACTCGAGAAGTGACAGAGGTACCTTTACACGCGTCGCATAGGTACTCTTCCTAACAGTGCAAGAATCCGGCATTTCCACCCCAGCCGGAGAAATGAATTCCATAGAATACCTAAGACGCGAGATACGGGAAAGAGACGGGTGCCGCCGGGGCCAAGAAGAGGCGGTCACGCTACCACGGTTACTGTGCGGGACTCGGTCCCAATCAATACTACTCTGAAGGGTACCATGGGAGTTGTTATCGTGGGTGTATGTGAGCGAACGCTCTATCCCCGCAGACGTTGCACACACGGTCGTTGGCGTCACATCATCACTTTGTAAGGATCCATTTAGACGTGACACTCCTTATACGCAAAAGCACTGGAAAGTCCCAATGCGCCTCTGACCGACTATTGGTTAGATGGTGCTGCTCTAGCGACACCGGCGAGGGAACCTTTTGCCTTGATGGACGAGCTAGTTCATGCCCGTGCCGCAGGACACGCTTGTAATAGTGCAGCCCCTTTGCGCTGGTCTCGAAGCCACAACCGTTGGCGCTCTTTTGCCGCTTGTCTCAGGGCTGTCTTCGGGGCACTCTGAAGGCGGATAGCACGCTGTCTCCCCGGGCCAAATGCATCTAGCAGTCCGAGCGTGCGACCATCAGAGACTATCATGACGAGGCCACTTCAAGGTATTAAAACATTATCGAATTTTGTGGGTTGCTCAGGTTCCTTCCAGGTTGGAAGGTTTCTGGATGCCCGTATGCGGATACGGGACCAGCGCGCGTGTGGCCAGAGCCACGTTATGTTAGCGTCTTAGCCCTCGAGGTGCACGATCTTGAAACGAGGCCATTGATAGTCAGAGTTGGATTTTAATGACTCGACCGCACTAAGGTACCCAATTCGTTGACATGATTATACGCGTTTTCCGGTTTAAATACTGAGCGACCGCGCGCCCACGGCGATTATAAATATATAATCTCTTCGCGGGCTTGGGTCGACGCCCATTCAATATTGCCGGATTATGATCGGAATATTAGCTATGACACAGGATATAGCTGAGTTGCTTAACATTATCATTTTGCGCATCCACTCCATGGATGCCGAAACACTACTTTACCGTTCCGACGGTTATAGGTGCTTTGTACTCTCAGCTAGAGATGTTAAATTTTTCGGTTGTAAGGACGCAGTACTAGACAGCAAATTCAGGAAGACGAACCCGTCACCACAAATTTTGTAGTCCCGTTGCAAACATACCTCGCCCCTCAGGTGTAAAGCCGGTGTAACCGGCCTGGCGAGGGTGTAGTCGCTTGCGCGGACTGAACGAGATTAGCTTAATAAGAACACCTATTGTAGTAAACAAGAGACGTTCCAAGTGGAACAAGTGTGGACGACTAATTGGAAAACAGATCAAGGGAACCATCGGAACTCACTAACCGTAAAATATGTGATAGATAAATATCCCTACCGGTATAGGGCAATCCAAGTATTAGGAGCGATTGGCCGTATACACCAGTGGCCGTCACCCCGTAATCGTGGAGCGGCCCGTACGAGTGGCTTGTTACTCATCAGCAAGGACACGGTGCACGTAGACGACTAGGACCTCGTACAGCTCGAAGCTTACCACCCCGCGGCTCTCTTTCAGTTATACCTGCACCATTGGTGGACAGCGGTAGTACGTCTACTGCGGACGCCCTTAGAGCTAAGACCAAGCTATAGATACCTTAGTGACTGGGCTAACGGATGTAGGCATGGATTTTCGATTCTACTAAATCGAGGTCCATCTGCGTACCCATGTCGCGTTAACCAAAGTGACCGAGGTGAACAGCGCCCTCTTTGATACTGGCACAAGAAAAGGACGGCTTCAGCCCGGTGCTGTCTCTTGAGAGGACGAAGGCGCCCTCTGCTACATGCACGTGATTTCACATTGGCACGTTTGGCTTCTGACTCGCCCTTGCCCCTTGCTCCGAGCGCTATCGGATATGCCTTCCGAGGATGCGGTGGCGCAGTGGAGAAGCTCTACCTGCTACTTTTGGGCTCGAGTAAAACCGAACTCTGTTACGGTTGGGGTAAGTCGAACCAACCGAGTCCTTAAGGTGATTCCAACTGATCACCTAGTCAAGATAGCCAGAAATACGGGCACGTTTCTTGATGGATTGTCCGTCTGGATTTGATTCGTGTCCGTAAATACGCCTATTCGCCAATTGGCAGTTACATAGCATTGTCCTAAAGGACACCCATAAATACTTAGGTGCTATTGGACACGGCGTAATGCGACTCACTGTATACTGTCCCAGCTCGAGGTAGCACATCATCTCCGGTATAGGACCACGACCCCATCCGACCCCGCCGTTGACAATTTCATCTAGCTCCTCAACGCGAGAATAATAACCATATCCCAGTCTCCAGGCACTACCACGCTCTATGCCCTCGCACCAATCCGTCATCGTTCTCTCCCTGGGTGAAGAGGGATGGCAAATATAGCACACTAGCACTGAACGTCCGGAAAAAGACATCCGGGGCTGCGATCACTGGGTGTATGTACGGAAGCGGGCAAACAATAATGACGGTGCTACCGGATGTGTATCGGTTGCGCCACCCGGCAGGTACTCGTCCCCTAAAGACTGCATACCGAAAAAACTGAGCAAGAAACAACCGGCATGACAGGATGTCGCTATGTGGTTACGCGGGGTCGGAGAATTTTTAATTCCACTTGCAGTCTTCCGTGCTCGCGCGCTCGGCGCTCATAGGGGCGTCCGCATGAACCTTGTCATCAAATCGCACGCGTTGTACACGATTTTCAACACGGAGCGTGACGCGCGTACACCGCCAACTTCGCTAGAAGAGGTGTTAGGCAGTAATTGCGATCCCCTGAGATATAACCTGATTTTCATCAGGCTACTCAGTCGTCGCTAACGCTACCAGGAAGAAAGTTGCGGGACTCATCCAAGATACGTGGGCGGCTCGTCTACGCCTGTCCGGTATGGCTCGGCATTACGGTCGGATGAGGGTAACCGATCCGTGGGCCCCAGACGTCTGATCATGATTCGTCCTAAACGACCACCCGAACCGCCAAAACTACCCAGCGTTAGCGTTAGCCCTTGGCAGACATTTCTAGTGCGGACCATCCGTTATCGTTGTTCATTGTCACACGGTGGTGGCGCGGTCTTCGGTTCTTGTATTAGAGATAGGTCTGATTGAGGCTCTTGTTTGTCCGTAATATTCATCAGCAATTAGAAGTGGAGGGCTGGCACTATGATTAAACGATGCAGAGCGAATTTAAACTAGTAGATAGACCAAACTTCATCAATATGTTAAGCAGCAGCGTGACCGCCATCTTATTCGTAGCTCGTACAATTTGTGAGATGCGGCACGAAGCTATATATATCACTTATCACTGTGGGCCCCTCAGAAACCAACTTGGGACCATCACTGTCATTGCTCTGACTAGTAGATTCGATCTTAATCAAAGGATATATATTCAAAGGAAGCCACACAATAGTGCTCTTTTTTGGTACCTATCATGGGCTTCCAATACGACGCTTCGCGGAGTCTGTTTACTCGTTAATTCATCTTGTACATGAGTTTGAATGGCGCGATTGTGCAGCACAGACAGGCTTGTATATTTGCGCATATACGGTGCCTAAACCGGCGGTGTTCATGGCTTTTGCTGAGTTGGCCCTAAACGTTCACTCCAACTAGCTAAATTGTTAGTCGAACCCTAAGCTTCCTTACGCAACAGGCTCGCTTTCCATTTCTACGTCATTTGTCGACCTCACTTTCTCACCACGCGAACGTCTCTAGGGCAATCCGCTTATTGGAGGAATTCGTGGACTATTGCCAACAACGTTGCTTTAATATTCGACCAATCGTTGACAGGTCGGATTGGGTCTTTACCGTTAATGTCTATTAGAGGGATCCGGATACAGTGGCGACCATTAATGAGACCTGGTGTTCTATTGGCTTTTCAAGCTCGAACTGGGACACATGAGGGGATAACGCAAGACATATTCCATCAAGCCCTCTAGCGTGTGCTCGTGCATTAGTTCCCGATGCCTGGGTGCACATCCTTGACAATAATGAAAAATATCGAAATATGGCTGAGCAAGCCTTGGATAAACGAACCTCTGCTTCTAGAACGGTTAACTTCTACCACGCACTGTTGTACTCAGCAATCCTGATTGGATACAAAACTTGTACTGGATTGTGCCACTTCCCGGTTGGCACAAACTTTCGTAATACTATGCGTTTACGGAACAACTTCAGGCCGCTGGCAATACGCACATTCCCCGCGGACGTGCACCGTGGCAGTTATCCGTAGATCCGGAAGTAGCGTGGGAACTGACGCCGACCTTTGAGTCGTATGCAAGAAACCGAACTTTTAAACGTTATTACCAGCATATATTCTTGCGTGAAACGAGGTAGTACCTCGCCGGTTACTAGAATGTCTCCAAAAAATCCTCTATCGCGGCTGAAGGGTGCCCCACCGGATAGTGTGATGTCCACGGCAGGAACGCGCTTGAAAATGTCTAATTCCTGTGAGGCGCAAGTCGCCGTAAGGAGTGAGGACTTTACGAAACAAGAGTGAAACCGTTGCTCGGGTACTAGTAGAGCACACTTGTGTATGGTGACATGTTACGCCCGCGGAGGATTCTGTCGAATAACCAAAAACACCCTCTCGCCCAAAAGATACGGCAATTTGTTGACTGACTACATGTCACGCACTGATCATGACTTGGTACCATCCCCTGTGACTCTTACAGAGCATATAGATCAGCGTAAAGTCAGCATTACAACAAAATCTCACAGGGTGACCCCTCGATCTATATTAACGCGGCCGTAGTCGATCCTGTGATGTTTCGGTGAAATCTCGAAAAAAGCATCCGAACGCCCCACGCGGTGTTATATAAGGAACGGGCCGGCCGACCTGAGACTCCTGGCCATGATCCCGGCGATTCTCCGATGGCGCTATTGAACAAGGTACGACAGAACATAGTGGAAGGATAAGCTGTAGTGAGTGACTTGTGGTAGCGCAAACCAAACCAGATTGACTGTATTTTCGAACCACGCACATGTTCGGGCCGCGCACGGGCTCACAGGACCAATGGAGCATTTCCACGTTTCTGATGTCGCACTAAGGGGTTATAAACTTTCGCCCACTCCAAGTACTGTAACAATTGTCCTTTATTTCCCGAATTACACCCCTAATGTCTGGATAGCGCAGTAATTCCCTAACGACGATTTGTTCGAAATCTAAGCCTTCAAATTAAATACGAGCCTACGTCCCTCTCCTTTGGTTTTATCTGTTAGTTTACCATGGAGTTGGCTAGAGTTCTATCAAACCACGTGAGGCCGGTGGGGGATAACAATTCAGTCAGTGTTTCTACGTAATTCTTTGATTCACAATCAGTCCATAGTCCCTGCTTGTGGGAGTTGATGCTAGGTCAATGTCATCCGTATCAAAAGTGCTAGTCTCACAGGACTGCTGGGCCTACTTCCATAGTGAATCGAACTACTAGATCGCGATTAGGGTCTCGAGATCATGAGTACTGCCAGGCGAGAGTCATCGAACGCAACAGGGCGATACTTCCTTGACACCGCCATATGATGCCTTATTGTTCCTGCAGTTTCTATACACTTTGAGTAGGCCCCCCCACTTAGTCTACCCTACCAGTCCATACGTCCCTCTCTCTCATGGTTCGTATACCGAACGGAATTCCAAATCACAAGGGATCCCGACTAATTAACCATTGCCGGGTGGTACCGTGTCCATCGGGACGTGTCCTTTTTCCTTGAGTGCGCCAGGTGCTAGTGTGTGACATAAAGTAGAAGCTACAGAAGCAAGGGGTACCCACGTGCTAAAGTGTTTCACGACAGATCGCTGTTACAGGGCCATGGCTGCAATTCATGATTGTGCGATGGTGGGGGATCGCTAAAACAAGTAAGGAGACTCAACCTCGGCGTCTCCCTTATCTTTTGGTAAGTGGGGCGCGGAGCAGGTTTGCACGGTTATTTCATCCCCACATTGTAACTGGGTCTCCGGGTGAACTGCCAATCGACGCCCATTACCGGAAGATGCACGGTGACCCTAGTACGTTCCAGACAACAAAAATTCCGTTGATTATAGAGTTTGGCGAGCGAGTGTTGGCCTATTTCGATTGTCATTGGTCGCCGCTGAACCAGCAGAATAGAATGGAACTGTGGACTGCCTTTAGCTGAGCGTGGACCGCCGACTGTTATATCGTGATAGCCTCACCATCAATAGCTTTCAACCAAGTCGGCTTCGCATAGTTACGTCCGGACTCTTTTCAGGCCCAAATATCAGTTGGAGGCATGACAATCAGCTGGGGGGGTGACGGACGCACCGTGTCCCGACCGGTGCCCGATCTACTGCAGATTCGGGGCTGCCAACACACGTCTTAGGAACCCAAATGAAAGCCTCCCCTTACCTTATAATAAGTGCAATCTTGACTATTGATACGTGGGCCGGTTACAGAAACCCTTTGTTGGTCTAGGCAGCGCTAGTCGTAAAATACCGACCCGTAGATGCGAAGCTCCACGCATGAGGCTTTAGGGACTCACAAGTCGGGCATATACAAATATATGTTCCACGCATATCAGGTGTAGGAGGCGGACTGAATCGTCCTTATTTCTCCCCCAGTGGCGAACAGGTATGGGTTGGAGTCGGACGTGGTGATAGCACATCGCCGTCGGATCGACAGGACAAGGTAATGGCTATTCCACGGAAGCTAGAATATCCGTGGTTTAATAAGAGGTGCGAAATGCCAGTACGCCACGCAAGCCCGTCAATATTTTGGAGGTTAATATTCGGGAATGCTGATGATACTACCGTCCCCTAGGTTCGCTCTACATCCCTCGAGACGATCCAGAGTCCTTCTTACTATATTGCCCTGTCGAAGTCCCCATAATGGTACGAATCAGGTGATTATAAGAGGATACTGACGTTTCCATTACACCGTGAAAATCACTGAAACTACTAGACTCGGACACCAGAACAACGGCAGGGTGGCACCAAAAGGGTGGACCACTGTAGTTATTACCTTTAGCGGCTCGCATCAAGGGTAATCAACTAAGATCTTCGTTGGGCCCTAGTATGCACTACCGGAGTATGACAGGACAGACATAGGGATTCACAGTTAATTAGGCTTGTAGGCGTGTTCCCCCTTAACCGAACCTTCATTTCATTAACTCTAGTATTTGTAATTCGGTAGGTTGGCGTGCGTCCTTCGCTAGTTAGATTGCACAGCTCCGTGAAGACTGCAAGTAAAAATCTTAGAAAACAGTTTGCATGTTTCCCGAGTTGTTTAACGTCGATTTAGATTCGGTCTGCCACACTTGCGTCAAGAGTTGGCCCCGGCAATGGGATTTAAGATGAGAATAGCTTCCGGAGCGCACTCCCCCTAGTTCGACATGTTCTAGTAGACACCCATGTTAGATTGCACCTTCAATCGGTTGACGAGTGTTCTGTCGCGATTCCTCAAAATTGACGAATGTCCTCGGCCCCGGTAACACTGTACATGCAGCAAGCCGTGAGTCAGAAATCAGAACTTCAAAAACGGGGTTGAACGTCCCAGGCTAATTGCCAGCAGTCCGCTAGTATTCACGTGTTGTGGTCAAGGAACATATTGTTGCAGTGCCATTACCGAATAATTTAGGGGCCAGCGTACAATTCCTAACGGCGCCGACATCTATACTTGTAGTAGTCATCTTTAAGCTTGGAATAAGGGCCACAAACTACAGACAACGTTTTATCTACGGGTGGGCCCTTTCCGCCTGGCAACATGGTCGGCCCTGCCGCTAGACCGGGATTCACGCGCCTAAAAAACTCCGGAAGAGGCAGGAGCGCCTCGACCACGCACAGTATCAGTCATGTGGCGATTAGGCATCAAGTATGACCGACATGTTGTATTCGGAATCTACAGGCGGCGCTTTTGAAGGCCGGGATACCCGGGTGCTATTGTTGTTTGGCATTCTACATTGTACCTACTGAGCTACAGACCAAGATGTTACCAAACTACGGAAACACGCGTGTCTTCGGTGAATTGGCTTCGGGGAGTCGACTCCTGCTTGTCACTTGAGTGGGCGGATGCACTACGCACGGTAGCAGTTTTTGCAATGGAATACGTCATCAAACAGAGGCCTATTTAGGCAGATCTGTCAGCAACACTGCCAATGTAGAGCTGTTGATGTACCATCCCATACTGAATGAACGCTGAAATGACCCAGCTTACCATAGAGGGAAGCTAATGCTTTAACTCTAAGTCCCAACAACATGACGCTTATAGCCACTTCATATTACTTAATTATCTAAGTGAGTTTTCAGTGAATTAATCTAATGACGCACCAATGCGTGGAAGCTGCAGAGTAGGACCCGATCCCAGCCACGTATAGATCAACGATGGATTTCGCTGGGAACACACGAAATACTAGCCGAAAGTCCGGACTTTAATATTCAGGAAGTGCGGAGCAACTGTGAGGACTCGGTCCCTTTACAAGACAGTTGGGGTCGACGGCGTTGACGACGGCCCGTTATGAAGGAGATCTGTAAAGGCCGCTCGGATCGGAGCTACAGGGGCGGAATAAGACGTTTACACGACGGAAACTTCACTTTGTCAACAGGCGAGAGGCGTTTTAATACTCGTGCGGCTCACATTCGCACTAGTGGCTATGTTGTATTGCGCTAGGTAGTACATCCGGCTGACTGAGCTTGGGCTAGGGTACAACGATGCCGAGCAAATTATGCTTGAAAAGCAGACAAACCCAGAAAGCCTGTACCGTTACAATCGAGCGTCGTAGAAAGACCTTTTTCGGTAATAACTCTACCCCGCATGACTGGTCTCTACAAATCGCTGCAGATCGGGGTTGGCTGGTCTGTCCTGGTTGTCAGCGTAGCACGTAGCCAGTCGTCAGAAATTACCATAGCGACTCCTTTTGTGATTAGCGATGCCCGGACCTTGTCGCTTATCTTGGGCGCTAATTTTTGGAGCGGAACTCTGTTTTTAGTTAGCAGAGTAGTACCGAGTAGCGAGAATTAGAATCGCGTCGAGGGTGCCGCTCCTCCCTGTGGAATAAGGTAATGATAAGTGGGTGTGGAGCCCCCCGCCCCGGTCTCCCGGCGACATTACTTCGGTGTTCGCGACACTGAAGGAGGCGGATCAATGTGGGGTGAACACATGTAATGCTCACGTCGGCGGGGGATCTGTACCGCTACGGTGACGGCCAGGTCACCTCTGCGAGCAGTAGCGAAGACCAAACATATTGACATTTCGGGAAACCAAAGATTATAAATTAACTCGATTTATGCTTACCGAAACGATCTGAGCGGTCTAGGCCATCAAGGTAGGTCGTTTTGCTACTGCCGTGATTACAAGTGGAGGGAACTCGGCGCATGACAGGGAATTAAGGCCGAATTCCTATGGGCCATTTCTACGGTTATTCCGCCCGTATCATGTGCTTCTAGCGATTCTCGAAGATGACCGTCAGATTTGTCGTGCTTAGGCGTTTAAAAATGGGAAGACAGGAAACGAATAACCGCTAGGGCATCAGTAACGTGCTGAACCTACATCTAATCACACGCTACGAGCTTGGCACCATAGTGTGGCAAGGGGAGCTAGTACGCGTCAATTGCGGCCGCTAGGTTTTGCTTTTCATGCAGTATGGAAACTAACCAAACTCTGACAAAACATCGAGCGCTTTAGCGACCGCTTCTGCGAGATTTCACCTAGACACATGTGACGCGGATGGGATGCGACAAGGAGGGTAGCGGTTGCATACCCATACTTTGCTATCGAGTATGGCAATTCCTCCTGAGATTAACAAAGGGCTAAAGGACCAAACGGGTTAACGGGTGATGATGGATGTATCGAGTGTCACCGGAATAACAAGGTCGGCTCGCCTTCTAGGGGCGTGGGATATGGTTACCGGCACGGACTGAACTGCTCTTGAAGTGCTTGTGAGCAGGGCAAAATAGCCTGACTGGAGACCTGTCGCAATAAGTCCTTCGCGGGGCAGAGGGATTGGATAAGACTTAAATCCAAGTCACGTACGACCACCGGCAGGCGATCCTATCTTTGCGTGTCGATCAACCATGTTCAGTATACGAGAATCTCTAGGCAATGTGCATTTATTCGGTCGGCCTCTTACGACAATATCCCTATCAAGGATCACCGTCACGGTGACATTTCCATCCTGTCGCCCGTATGTTCCACAACTCCAATAGTAGTTCGATCCAAAATGGAAGCATTAATGGGGGATTGATGAGGCAAGCGGACATCCTTACGCCAGGTGGAGTTGAAGGGCGAGACAAAGCGACCCTGAATAATAGGGCGCGGGAGGACTAGTGATTATGGTCTTTTTAACTGGGAACTGGGGCTAAGAGGAGGCTGTGCACCTTAACGATGGACAGTCATTTCGCCGACTTCAGAACTACGTGCAGCAAGCTATACATTCTTCTCATACTAAGCGGTGGTCAACCTAGGGCCGGTGTTTCGTCGTATGGCATGATACGAGGTGAAACCGCGCATGGGTATGTAATCTGAAACGTAAAAACGCCAAGGTCGGCGCGGGGACCCTCCCCATGTCTATATTCACCTACGATCCAGCACACGCGACCCCGCCCCTTTTCCTATACTTGTAATGGGTGTCGGTGCAACAGACCTCACACGTCAGAGTTAGGCGCGTATCTATGCGAATCTTTGTTCGGATCTTTGTCCACTTTAGGTAGCCCTGTCCATAGGGTAGTTTGGAGCTCGCGAGACCAGTGAATCGTCCACTTATACTGGAGAGTTTGGTGAAACCATCTCACGTACCACCAACATGCGAGATTGGCTGGTCAACTTATGTTAATTCCTTGTCCAAGTTTAAATTGAGGATGATACACAAAACGTCAGCAACCCCAAATCTTTCGTTCACTTGAGGAAGTCTACGGAACTGCGCGCAACCAACGGACCTCCGCGAGACGGGCTCGTCTAATATAACACATAAATGAGAATTGGTCCAGATCAGCGACAAGCAACCGGACCTGTAGTGGCCCTCACGTTTGACCGCAGGCGTGCTTTGAATGATTGGGGTTTCATTGCGCCACGTATTTAATCTGAGGACGATTATTAGTGTAATCTGCAGAATTAGAATGGATCACGCATCTTGTAGCCAGATGTGGCAGAGGGATTTCTATAAGTTTCGTCAAACAAGGCAATTCCTAAATCAAATGAAGGTGTCTCGCGCAATTGACCGGCAGGAAGTTGGATTCGTCAGGACCAAGCCTTCGTATATTTGGAGCGTGGTGTGAGCGCCAACATTCGTTCATAAAGACCTGGAGCTCCGAACTAGATGTACCGGTAGCCTTATTAACGACAGGACCGTGCCTCGCTCCAAAAACATGACTGGGATGTGTACTGTATGAAGCCGTTCGATTGGGAGTGACAAATGGTGCCCCGTTTATTATTTGGTCGGACAGTGTCCTTAAGGCTCGATATAGCATGAGCCTGACGCTTATCCAATGTAAAAAATGCCAAGGAGTAGCGTCCCTGACATGTTCTCGAAAAGGAAAATAGAAGTGTAGTGAGTTCAGATCACAGACAGACTTGTTCAGCCACCATAACCCATCACTCCACAGCGTTTCTAGAAAACTTATGCGTTGGCAGGCGTTAGCCCGTGTCTCGGATATCGCTCAACCCAGGAGCCACTGTATATCCATGGATTATTACCGAAGTAACTACCGTCGGTCGGTGGCCGGTCGAAGCCTTCTGAGAGTAAAGTTTAGTAGCCAACAACCCTAGCGTGGTAGTCGTTTTGTGCAGTTTGCTGGCTCGAGAAGCCTACGAAGTATAAAGCGACACAGCGGGAGATTTTTGGGATCTGTAACCTTGTAGTCCACCAAATCTTCCTTGCTAAGGTCCTATTGTCAGCCGACAGCCATTACCCGTTTTTGGTAGAAGTGAGTTGTTCGGCAGTGTACCATCGTCGGTCTTACTTTAGGAGTCGCTGGCCAGTGCCCTATAACGGGAGACGCCATATTCGGACAGGATGACTCATTCGATACGATCTGCTTCGTCCGCGGCACGCCGAAGACTCTAGATTCTTTAGTAATCCTTACCAAGGCCATTGCTTTAGCCGAACCACATCAGGGATGAAGCGGATGCACCACAGAAGTAGCGCATAAAGCGGCATCAATGGTGGCGATTAGCCAGTAGCACAACCGCGCTACTTCCGCTACACGGTGTTCCTAAATGACGCCGCAACAGCGTCCAACCGCCCCAAGTATCGGACCCAGATTAGAACCAGGGTTAATCTAGTGGCACTCAACGGTATAAGTGGGTTCCTAGTTATCTGCACCAGAGATGACTGATATTTCGAGGTAAACTATTTACCACCCACGATAAGGGGGGTCAACATGACAGATAATTAATCCAGGCGCACATAGTGCTGTCTTATCTGAGTTATTAGAACCGATCCTATAATTTGCGCCTGTCCTCACTCCGGGGTAGCACTCACACGTTCCTGCGCGAAAATCATGGACTTTATGTTAGGCACTGGTGCAGCATGGGCTTGCACCAGACAGAGATGAGGGCTGCGCCGTAGTCCAGTCCTTAGCGCGGTTGACTTTGCTTTAGGTGGTCAACGTCGTACCGACTTTGCGTTGTCGCTCCAGCAACAACATCGAAATTGGACACGTTTACTATCGGTATGGTGCCGATCGTCCTACTACTTTGGCCCAACACCACGCTCTGTCAAAATAACTTGACATGATCCAGGTATATGGCCACCGGTTTGGAATGCGACACGCCGCGCTGCGGTGCCAATAAAAGAAACCAGCCACAAAGAAACAATATCAGGAGGCACGTTTTGAATCAACTCTTCCCGTGTCTCCTCTCGTGTGTTCTTTAATTCTCATGTACCCCTGTTAATCCCGCGTCAGATCTACGCGTTTACGTGGCTCCTCCATGAGGTCCTCGAGCGCCTCTCTGCTAAAGCCCTTATTTGAGTGTAGAATAACGGTGCGTACTCAACCCCACTGCACATTCTTCTCTGGCACATGTCGAAGGATTGAGACCAACACAAACTTTTGGGTTCCTAGTGGCGGTATTTTGTAGCCTTATACTATATTGGCCGCAGCGGAGCTGCTGCTTCTCAGTGTGGCCACACGAAGGCGTGGACAGTACTTCGCGAGTGTTAGGCCGTCAGCCTACTATCTTGCCTCATACCGGAATATTATTTACACTGATATGTGATTTAGGGACGGTGAGTTGAGCTGTTTGGCGCGTTAACCACTAAGGGCAAAATCAATCAATACACGGTTTTGCGATGTTTCGACTGGTCCGTCTCGGATGCTTCCTTGACGCAAGCCCCGTTATTGGACATCACGTGACTAACCTCTAAGCTAGCGGGTTGCAGCTATGCATCGCGGATGCCTTCAGGCGCGCAGCGCTATTGGAGCATGCAAAGAACGGGGCAGTGCTTTAACACACCGGTTGTACTCATCCTCCGTGGTCGCCATAAGCGAGGGTCGACGCTTAGAAGCAGACATGTAGCCTCTAATATTGCCAAGTAACCTATATCTGCTGGTGGTTGCAAACTGCCCCATTCCGATTATTTTATTAGCGGCTGGTTGAGACATGACCCGAGAGCTACTTCATAAATGACGGGAGGCTCACTCTTAGGTTTTTCAGTTATACTCGGAATCCCCCGTCTCCGAGTCCCTCCCAGTAGCATGTCAGCATCAGTAGCCTGTGGCTCCGGCCTATTGATTTTTTATAGCTCTAGGCATTTCTCGACTTCCGGATGGGTGAGAACCTTTGGGGAGAGCGGAGTACTTGGATAACGTACTAAAATTAACCTAGCGCCCCGCGCCAAGACAGTCAGTTTGCAGCTCCGGAGGAACGGCACCGCAAAGGCACACGCAAATGCCGATAGCGGCTGGGGAACTACCTTGCAATCGACTCCGGTTAAAGGATGAAGCCAAGGATTTGGTACGCTGCGTGCATTTGACATGGCGATCATCGCAGGACTTTGTTGATCATCTTCAGAAGGGGTGTAATCTCTCACTGCGTCTGGAGTTGACATGGGGCGCCTTACGATGTGTATAATTAAACCCTTTTTAAATATTTAGATCCGAGATGAATAAAATGTTTTATTGTGTCCTGATCCTCTCCAGTCAGGCCTCTCGATCCAAATGCCAGGGCTAAGGTAGAAACATTGGGATAGAATCCATAAGGCTAAAATGATTCGTTCTGCGGGAGTCTCATCGGGGAAATATTTCGTAGTGTTTACTACACTTGAATTCCGGTTCTTCCCGAGGAAGCAGATTACCTTGAGGATGTTGATATCTAGAAGCATAATTCACCCACTGGCATACAATATTCTCGGGTACCGGATGGTCGTACGGCTCAGGATTCCGTTTTGAGCCTTCGCACGTCCAGAAATCGAGTTGCACGAGGCCACGAATCGCTAGCAGTTGGTTCTTGCTTAACTCCGGTGATGAAATATTGGCCGTTGGTTATGCTGGCCCTTTTCGTTCTTTAGTATGCGCGATTCCACGTACCGGCTTACTTACATAGCGCACCCGACAATCTGGACCCTCATATTATAGATTTCGGACCGTGCTTTTCATATGTTTCTGACGGAATCTGTACAATCTATGACTGGACTTTGTTCCCGGGGCACAGCGGTACTGTATCAATCGAACCGGAGCTTGGGTCTCTGAAATGCCCATTCTCGGCAAGACGATTCTCTGCAGGCCTAAAGACTCGATGCGCCGCTTCGTCCTATGCCCTCGGGTGCTTATGGCCCCCACTGTGGGTGGCTAACGCACTGGTGGCAGGTCCTAGTTTCGGATATTAAACAACCCGAATAGCGTCTGTGACTACGCGGGCTTCGGCATCAAGTAGCGTAATACGTGTAGTGTGCGTATGGTCACGGAATGGGGTGTATCGCTGCCTGCAACAACGAGTATAGGGAGTTGCCATCAACGGAAGGGAACTCCCCGCATATTGAGGGAATTGGCGAACCGCGTGAGTCTGCACGAAAGCAGTTAGCGTTGCTGGCCCATATTAGATACCCAAGATAGGTACGTCGGTCGCTCGCCGCGGATCCCCAATCTACGAGGCAATATGAACCTCTAGGCCGTTATGAGAAGACCACCGAGAAAGGAGTTCCGTGATTTGAATTAATACAGTTGCTCAGGCATTAGTTCTCTACAATTGCAATTACGGCTTTAAGTCAGGGGAGTAATCCATAATTAGACATACCAGTCTACTACCCCGACTTGCCCTCTACGTATCACTCAGGCCCCTAATCTAAGGCCTATTATAGCGTGGATAAGACGATGATGGATTCTTGCATCAGTCGCAGACGACGCTGGTCCATGTCGTACTACGATGCAGAATGGGCGATAGTCGATTACGGCACCTCAGGGTCATACAGCAGCGGCGTCACAATTAACAATCCTTCTGAGGCTGTCAATATTAGTCTGAAGCTTGTGTAATGCTCTATCGGCCCCCAACTGTCAGGTTAATAAGAAACCGCATCTCGTTAGCGTTAGTGCCGGCCCCTGGCGCGTCATGCGGTCCATGACTATTGAGCCGTGTCGCCGGTGTGCTTGATCCAGGTACGCTTACGAAACGCCGTAGGCCCAATTTACGAGACCCACTTCCACTAGATGGTTTAGATAATTTGACATGTCGGGCTTAACTACCGAGCGGTATTATAATCGGACAAAGGCCCGACAACGTCAACCTTGAGATCCAGGTTGCGATATAAGGAAGTAATATGGTCGTTTGAGGCCCTCGGCGGTACTTTCCCGGCGATCCTCGAGTCACCAATTATTTCGACTAATTTTAACTAGTGTGGTCTATGGCCACTCGCGTCGAAACTAGACGCTTATTACGACATAGCGAACATTGAGCCCGGGACGATTTCACGCTATTGTGGATACCGCTTCTAACGGAATCCTTCTTGAAATGAGTAGGAGTTAGTGAGCTCGCAAGCCATGTACGGGGAAGTTTTGTCATTTGGTGGTATGCGGTCTGGTGATCTGGGTGAGCGGTCTTGTACTAACAGCGCACTATGCTGTCAGAACCGACACCCACTGCAGTGAGAGCAGACCGAGTTAGGCGTATTTACCCCAGTGAAACCCAGTTTCCTTTGAGTTGCGTCATAGGGCTACGTAAGCTCAGCGTCTTTTTGTAATTTACACTGTCCACGATTCGACTGACCGGACCCACGGGAAAGTCACCGAGGCGGTTAACTACTTCTTGCCCAGTACCCTTATACGAAATGCTATTGCAGCTTTTCGACACTCCCATTAGTCTAACTCTACCTTCTTACTTAAGAACTAGTCTCTGTCGCGCACGAGTACATTCTATTTTTGGCTAGTTTATCGGCTATTACAGAGTCACGGAGGGAATTGCAGGATAGAACTTTTGGGATAGCTGGGAGGCTGGAAGGACTTTCTTTACTACGCTTTGCGACCCGATCGTAACCGCTGATCACGTATATATGACTCTCGTCGACAACCGATGTCTCTTCTCAGCATTGATGCTCAATACAGTGCGAAAAGAGTGATTACATTTATCAATCGGTCGGCAACGCTGTCTTCGCGCAAACCGGTTGTTGGTAAAGGATGCGAAGATATGGGCCGAGCAGGTTCGCGAAGAAACTCCCCGGGCGAGGGCATCGGGAGTCATATGATTTGGGAACGGTAATCCCGGGGAGGTGTGCACCTTCCTTCCTATTAGAGCTTACGTTACCATTACACTTTGTGTTTATGTATTTCCCCTGACAATCAATCGTAGCCCAGGCGCTATGTGCACCGGGGCATGTACTGTATGGTGGGATCCTCCATTATGTCAACTTATGTATATTGCACCAGGCCAGATCTCATATCTGGCGGGAGGTAGTTTCGAGTTTCCTAATCCCTCCTACTATCGTTGCCAACCTAACTTCGTCCTTCTCTCATTTGTGCCTGACCAAGTGCTCTGTTCCTTGAAAGGCGTATCGGAGACGAATATAGGCACAGAGCCGGGCTCCCTACGCGCATTCGAAATTGCCTCTCATGATAGCTCCATGTAGCACGGTGCGAATGGCGCGCGCTAGGACGAGATGCGCTAATACTTGGAAGCCAACTCCCAAGCTTAGGCTAATCCCATATTCCGTTCGAAGTTGTCGCCGCATCTGGCCTTAGATTAGATGATCTTCACCTCCATAACTAGTTGAGTACACGGCAGCGATTGGATCCGACTTATTCGATGAAAGGCTCGCCCGACGTATTCCACTAGTGATGGCATTGACGATATGGTACTCTTTTCTAGAGTTACATAAGAAGCGACATGTGTGCGTCCACCGAAGTCAGAACCAGCCTTCAGGCAAAGTGAGCATGAGCAAGTAATCAGGTCGACGTCGGTGGAATTTATTGGTCTTCGGCCGGTGCGGGTGCACAGGTATCTGGCGCTGGAAGGAACCAACAGAGATGTAGCAAAATTAGTAATACGGGTTCCCGTTCAGGAACCTCTCGGGAAATCGTCCGCAGAAGCTGTACTACTTGAGGAAGGCCCCACGATCCAGGATTCAACATCGAGGCGAGGTTACACCGCAAAAGTTGTCCTCTGAGCTTTGTATAACCATGTCGCTTTAGACTCAGAGGGTAGTACCAGCTATCTGGAGTACAATACCGACTACTTGGACATTCCAACTTTCCATTTCTGCAGGGGTACGAGATGTGCCTGTCATCCTATTCTGGTCCTGGCCCGTTTGATTGACCGATCTAGAGTAGTCTGCCGTGTTCGTTACACTTGCTCGGCCTCGACTGAGCTATAGTCGTGGCTGATTCGCTACGAGGTAAGGCTAGGTTATTATGTGTATATTATTATGTTATTTCTCTGATCCCGAGCAACCATTTTTCCGGAAAAAAGGAAGCTAAGCAGAGCTCGTCGCGCTGTCCGGTAGGTCGTTTTATGTGGGCCGAAATATAGTCCATCCTGCGGTTCGCAAGAGCTTGGAAACGCCGAGGAACGGGCCAGTAGGCGCGTGTGATGCTCTAACCACGTCTCGCGCCATGATACACAAAAAGGTTACAGCTTAGGGAGCCTGGACTTGGATACCGTAGCTCGAGATCCAGAAGAAAGTAAATGGTTCCGTTGAACCCGCAAGGGCAAGCGCTGTGTCGGTGATAACCCGAATAACACGCGGGAACCAGCAGGATAGTCTTCGAAGGCTTAACGCCCCAATGTTCGATCGTAAAAATCGGATTTAAGTCCCAATATCCGAAGGCTTCCCAGGTTGGTCACGGCCGCCGGTTGCCTATAGATTACTACCCATCGGATTGTCGTGGTGCCCTCGCCCTTTGAGGCACTGTCTGGAAACTCGTCAGATCCTCCCCAATGAGGGATCAAGGTCGGTCTCAGGGGATGCCTTGCACCCACCTAAGTTTTTCATTGGAGCTCCAATCTATCTTTTGTGTTAGTATCTTTCCGAGTGGAGCCCACGTTTACGAATAGCATCCTGCCATCGACGAAGGTATTGCAATATATCGCGGCGTTGGGACTGGGCATCTCTTCCCAGAAGCGCTGCTGTCGGGCGGATGCTCCCGTTCATACGCTTTCACTATGGGGCACCGAAATAATGTATGTTACTGATGGGCTCCCGGGCACGATTAAAAATATACAAATTCGGTCACAAGTACTTATGCTATGCAGCGTCGATTTTGTCGTTTGTACATTAGGCGGCTCTTTCCAGTGGGAAAGGTCCCACAAGAGTCCCATCGCGTCTAAGCAGTTGAACAATAATTTAGACAGGGTGAGCCGGATGCGGCAGCGAGGTCTTAGCTCCGATTGAAAGGTGGCACAAGCAACTCACCGACAGTTCTTTCTGGCCGTCGTGTCGCGGTACCTTAGTAGTTGAGGTTCGGCCGGCCGCTCCGACTTGTTTACCAAAATTCAGCTACAGTTCTGTGCCTGCTGAATGCTTCCGCTACTAGCGCACCATCCTCCGAGCAGCCTGCCGACCGGAAAGCTGCGCCATGGCTTACATCGCTGGGGAACTGCCTGTCGCCTAGGTATCTAGGTTGCCGAAAATCTCTATGTGTATAGGACGGACTTCCGACTTCTGTTAATGCAGAAGTGATGTGACTACATTCGTGGTAGAGGTGATGAGCGGGCCTTTCGTGCGGGTAAGACGTTATGGTCCGGGTAGCTGGTAAAGACCTGTTCACACTCGGATCGGCGGATCGCCCAGTCGCGGTATATTCGCGCTAGAATCCTATTTTTCAGTCCCAATCGCCGTACGAGACCAGATTATCTCTAGGAAGCAGACAGGCGTTATTAGGCAAGGTAATATATGCTGATAATAAGCTCCATCTTTGACCAATGCCTCCGGTCCAAGGTGCATTAAATATTACTCTATGTGCCGACAGCGATAGGGTGACAAGATAGCGCGGTATAGTTTTCGAACAGTATTTCAAATAATTTCAGCTTTGCCGTTCCAGGCCCGCCCCCCGGAGTGTCCGACCGCACCTCAGCATCTATCTGGCCGCAGCATGCAATGACCCTGCACTAACGGCACTGTATCGTCCGCCTTAACAGAATTTCGCCGAAACTAATGTGCATAACGAAACGTACTATGGTTAGCCACGCAGTTTGGTTTCGAACGATTACTCCTTGATCTGCGGACCTTGGGTGATTATGTCCTTAAAATGTTTGTTTATGACCTTCTCTACTCTAATCGCGTTTGGATTCGTTTCAATCGACCAATCCCCTCTCGCGGAGCGTTACCGCCGGTCGTAGACGACGGTATGTGCTAGTGCGCAGCTGGTTGCGGTGTGCGGTCGAGGAGGAACAATTAAACGGCGCAAAGGGTTTTTGGTGGTAGGAGCTAAGCCAGCTTGACTCGGCGTCACTAACCAGGTCGGGCTCCACAGCGACGGCGCAGGAGAGGGGGAATGTTCACGTAGCGAAGCGGTGCGTTGCTAATTACTTCCCCATCGAATGCGATTATATTATGGACGGTCCGCAATGCACAGGCGCAGTGTTTGACAACAAACTGATTATGATCGTAATGTGATTCGTAGGTACGATTCAATTATTTGGGCCTTGCCAGAGGGAGTAGAAAGTAGTGAAGAAGAGCAACAATCCATACCTAACGCTACTGCGGGCGCGAACCAAAAGGTCCCGCGACCCCCATTAGCCGAGACGGACGATCTGCTATGCGTGGGTGCATGCGACATGAGTTACAGATGGGGCAGACCCTTTCGTGGGGTGATAGGACCGCCTCGGCGTTGAAGACGACTATGTTTATGTGGTATCTGTATGATAATGAAGGCAAGAATTAAGCGGCGATAATTGGGCTGGTATGAATAGTGTTCGTTTTACGAGTCTGTAAGCCCGGGAGCGGTTTGGTGTGTACATTATCGTACGTTGCCCGTTTTTCGCAGTCTGCGGTGTCACAGCTAGGAGCAGCAGCTCCTAGCGGTACTCCTGATCTGGGCCATGAAAAGAAAAGACACGAAAAACATGGATGCTGACGGAGTGACTGGCTCTTCGTCACTTGGCGCATCCTCGGAACTTGCTCTCAATTACAATCTCACGATGTTTTTGCTGATATTCCCAATTACCGGCCCAACCCCGACAGTTACTGTGACATGTTGCTTAAAGTGTTAGCAAAACCCGCAGCCTGCCCGTAACCTATGGGATGAGCGGGGGACGTAAACTTTCATGGGGCGACTGTAGACTGCTATGGACCGGGGAATGCGCGACGTCAGCTAGCCGTCCGGTGTGATCAGCAGCCGCCCCTAGATGTACAAGGGCTAAAGTGTTGCGATTTCTATGTAGCTGGGTCGCGATGGGGCATATGCTTTCCTGCCGTTAGCGGTACTTGTCACCGCCCTGTTTCACCGGAGAATAACCCTTCTACCTCCCGTCGAGGCGAGGCCCGCAGCCATGCGTCTGAATGTTATGCGTTTCGTCACGTTTTGCCGCAACAGCGTGCTCAGAAGAGAAAATCACTGGAGGAATACGGGTGCTCGACATATCTATCATAAACAACCCACCAAGATAGTTCGGATTTCCTTGCCCACTTACATTCGTGACGTATTTAGCTATCGTGAAGTATTAATAGCAGCGAGGTCATCATATTGTTAAAGATAAACGTGCTTCGCATATACGTCCCAGCGGGTGGTCTAACTTCGCGAACGACACCAACAAATGAAAGTAGCGACACTTACTCTTTGTCCGTGTATTTCGGGGCTAATAACCCGCCGTTCTGTTCGCGATACAGCAAAAGAAAGTGCTGCTGATCGCACTGCGACTTTTAGTTAGTCGTACATTCACATCCTGTGAACTGGGGCATAATTGACGAGAGACAGCCTACATGTACGTCGTCTGACCGTTTAACTGTGTCCAGTCGTCGAGCAGGAGGGTATTGATTGGTGCTGGTCAAATGAGCGTTGACCTCCCGGAAGCCAAGGTACTCGGTGTAACGCGCCACCAACTGGTTTAAACAACGGGCCCGGCAGGGTTACTGAACCTGTTTTAGGTCTCACATCCAGCACTCTTATTACCCTTAGCGATGACGGAGCAGAATGAGTGTGATTCCTTCCCCATCTCCTGTGGGCAAATCGCCCTACGTCCACTGACTAATGATCAGAGTTAAATATTGCTGTGCACGCATAAGGATAATTTTAGATTGATAAATGTATGTCGGGCAGTACCTTTGGCCTCAACACGATCAGTATCGTAAGACCTGAATGTGGTACCGGGTCGCTAGGGGGAAATTTAGTTCGAGAAGCGACTAGCCAGTACCTTGTGAGCTGTAGACTAAGGCGTGCCTGACTGGCTGATTCCAAGGAAAGGGGCCCAAGCACCTTGACTATCTTTATAGTCATAACCCTACACTCGGCCTCTTAGGACCATTCTCGTTTCATTGGCCGCCTGCATTGCATCCATCCCCTGGCGCGATAGTAACGTGCGCCGGGGAGCTCGCGCATATTTATCCGAGACGATCACTTTCGGGTTCCGGTGTGGAGGGATCCGACAGGGGCCGGATCTCATCAGCTCGGAAGCGTTCAATACAGCGATCACTACTCGATGGTACGCAACCTAGCAGAGTATGAGGTGCCCGGCCAATTTACGCCGCATTTCCGCGGGTGCACTCAGGCCGTTTTGCGGGTCAGGTCCATACAACCGTCACCAGCCCTTTCATCTGTACTTCGCCCTGACATGCTCTGCCACGTCCCCCAGCGCGATGGTGATCGGTTCCCTGTACGGATCGTGATCGGCGCTTATGGAACTGCACATGACCGATGAAATTATCCCCTTTGCAAAGACGTCCCAGAGACCAGAGATCACGACCGCGCGCAATGGTGATATTAGATTGCTATGCTATTCCCTGGAATTGCACAAGAACAACTAGGCATCTGCCTGTAGTCTGTGCTCCATGGTTACGTCATACCCCGATGTGGCATTAGTCTCTGTAGTTAGGCGATCCTCACATGAAACGAGGCGACTCCGCAGTCTGAAATGAAAACCCAGGATTCGATGAGCCCCGCTTCCGCCCGCTTGCCTTCAGTAAGTCTTGCAAAGAATAATGATACAGTTGTTGTATCGGCCATCCTCCAGAGTATTCAATAAGAGCGTCGCGAGCCTCGCGCCCTCCAACAATCAGTTCATTAGATCAGCGAGGCCGCTTGCGAGCATGTCGATGATTGATAGGGCCCTGCGTGCGCATCTACGGGCATGCACGAAAGCCATAGCGTAACGGGGTCCCATGCAACAGCGGTTAGGGGATATTCGGTCCACTACTCGCAAAGCATTGGTGTAGCTCGTAATTGCCGGAATCCTAACAGGACTAAGAGCGTTACTTTAAGAATATTACGTCAGCCTATTAATATATATATCTCCAATGAATCAAATTGGCGGGAGTTCTACCTGAAACCCAGGGTGGACATCCACAGTTGCATCGCCCGTTTCGTGAGTTAACACTATCGTAGCCTATGGCTCGCAGCAGAGTCCAGCATGTCCACGACCCCTCAGGAACTTGAGGGCAATCAGAGCAGCCGGTCGGTGCGCGGTATGAATATGTAGACGTAGGCGACGCCCACACGGGCTCCCTCCCGAGGAAAACCTCGTACAGATCATGCCGCATAGCAGAGCGTCTGTGAAACTGTTCCTGTGAGCTAAAACAAAGCTGTGGCATGAATGCAGATACCTTAAGACGTTTATAGAGATCATTCCACCACTTGGGACGTCAGTCAACCTCTCCCTGGCTTAGCAACTTAAGACAGCCTATTAACAGCCGTTTGCCGATACAGCTCGGTTCTCTTATTCGACTTGCTTTCCTATTTAAGCCCGTGTGCCCCTACTATTCAGGACTGACAGAAGCGCCCACCGACCTGACCACACCACCTCCCGTTTTAGTGTGGTGCGTACCGCTTTTTCTGACCAAAGGGATATACTCTTGATGCTGTAATTCTTGTCGCCCGTCTGCAATCCACCGTGTGCATGAGAAGATAAATTAATGAGCTTAATCATAAATAAATGCCTGCCTGGTGATTCCTACATTGCTCACCTTTTGCTGAATACCGCACTTGCCACCTAGACCACCACCGCAGTGCTACCCCATAATTTCTAACGGGTTCCCTCTCAGTCTAAGGCTCTTGCACTTCTGTACCTAGTCACCGTGTTATTTGGCCATACCGTCTGTTATGAACATCTTCAGTTCACAATCTCTACAGTATATGGAAGTTTTCAAGTCTCATTCCAGACTCAGCAGAGATGTAACGTGGAGCAAGAGGCCTGAGAGGCATGAAAGAGGCGCATGTTGAGTCGCACCCACCTTTGGCCGCTGATTTACAAGCATTTTGGACACCGTCACCGGAGGCTCCTTTATGATCATGAGGGGAAATCCTAAACTACTCGCTGTTAATCGGATGCTGGCCGGTTTGGATAGTGCTCAGATCTTCGTCTTACTTATTAAGACCGGAGGGGGCTACCGGTGGCGCACAGCTCTACCTATTCAGCCAGTCCATCACCCCCCTACGTTATAATGGGCGGCCGGCGCTTTATGATCTGCTGACGATTTACCCCGGAGGATCACGCTAATTGCAGAGAACGGCTTGGCCTCCATACACGGTTGAACCAGTACCAGCCAGAACGCTCTCGGTAGAGCGACTCCCCGTGATCATCCTAGAACTGACCGGATCATTCGCACGCCGATCTGGAACATCATCGTGCAAAAACGGTACCTATGACCGCTAGGTTGTGATGTTCACAATACCACCCTGCGAGAGGACAGCCGGGACAGCCGCTTTGTTTCGATCACGACGAAAACGTGAGTGCTACGGGACGAACCAATCTCGTTATAATGCCTCGAGACGGAGGGCCTCACTAAATAGCTATCCCTGCTTATAACACGGCTCCAGTTTGAGGAGACATTTGTGAACACGGGCGGGCTGGGTCGTCGGTCAGTGAGAGGTTCCAAACGATTCATGGGCTATCTCTATTGAGATGCGTGAGCTATTTATCTAGTAATCGAGTCCTCATCCCATTTGCTGGCGCACGCAATGATACTATCTCGGGTGACGAGTTCTAATGAGAAGAATTAGCCCTGGATTACAGCCGAAACTCGTCCCACTCCTGGGATGACATGGTCAGCTTTTGCGATGGGGGATTACACTCTTCTCAGGGGGTGACTGTCCGGGCATCGGACGGATCAAGCACTATATCTTTATTTACAAGGGGGGGCTAGATTGTCTAACGTCACTCTGCCTACGTGAGGCAAGTACCTGAATTTTCCCGTATAATGTGACGAGCTCGATGAGCAAACCCGTGACGCGAAATCATTCGCAGAAGCTGGAACCCGCTGCCACCCGGTACACTGTTGCGAGGTGCGACTCGGTTTCTCCTCTCCATGATTACTGGTGGTTCTCTTAGCGTGGCTCCGAGCCCCTGCCCCGCGGCGCTCGGAGTTGCTAGGCTCCGAGCACCGCGAGTGCACTCCGACCTGGTGCGAACCGGACATTGGTGCTAGTTAGATGCCAGGTAGGGAGTGGTCGTTTCTGGCCCGGTTAGATATATGCACCGGCGGTCTATTCCCTGACCTTAGCTAGGATTCATATATGCGCTTGATTCAGTGGCATGCTTGTGTCCTGTTCCCGAAGCGAAGCATCGCGTATCTCGATGACACGCCTGGGGGCTATAGCCTCGTGTCGTGCCAGACTAACTGACCACTGTACTGAGGCCGTCGTCAGTTTTCGTTCAGATCTGCAACTACTGCCGAGCGACTACCAGTCTGTAACAAAATACGGGAGCTGTTGGGTACCTGAGTGTCTTAGGCAGGTACAAGGGACGTGGAATATCTATTTAATGCGAGAAGGGTTACCTACGCCCGCATTAGGCTAGTTGATATTAGGTATAGTCGCAGGAGCGACCACGTTCTGAATGGAGGTTGTGCCGCTTCGGATCGGATGCTTAGACGAAGTTCCCGGATGGATGAACCAAAGGGGCCGCCTGCCGAATGGGGTCCGGATAAAATAACTGTATTTAGAACCACGTAACTAACAACGCAATTCCGTTCGGAGGAGCCGAGGTGCGAACTAATCGCAAACAATCGGAGGGGGTCGTGCGTCGAGTGTACATAGAGGAACATGGAGGACACACCACCGACCGAAGACCGGCTACTGTTAACTATCCTCTGGATACTAGTGCACAACCGGTTCAAGCTGGTATTGCACGGTTAGAGCAAGTAGGTATCTCGCGATGAAGAGACAGTGCCGTACGGACTATCTGTACTCTCGTTTATGGGTACTGCTGATCAGTGGCAGAACAAAGTACTCACAAGAGGGGCGTTAATCAGGGGCTGACTATGCATAGTCTGAAATTTATAGCAGCGAACCAGCGGCGCTTCCGTAGTTTATTGTTGCGTAGTGACCGTTGCCATTATCGAACTAATAGGTGTAGTACTCGCACCTTTATTAGCTTGGAGCGTCGAACCGGCCATCGTACATGAAAAAGAGCAGCGAGTACGGGTTCGTAGGCGCAGGTTGGTTGGAAATCATGTTTGGGAATTCGTTCAGTTGGCAGCCTCGCAGAACGTTCGAAATTCTTCTCCTCAACGGCGGAGCCGGCGAGAATTCTCGCTACGTCATTTAGGGTCATAGGAACTATGTCATTGGTCTCGGCGCCCACCTATGTTAACCACAAAGTTCGAGTCTTGCATACGAAAAAGTGGACGGTCACAGGTAAATAGGGTTGCTATCAAACCAATAGTATCTCGCCCGCAATACACCGCTTTTTCGCCATCTCGTTCGGCCCCGCATCAATAATGGGCGGGGTAAAGATCACGCGTCGTGAGTAGGAGTTATTGAGACTGGCGCGTGATGATTCTATGGGGTTTTTGACGTGAAAAGTCCACACATATCTGCCACCCTAGCGTCCAGTACAGACTGAATAGGAAATCCAGTGGGTTGGGTAAAGGTCCTCATCCCAGCGTTCTTAAATTGGCTGGCTAACTTCCCGGTGCCAGATAATTGTAACCGGTTCGGAATTAACTTCGTTGGTAATGCTTTGAGCTGCGCGGAAGACACAAATTCCTTTGAACCCCGACTATCTTTTCAAGTGAACGACCATGCGTTTACGCCAAGCGTTACGACGGTTTGAAAGACTATGAGACTTTGCCCATCATGAGAGCGTGAATTGTCTGAACATGGTGCGCCTTATGTCCGTCCGATTCGTCTCACCGTTCCGACAGCAAACTGATAATATTTCCATGGTTTTGGATACAGCGCGGGCCTACACTACGCTTAACTCGCATGGACGCCACCGAGTGATAAATACTTTCTGAATGCTTCATCCGAAGTTGAAGGCTCCCCTATTCCGAGGACGAAGAACGATTCCAGTACCCCATCGCGTTGATGAATCCGGCCTTTAGCTAATAAACGCATCACTAAACGCAAGTATCCGATGCGAGAATAACTGGAAAGCTGTTCACTCGCGACATATTGTCGGCGGAGCCGGCCCGCGACGACCACGGTTTCGCTGTATGTCCTTGTGACAAAGGTGTATAGGCATGATTCGCCATGGTCCGGGGGGCAGATGTAACTAATAGTGGTCCCGGCAACCCAATCCGCGTGCTGTAGGCTGCCGGTTTAGCGCCGCTTAAGTTCGCAAGTATGTCTATGCATCGGAGAAGCTAGCTCTCTAAACTTTGCTTGCTCTGGTTACCCCATGACGCAACGGGCCGCACTCATTTTTCGTAGTTGCGCTGCGCTATCTAGTCGTGTCGCCTACTGTTACGTCCCGGATATATTACAATGAAGTAAGCCTGGGCAAATTACAGACATCAACCTCTCATACAGAAACGCGTACGAATCGAGGAGATATCGAAGTTGTAAATGATGACCTCAGGTGTTATGAAGCGGGTCACACGTCCTGGGGCGCTATTTTCACTCCCGGTCTGGACGTTACTACAGTTGAAATACAGAATACACGTCGGAAAATGATGAGCGTTTATTGAGAGTTAAGAGAAGACCCAACAGCCAAGGCGAAAGAGCTCGCAGGCCGCAGTAAGATCCGAGGCCTCACCTGCTTCCACGTCCTCACATCCGTCTCGCTACTCTAGCAGATTGTTTATAAAACTTGGAAGAATTCAGAAGCCTGAGCACTTGGTTGAACTAAAATGTTAAATCCCGCTTCCAGCTCTAGAACAATAGCTGGTGCAATGACTCCCAGTCATGGTATTTCAAAATTTTGGGATCTAGAATGTATCGCAGGCCTCGTGTGTGAATCGCTACCACCTTTCGCTCAACGACGATTTATAATATTATAGAGTAGGAATATGGCAGTACAAGTAAGGTAACCAGCATGCTCGGCAGCAGAGCCTGTATCTTTGCGATGGTTATTAATCAATCCCTTCCAACTGCGGCTACTTAGCGCTGCAGCAAGCGTTGTAACCTGTGATATACATGGCTGGCACAGTCTAGCACTACGAGTACAGCTCTGGTAACCTCGCGTTCATATTGCAAGGCGAGTTAAACCATAGGGTTACCAGCATATTAATACCTTAATTACTTCCTATAACTGCAATCATTGAGATAGCTACCACCCAACGGACTGTACGTGCCCTTTGACGACACCTACTCCACGATTAATATGGTTTCGGAATCGTCTGTAGATGGTAGTTGCCAGCACTCACTCACCAAAGCGCAACAGACTCCAATTACTCAGAAGAGGTATCCCCCTACAGAATGGCTATCGACATGCAGTGGCTTCTCTCAAAACTCGCTCTCCGACTCCTTAGAGATAGGCTTTTGGGAAGCAACGACGCCGTTGCGGCTAAGGTTCCTAGTGTTCTCGCTACTACCAATCGAGTGGTAACAAAGGCACCGAAGCTGGGACAGAATTTTGGTCTGAGAATTGCTGACAAGTATACTATCGGGTTTTCGCATGCATAGCTTCAAGATAAGTTATTTCCTCAAGTGAATGGGAGGTTGGCGGGCCCCTAAGATACGGGCTCAACTCTTATGCGTACCTTGCGGTAATGAGTCGCCCGTATGATGTCTACTGAGGGCCTCCGGCGTCGATCGCTTGAAGAAAGCAATCACGCGGTTCGGGTATCACCCGGATGAGTGACGTGGGTGGTAGTCACTATGCATGGAACCAATAACCTACTCCAAGTACGATATGCAAGCCACCCTGGCGTGGATGATTGACTTCGTTACTAGCCCCCCTTTAAGTACTACAGGATAATGTGGCTATGGCGCCTACAGATTTGTCGGGGCGGCTCCCTCGGTTATGGTTAACCCTTTACACCTATTAAGAAGTTGAGCCACCACGTGTTAGTGACCGCCATTCGGGGTCTTCCAACTGATCTCATCGAGGTGTTTTTGCGCTGTGCGGATCTTGTCGAACCGCACATCAGCTTACGTAACGTGGGTGGAGACTTAGCACCGCTTTCAGACTACAAAATTTCGACTAGACGAAGTGTGATAGGTCTAATGAACAAGATAGCCGAGACGGTGGTAGCCTCCAAGAGAACATCTCACGAGACCGACTATTAACCAGATGCTCAAAGGGGTCCCGTGTTCAATCGCCTCTGCCAGAATAGAGAGTTTGAGATTGATAACATGAACTGACTACGACACATTATGAGCCGGATCCTGAGAATGCAGTTGCTCACCAGGCGAACGACTAGTTTAGCCCTATGGTGAATTACTGTTACTCGGCTTCCGCCCTCATTCGCCAGGTGCTACACTCAGGACTTCCTAGCACCTGGTGTAATCGGTCAACCAAGGACAACCTCGGTCACTGTACCCAACGACCACATTGGGCCCCCGGGCATACATCGCCGCGTTGACAGCAACTGAACGGCGAAGGCTGGGTCGACGCCTCATTTGCAGAGACCAGCGCCCGTCCTTAGTGCGTGGCCATAGAGTGTTTGCTAGGCCCCAATGTGAGCGTACGGAGCTTGGTCTAGACCTAGAAGCTATGGAGCACTGTCGGGAATGCGGCTATATGCGTAATCTCGTCCGCATAACCTAGCTTCATACGTGACATCTGGAGACCGATCAGGGCTATCCAATGGACCCTTGGTCTCGTTAAATAGACCGCACGTCTACGGAGACACGATGAAACTTCCACTTCGTATCACGGGGCTTGCCAGGTAATATGCTGTATTGGTGAGACTGGGAATAAAAGTTGTGAAGTTGAGTTGATTCATTCGGCCGCCGCTCGGTCCCTACACCCAAGACAGAACGCATGTAATTCCATGGAATTAACATCGGCCCTCGGTAGCTGGAGCGCTTAGGGGATGAAAGTGTGTGTTGCGCCGATTGTCAGTGGTCCGATCACCGCGCGCATTCTGGCGGACCCGCGTGGCGCAACACGCGAAAATTTGAATCTAAAACTGGGGGTCGTTTCAGATCGGTATAATACCGGCTTATGGTTGTGAAAGCTAGGCCCGGAGAAGGCGGAGCCAGAAGAAGTGACGCTAAGTGAGCGAGTTTTGAGTGACCCCTCTCTCGTCTAGACGAACTCCTCTAAGCGTTTCCGTATGCGGCGTGTTTCAAATCAAATTATATAATCATGGGTAACTCATTGCTGCCCGATATATCGGGGAGGGGGGTAAGCATTCATTCCAAGGATAATTTCCAAGTGTATTTGCGAACCTCCTTCGGACATATTAAAGCTATAATCGAGCCTACCAACTCGAGCAAGCCGTTTACGACCTATCATGACCTCTTCATCAAGCCTACTCTTAGTAACACCTTGCGAGCATACGAAAGGTCCTGTAATTCCAGGTGAGGGGTGCTATTTCGACACCGAATTTCTGCATGTACAGTCTATAGCCACTAGCTTTACTGTTTAACTGATCTTGACAATTACAAGCAGCGCATCACAAAAGTATCCTGCCGCCACATTAATAAACGGATTGCCCCTCTGCGACTCGCTATTATAGGCAAGTGCCAGTTGGTATTGCCAGTAGAGCTAGACATATAGAAACGCTCTGATGGTATCTGCGTACAACAGAGATAGGCCGTAAAACACTTGGTACAAATCTACCAAGGGTTCCATTCGTCACTGCTAACTACTTTCGATACATCAGGTTTAATGATGGTAAACTCTCCAACTAGTGTCGACCGCGAGGTAGCTCTGACATATAACAAGTCATGGTATTATCGTCTACAACTATTCCAGGATTAGCTAGGCGATTGGGTCATCTTGCTGGGGAGCGCGTCCTAGTAGATCATGAAATTACATGACGTCACTCTTCGAAATAGAGGATGGTGTCACACTATCGCGTGACGAGTACAGCGCGGGGAATGTTAAGGTATATGATCCTGCTCTCGTACGAGACTCCCTATTATAAATGAACCTATCAGACGTAACGGGGTGTCGGGTCGAGCGGCAGAAGGGGTGTGAGGGCGCGGGCCTTTAAGCCCAGATTCGCTGGAGATGGCTGTTGGCCCTTGCAACCGCAGAGTAGCTCCAGTTTTTTAATGGGAAAACAATATCGACCCTGTATACCGGTACGCCTTGATGACGCAGGTCGTTGGCCTGACTGCTTACTCTAGCGAACTGGCCATCAATGCAGCATTTTACGCAGGGTTGATAACGGGTCACTTAGATGTTAGTAAAGAGTATCGCTGTCTGCCAGTCCATATGGAGCTCGATCACGCCGTTTAATCAGGACTCACTCGTCTAGGAAAGCCTTATTTGTAAACTGTGTTCCCGGCTCACTTTGCTTCGTAACCCCCACTACACCCGCTTGCCGCTTCGGTCTTCAAATTGTGTGTTCGTAGTGCTATACCCTGAATCTTAATAGAGTGAACCCTGGGTTAGAGCTACACATCGGCCGTGCTACTGTAACTATACTGACTTCATGTTTGCTCTACGCCCTTCTTGGCTCGATAGTAGGAAGTGTTACGGGGATTCATATCCTCTTTGAGAAACCCATTTACCCGCAAATTGGTAAGTCTCTTCAAGGAGACACAACCTTAAAAAGATATACTATATATGGAAGGCGCGACAATTAACTAACGAGATGGGTTCAGCGTGAAGTCAAATCCCCCGTTGCATGCGTATCTCACCTGCGTGGCTCGGGGTTTGCCTAGCAGGCTGGTGCTGTGTAGGTTGCGGCTCGACTTATGTCTGAGGTTTCCCTTAAAATGTGAGATCTGCACCGCCGCGGACTCCACCGATTCGATTGTATATGTTGAGAGAGCGTACATCATCCCTAAAGGTTGCACGCCTCCGGACCATATCACAATCTGATTCTTTGAATCCCTTCAGAGATACGTTCCGGAGAAAAAAAGTACTGTGTGTTCTTATACGTTCTCGTTTTGATTCCCGGTAACTGACTTGAACGACAAAGGGGTTTCAAACAGAATCCCTTTGAGATCGCGTTCTCGAGTCCAAACCTGCGGGCTGCTATACCATATTCCGGCTTACCGAGGGTCGAGAGAAGTAGTCACCGTGTCGATAATCGGACGGTCGCCTTATAGGGGCGGTTTAAGGGTAGACCTCCGGCTGTCAGTCTCAGTAACAAGGTTCTTTCGCGGGGCGCGGTAAGAGACCGCAGCCAGATTACGCGCGCGCGCATCAGGACCGCCATGGTACAGGCCTAACCCAATATTCAACACTGGTAATGAGTCTTTGGTATCACGTTACCTTAGCTCCGGACTGAAAGTGCTCAACGATGGGTCCGCCACACTCGTCGTCGGAACCAGTGAACTTATTCAGGTGAGTGACGCACTAAGCAGATCGAGGAACTCCGTAAGCGGAAGAACGATTATCCAGTGTCGAACCCTACCTGTTTCCAGGGTGTCGAATTTCTTTGTCTCTAATATCGTATAAATCCTTGGCCTGTGGTCCTGCGTCGGATTGATAGACAATAATTTCTCCCTAATGCTAACTAGTAGCTGGTGAAGTCGTCAAGGATGTCAGTTACGCATTTAGAATATATGTCGGTAATTACTTGGGTACGCCGGAGAGAACATTTTCACCGGGATCGCAGCGCTGATTTTGACCGTCATACTGAGCATGAGCTATAGCGTCTAGCGAACAATGAGTTAAGTGTCATTGGTGACGACTTTCAAGGATAATGGTCGGCTCGCAGGGCCTCTTGGCCGGATGCCGGAGGACAACGCGATTACCGCTAGTCGACCTCTGAACAATGTTCTTGTTCACGCCAACTGATAGCTTGCCAAAGAGTTCTCAAGTACTCGGAGGGGGCAACCGGGGAACCCACTAACACACCGAGCTTTGGATGCGTAATTAATCGGGTGATACCTGGATGAGAGCAGTTGAGCTCAGCGGGAAGAAAACGTAGAAATCAAGTTATCACTAAGAATAGTCCTCGTGAATCACATTGGTGCACACATGCGTGCCGTTACCCAGAGGATTGATTTTTCCTATCGGAGCGAAATCATAGGTCCTCAATAGGAGTGCTATAAGGGCGGGTCAGCACGGTGCGCACAGCCCAACTACCGAGATTTCGTTGCACCGCATGATCAAACAAGGGCCGCCCACGGTACCGCTATGGATCTCATAGCGCCCGGTGACTCACACGTGAAATCATCCACTACGCAACTCTACCATGCTATTTCGGGTACAAGAATCCAACCTGGATCGGCTAAACAGGTCTTGGTCATACCAGGAGGGATCATGGCCGTTGGTCCGCAGCACAAGATCGGAATATCGACGTATCGATCAAATGTCGTGATGGGCACTGGGACTACCGAGTCGTGACCTTCGCGATAAGTTACGTCCGATTGCCTATGTAGGGACCGTTCTATGGTGTTCTCCTGGGAATCTGTTTGCTTTCGACATGACTACACCCCGTCGGACGCCGTCTTTATTGTTCAGTCACCAGACGTAACGTCCTTAGAGTACCAAGACGCGGCACCATGTCCGTTTGCATGGTTGGTTTAGAGACTATAGCCACGTTACAGTTCATCTCGAACTCAATCTTGTCTCACTTCCATTCCAGTCGACTGACACGGTCGAGGGCAGTAATCAACGGTAAACCAAACAAGATAGAAATTTAGGTGGGTGCCGATCTAGACAACGGGCCGTTGCGCTTTAGTTCCCCAGGGCCGGGTGCCTCTCATGCACCATAAGCATGATAGTAAACGAGTAGTGACTAGCCCACACCTCTCCAACGACAGTATGCCGCAGATATCGAGCTACGGACCACGACTCAAAGTGGGATAGCCAAACCGGCCGGCTAGTCATCTGATCGATACGACGTAGGGACCGAGAGCCGCGATCGTTGTGGCAGGCGTGGCTACTTTGGTTTTTCCTACAATGCGAGAACGCCATGCACAGCTGTAGAAGCTGTGTTTTAATGCCCCGTTGTCGTGTCCTCAACGTTTATGACGACTGTTTCACGTATAAACACCTAGTGAGCGCTCACTTCTTGACTTTATGTGCCGATATCGAGAATGCGGTGAGAGACTAACTTGCCAATACCTCACTCCATTAGCCTAGGCTTGAACGGAATACAACGTTTCATGACTCTTCTGTTGGGCAGCGTTGATTGGCACCTACTTTACGCTCACGTGTGAACACACAGTGCTCACATAATATCAACAAGTTTTAACGAAACGGAACCGCCCCACTATCTAGCGGTTGTAATTCCACGAGCTATTGAAGCATCTGGCCCCCTTTACAGGGCTGTCAAAATGGACGGGACGGGAATGTGAGACGACGAAGCCTCACTGGGGTTGAATAAGTGGGTTTAATCTTCATTTATCGAGCGCATGCAGACAATCAATCTCTTGTGTATATAATGCTCATATGCTATTCATTAGAGGTTCTTTTACGGGCCGTCCGCCCTTGCTATTTTGGCTACGTTCGAGTCGCTCCTGGAGCGAGGCAGTCGGGCACCTCATAGAACTCGACCATATCCGTCAGTCGATACGCAGCACAATGCTTAGACGTGTCGGAGCCCAAGCTTATTTAATTACGTTCGGCACCTGTGCTACAATTGTGCGTCAGAGCCGCACGCGGATTTAGCCGAAGCGGAAAATATCGCGGGATGGTATACACTCTGAGTGCAAAATTGTTCGGGCCTTAGCCACTCTGTTATTCATATTACTATACGGGACAGGTTCTTGGCCAACTGTAGTATAACGGGCACCTGAACGTATATAACCAGGACTAGTGGACTCCAGCGCCTCCTTATCACTGCATCGCGCCTGTGTGTGAGCAATTGTTGCTGAAAGAGAGCACGCCGGTGGGGAGATTCGATTCCATACATGGGGACCGACTTTATGGTGGGCTTGGTGTACGTCTAGGGCTGCGAGTTTATTTACTGCGGGGTAGTCAATTCGAGGATCAGGCCAGCGATATGGCCACTTTATCCAGTTAGTGCCGTGCGGGCTAACGTGCGTCCTGTCCGGTTACCCTACGGTCGGACACTGGGCCCCCGTCGCAGCCGTGCCCCCAGAACCCGAATGTAGTTTCTTCTGATAATAGGCGAAATCGGCACCTTTTAACGAGCTACTTGTTGTAGCTTCCGTTAAGGCCGTCTGACAACGTTTCGCGTAATTTAAGATTACCTGTACACGACGCCCGTGGCCACAGCGGGTTTTCGATTTGGAACAAGGCAGAATGTCGTCGACATATGCTACACGACATGAACGAGGTAGAGCGGGTTGGCTGTTTGAAGGAAGGGCGGTTCTTTGTGCGGCGCAAGCAACTTACGCCTCTTGATCCCGGCCCGCCCACTGGCGCGAACGGCCCCAGACCGCAATTAGTCATCAACATAGGAAAGCACATCCACGTAGTCCACTATCTGTCGAAAAACTGGACGTAAGGGCTCTCACGGATACGCCCGCGGGAGGATTCCTGCCCGTTAGCGCGTCAAGACGTTGCGCCTTAAAGATCAACAGTGAGTCAGTGAGGCTAAATCTACTCGTCATAGTTTCCGCCAAATGACCGGAGGCGGCCTCGAACCGCGGCCTATCTGATCGCTCCCCCCTGTCGGGGTCATAGTGTTCTAAGATGGCGAAGTAAATCCCATTACGTTGTCAGTATGACACGGCACGGGAACGCCACTAATGAGCCTTGTAGCGGGTGTGAGCGAGTGTGAGGAGGATTTCCTACCGTACTAAATGATCTTCAACGCATCGGCTTAGACGATTTGGCCGACGCCCTCAATCAGTCTATATGGGACGCGTGATCAGGATTGGAGGTCGCAATTATATGAAACAAACGGATTCATTGCCATGGGCGCATTCTTAGAAAACGATTGCGTCCGGACGTCAGCACATCTTTGGAAATGGCGGCGATACAAACATTATCGAACGATGGTGACCATTTGAGAGCGTCCGTTGAGTGCGTATGCCTAGCATGAAAAATCCTACGTGCTCAGTTACTCAGAGCCATCATCAAGTCCGAGGAGGACTCCCCAGTACCTTAAAGGGGAGTGTAATGACAGTGTAAGAGATGAATAGTAACCGCCGGCTGCTGGATGTCGGGTTCAGCGATCTCACGCGAACGAAAGCCCGGCAAAGCACCTGCCGACTAATCAAAGCTCAATACTCGGATCAGTGCTTGGATAAGAAAATCGAGAATCGCACAGGGTTGAGATAACCGAGCGGACACCGAAAGTTATATGGGGATTTGGTTGGCCGCAGCCAGATGTCGGATACCTACATGAGGAGAGATCTGCCCTGGGTCGTTGATGGCATGCTGATTACAAGGGCACCTGGATGGTCATCCACATCCGCATTACGCTCGGGCACAACGTGCAATCACGAGTCTGGATATGTGCGCACCTTTGACCCATGCCCACTAGACTACCCCTACGTTATACCACCTTCGAGACGAAATTGTACTGACTATTCGGGGGGCTAACGGCAGTACGCAAGGAGATTGAGATTCTGCCAGTATTACGTCGCCTTTTGCGATGTTGGTAGTAGCACACTGCTCTCCATCAACCTTTTTAGTACGACGACTGTCTGGCGCCCCTGGTTGAGCTATTCCCATTAAAAGGTTAACTGCGGGGGAGAAAATCTTGTCTAAAAACAGGTGTGTCTGATAAAATTCTCATCGATTTTTTATGCATAGACTTAACGGAAAGTTTCCAAGAAGCCTTGCACCGCCCCCGAAGTGATAGCATACGTAATGTTTAACTGCAATCCCGCAAAACTACTATTCATACCCGAGATGGACTAGACCGTAGATCTCGTCTCTATACAAAGCACGCTGACTACGGATCATCGTAAGCGGGGGACATTGTTCTCTTCAATTCCATGCGACGCAGAGACTTACTTTACTTCCATTGGCGTGGGCGTGGCCAGCTTCCTATTTGCCGAGCATATGTGCGGTTGACAGCGATACTGCTTCAGTAAGGTCAGGGTCCTGGTGTTGCATACATTGATTAAACGCATCCCTAAAACTTCCAGCGTAGAGAAACTATTACAATCGGGCGACTATAGGCGTTTATCTAGCGCCGGAGCCACACTTCCTCACCGCGGCCTCTGCCCACTGCGCTTGATAGAGTAGCCTTTACCCGGTTGTTTCCAATCCATGGGGATGTAGCGCTAGAATTCCTGGGTCCAACCTCCCACTGGATTTAGGTTCGCAACCTTTGGTGGTTCTAGGATCGCAATTCCGTCAAGATGCAGAAGCCTACTCTCCTTCGTCGTACCACGGAACTAAATATTAGAAGTTGTGACCTCGGACGGGCCATGACAGATTCTCGTTAGTCTCGTTAATTGTTACATCGGCACACACCCGAAGGGAATTGTTGCCTTCACCCACTTCTTTTTCCTAATGGCCCGAACGGAGTGGCAGACATACATCACATCTATGATCGTGGCAGCACCTACTGGTCCACCTACAACAACGGTCATACAGGTGAACGGGGTTTGCAAGGAGAATGATAGAGCCAATCGGGGATACCCATTAACCATTAGCGATCATTGACTCTAGATATAATGTGACTAGCCACGGACCATTGGCCTATCAATCTTATTTGGTGTTCAACTCATGTGGGGAACTTTCGCTGTTGTTACTACATTTATTGAGCATACCCAACACTGTTTCTGCCCCTGGGCGAGCATAAGCGGTCAGGGGAGCTTTAAACTGGACTCCATGTTCGGGCTGTGATACTATGAGCATGAAGAGGGTGCGTAAGAGGAAGCGACTCGAACTAGGGGCAGCAAGAGGTAATGGCTCAGACCTGCAACGCGGAAGGGATAGAACACTCTGAATGAATCTGGCTATGATACCTCGCCCCAACCGTGTCTTAGCCTGCGAAGCCTTGGGTAAGGTTCATGTGCCAGTGTTCTCGCCCCAGCGGTGCCCGCTAAAACTACCGTACCAGATCGCATCAGCTCCGTCATCATTAGGACAATTACAATATCCGCGGGCGACCCGTTTATAATCTGACATGTTGCATAAACGGTCGCCCACCTTTTACGACACGGCCTTGCAAACCCCAGAAGTAACTTTAGAACCCTAGTTAAAGTTTCTTGTAGGGGTACCATTAGAGTCTTCTGTTTTGTCGAGCTCCCGCACGCGCCATCACGGTCCCCCCTAGCTTACCTACTAACGTACCCATCCCCAGAGTCCTCCTCCATGATTATGATATGCCTGGCTCTAGGGCAACCAACTATGCCGCCCATCTTTGATTGATTTTTTCCGGGACCATGGAGCTCGACAAATTCTACTCATCCTCGCGGAAGTCGTCGCATGTAAACCGTCGGAAATCACTATCTTCCCGCCGCTTCTTAGTCCCAACACCCTTACTCGACTGGCTTGCATCGCTACGAGCGTTCCCTACCAGATCCATCTTAGTCAAATGGTGTTGGAAGCGAAACCTCCTTAGCGCGTGGAGATCGGCATAGGAAAGGCATCTAGTGACTCCTACGTGCGTTCGCCGATAACAAAGGGGCGAACTGTGCAGTATAGACCGACGAATCAGTCCTATGGGAGAGGCATAACAACGCCCACCCTTCTACCGATCTTCTAATCCGGGCATGGTTTAGTCGGTGTGGTTTCTTGGACCGCTCTTACCCAATGGCATTAATCTCTCCAGTCAAACAGAATTACGCGTTGCGTGCCAATAAGCGCGGCTGGGTCGCCGTACGTCCAATGCTTGGGTCTGAAGGGCTGGCCTAACCTCGTCTCGCAGGCCGAGGTGTCTCTCGGTCCTGGCGAGGGCCACTTGACTTAGCAACACAGGTACCGCGTCTGTGACGAGTCTCTACGTCGCTCAACCGTTAATCTACCGCGGCTCATGAGGGCGGCCAGTCATGACTCTCGCAGTCAACTACCATCTATCTCTGCAACCGTAAGACGATTTATTAGGGAGTAACTTTTCCGCCTGAGTTCATCACCGCCGCTCACTTCCCCCGCTACGAATTTCCATAGACTCGGGTCGTTTCCTAATACCCCTGGCGACTTTGCGCGTCCAACCTCACACTACATGTGGTTGTAAGGCTGGAGATTGATAAGCGAACGCACAGGCACATTGACTGTGACAGCGGATGGAATTCATAACAGTGGCTCATCTACTACAATGGTTCATATCATATTCGCGAGTATGGTTGGCGTATGAAAGGTCCGGGTGCAACAAGATTCCCAAATGAAGCCAAGTTATACAACATGTGGGTGGGTGTACATCCGTTGGTTCGTAGCTGCCGGTAGCACCCGAACTCGAGCGGGACAGACAACCTCAAGCTACCAGTCGTGGGTAATTATCTAACGCTCTTAGATTGAGGTTATTCCCGATCGACTGACCGTTCTCGACTTTGCCTATGCAGTGCACGGCTTGTACTACACACTTCCGTCTCAACGGCTGATCCGGATTACCGTACTGCGACGGGATCCTATCTCAGCTCTTGTGTATCCCGCTCTTTCCTAAAACTCTCTTAACTCCAACTAGCATCGGGCGCCAACGGGTGCAGGATTTTGATCACCCTCTCGTAGATGCCCCGACTGATTCGGACAGGGACGTTCAGAGGTAGTCTTCCACCCATGTGAGATACGAAGCCACGGAACCTACCCGCTTTTAGACATGGATCGAAGGTGGAAACTATGAGAACCCGATAAGGACAGTGGTTCAACTAGCGAACAGAATTATAACGTTTCGCCTTTAAAGGGAAGGGTAACATAATCATCAAACTACGCGCAGCTACAAAAATCAGTCCAGTGCGAGACTGGACATCGCCGTTGAGTCCGCTGGCGCGTCCCATCAAGAGACAATTCTGCCATATGGGGCACTGTTGACCAACGCGAATTTAGTTATGATACATAGCCTTGAAACAGAGTCCCCAGGATAGATTCATTGTGATGGGCGTGGGAAAGGTACCGGAAATGGCATTTATGGAAGCTCTAAGCGCCGTGAGACGGTAGCTTTTGCGGGAAACCTACTCACTCGGGATATTCGCTGGGTCACTCTTCCCTACTGCCATAATCGTCTCGGTCTACAGAGGTTTTCATAATGGGTATTATGTACGCTGCTAATAAGTGATGCGTAGTGGGGTCGGTTACTATAGAGCGAGCCTGCGTCCATATGCAGGCTTCTCTGCTTCCTTGAATACCGCTTGATACTAGAGGCGAACTACTCTCAAGCCTCTACTGATCCTCTTTACCTAATGGGTACGTAGCTCGGGAGGCTACCGAAGCATACTTGTGAAATAATCACTTTTTCTCGATGCCAAGACTACCTGCCGTTCGTACAAAGAGCAGGTCCCCTCGAGAAGTGATGCGGCGGGTTAGGCCCTGAATTTTCGTGGCTCTTGAAACCTCACGCAAATGGATTTTAACATGGTGCTTGGAGATAGTCGGCCGCAAATGAAGGCCGGCTGTGCCTCAATACTTGTAGGAGGTTCGGTAGACTGTGCGCTCCAGCGACGACGGGGAAGTGGGGTACGGATAATGTTCTAGCAACGTGGTTAAGGAAGCTTGCATGACAATCAGGTAGGCAAGATGGACTCTTTTGGACCTACTGTCAACGCGAGGTCAACTGAGGCGAGAGCTGCTAGTTTTCGCCTGACTTGTAAGTTGTTCACAGCCGCCTTCAGCACATGGGATCGTGCAAAACTCAAGAGTTTATGACCCGACCAGCTAATTGAATGAGGCCGCCCCGTATTCTGAAAACTTGTCTTCATTACTCATTCAAGGGCCTTCGACGGGTACTTGTTTGACCAAAGCACGATTTATACGTCATCTCTCTATAGAACAACCAAGCTTCTGCGGGCTCCGCCCCCCGCTTTGGCGGCTCGGTCCTCGACGTACCCCTACTTCCTCGAGTCCTGTGAAATGCTTCCTATACTAGCTGACGCAGATGAGATACACTTACCACTTATGATGTCGTTGCCCTATATACGAAAGACTGCGTTATTCTGGTTATTGCCACTGATCTCCGAACAATCGTGGCTTGTCCTATTTTTAAGTTCAAATCAGTGTTTGATTCTACGGATGAGGTGACCTATATTGTTGGGTAGCCAAACAGTATCAAAAATTCCGCATTTCGCCAGCGAGATCCGGCAGTATGTTTTGAGCAGAAAATGGGTCGAGCCGATGTTCTCCCGTCTCTAGTAGGTCTATTAATACCTTATTGATCCTGTCCGCCTTGGAATGACTTGCTCCGACAGCCCGCTACCCGATCATCCAATCTTTCGCGATGAAACCAAGTTTATAGTCGACAAGACCTGTGCATCAGCAGAGAGTGCGTCATACTACGCCAGTTGCGTCTGTGATATCGGAGAGTTTCTTTCATCCGCTGATTGGAGCGTCATGTGGCCGACACCTCGGGCCTGGTCACGGAACCTGCCAGCAGTGATGATTCTTCATACCAGCCGGTGGGCTCGCAGCGCGCGACAAATCCTAAGTGTGGGAATCTGGTCAAATTCAAATTCTTCATTTCTAGCCGTTTGCAACGGTTATTTCACCCAGGCCATTCCTCTTAAAGCTAGGCCCACGGAGCCAAGAAAGGAACTCGACAGACAGCTATGTGCTCTATGAGTAGCTAGCAACCGAGATCACCGTCTAGACGCGTTCGCTAAGGGCAGTCAGTCGGAGAAATAAAGAGTTAAAGCGAGGCTCTCATATGTGTTAACCGACTGCCAAGCGAGCACACGCGATCCTCTCGAAATGACACAGCAGCAATCCACACCCTGTGGTTTTCTAAGCACCAACGTTAGGAACCATGTCTTTTCCAATGCGGATCGAAGTGGACTCAGTTCTGTCCGCGGTTATCAGCATTTGATAACCGAGGGCAATCACGCGCGTGGTTAGCATAGTCTACGAATAATTACCCGTGTGCGATCCCACTGTGACATATCAGTTTGGTCAAAAGGGGTCAAGGTCAACGTTATTGTGGTACTCTAGGCGCTTGGATCAAGGCAGATTCACTGTACCGATATAAGATCCGAATTCGACGTAATACTATGTTCGCGCTCGCTTCGATTTAACAAGGAAACCCTTTGTAGCCGCTACTGGTGTGTCCATTAGTGTAGCGAGGGACTTGGCCAGAAGATGGGAGCTGCGAGGATAGCTACGGAGTAGACTATTTTTCAGGGCTCGGTCCAAGGGTAAATACCGTGCATTGGACAGAATGCCCCGGCATGTAATCAATTCCTGGAATAGAAATATTGTCGCTCCCTGGCATATGAGGACAAAATATTAGGCGTCCTTAGGATTGGTGTCCCGTGACTACGCAGTCTGTCTGTACGGCTCAGGTTGTAGCGTAAGAAAGGTAACGCATACGAACGATCGGTCCGATATTCTTATGCCAGTGTATGGGCACAGGCAAGGGATCACCAGAACACTATGACTATCTGCATTCATATCATGGACGCTTAATCAAGTGTAGACAGCGGAAAGAAAAAGCGACATTGCAAATTTAAAGGACCGCAAATTTCTATTAACCACATATACTTTGACTTTTTTCTATATATTTGTCGTACGACACTATTTGTGGTGGCGGAATCCAATTAGTCCCATTGGCATAACCGCGGGACTGCATGCTCCTCAAATGAGTGTAATTCGACCGTCCAACACCTGATATACGGTAATCAAGTGAGGAGGGGTAAATCTGCAAGTACATTTCGTGATAGCAATCAGGCAGGTCGGGTATCCACGCGACTTAATTACAATCGTAAGACCATCCAAATTGATCATTCACTTAAACTCTTTCTTTACTCAGGACCCCTCCACAATGAAACTGCAACATAATCAAACCCCCTAGGATGCAATTTGAGCCGCGGTCGAGCGGTCAGAAGAAGATATATAGGACCCAGTTCCACGAGAGGACAGAGGTTTCGTGCGATATGGCCAGCTTAACGGTAATTGCCTTGTTTCTACGTTAGACCGCGTGGGGGGGACACTGACATAGGGATCACTCTGGTATATTGAGAAGGACGACCCGATCGATATGATATCTAATTCGTATGGTTCCTCTTACCCTGTAGTGTCAGAGCCTTGTATGATCCCGGAAAAATACGTCGAACTCTCTGCAAAAGATTGCTTACCGAATCACCCCGCTCTCCGTCTGTTTTCCCTACTGAGCAATTCAGTAGGCTACACAATAAACGGCATATAGTTCTCAGCCGCTAATGTATGACGTACACTTGACAAATTGGAAGTCACTTGCGCCCCGCCCTCAATTCTATTCACCCAAAATCGTACCGCACACCTCCTCTCTTATGGGATGCCCCACTTATGTGCATGGGTAGCGCGTGGCTTGCTGTAAGTCCCACTCAGGCAAGAGTGAGCCCAGTCAACATTAAACACCAACCGCTCGCCTGTTGGTTATTCCGACCACTTTGAATACGATGAGCATCATCACTTACATATTTTTCGTTAAAACAGCCAATTTCGCACTGATGCACCGTTTTGGTGAGTCGAAAGAGTCTCGCGGCGCGACGCCCCTCCCAGGGTGGTGATCCTCAACCCGGCTCCCACCCTCGTTTCATGTTCGTGTCCGGGTACTTGTGCCGACTTACCATCGAGTGAGGGCACACTAGATATACTCGAGCTGGAGCAACCATACGCGGTCAGAAAATGGCTCGTTCTAACGTCACCCACCGAAGAGTCTTTAGAAGCTTCGCTCGATGCACTCGTGGAGCAGGCCGAATTATAGCCTACATACGCTGTGTTCTTCCCTCGGAGCATTGCGGTACTACGCTGGAGCACTCGGGCTCCTGTGAGATGGAAATTAAAGGCCGCAAGTGGTTCGCTCCCCCGCGTGTCCAACCGATGGCCTGATGAAATATGGGGCAAATACAGTTGTACGTCTAGCCTCTAGTCGCACCGTATGTCGCGTTTGAGGCTAGTCACCTCCCCGGGCGCGACCAGTATACTGAGCTATCGGAAGTCGGCCACCACCGTTATAGCTCAGCACGGCAAATACCTTCTACGTATAGTTCTCAAGCGTTGCGACACATGTCGCTCCTCTTCGACACCTGAGAGTTCAGTCGATCACATATGCCGCGTTACCGTAGTCACAAGCTAAAGGATCTGCGTACGCTCCCCGTTGCGATGGCTACCTTCAACCCCATCTGTACCACTAATAGTGGGAAGTAATATCTTGGAACTTCGACAGGATGAGAGGTGCCACGCCTAGACTTACAACTAGTAGATTCTGCCATGGCGCCGCAGGCCATAAATCTACCGAATCATAGCCTAACAGACGGCAAGCAGGAATGTCAGCCACTACTTCGAGTGATTGCGACCCATCATCTGATGGTGGTTTCAAGTACGCAGGTTTCTGCTTCATTGAATGCGAGGAGAATGGCATATGGTACGGGAACCGCTCGGAATCTTTACAATTTAAGGAGTCCGAAACTGCCGAACCTGTTCCTTGAGAGGTGAGCGTTGCCGCTAGCGCCAGAACTCTCAGGACTGTACTGGGTGAAGGCGGTTTTATGTGGTAAGGATTGTGTGGGAGTATCTAACTTATGCGATAAAACCTGGTCACTGCCACAGCGGCAGATAAGTGTACGGGACACTTCGTGCATGAAGTCCGTGGACGCGGGCCGTAGTTCTCATATTTATGATGGATGTTGAGGGGCCACCTTGCGCAGCCATGGCGCTTGCTTCGGAGGGGCCACGAACGATTACTTTTGGTCACTCGGTCGCTGACTCAGACTAGGAGTCTCTCTGGCAGTGGGGGCCACTAGCTGGCATGTGTCCTGTGTGCGTTTTCTAATCACACGACGATTGTGCCGCGACTGGTAAGTGATGTCGAGCCAAAGCGCAAGTTGCCGTCCCGCTAAAGGACCAGAATCGAACAAATAAGATTATAGGTAGCTGATGAGATTTTGCCGTGCCGTCCAGCGCTTTTGCTCTTTTCGGCGGGGCCGTCTTTAGGTCCTCTCGACTATCTTACACTTGCATATTAGCCTCAAGGGTTACACCCAATAACCGCAAATCCTACTAGCATGTAAGATACAGAGCCTCATTTCTAAGCATTAGTCTCCAAATCAAGGAGATTGCTCAGTCCGCCAACCAACTACGCTCACCAGGCGCATGAATTGTGAACGACCTGCCTGCTGATTTCCCGCCGGTTCCACGGGTTCCCATGTGATGAAGAGCAGTGTATGTTGGCTGTGGGCCTGGTGTGGCAAACGATGGATTCAGTTTTAGGCATGGACTGGGCTCGGTTGGCCGTGACACAGGAACTTGAAGCTTCCTCCTAACACAAGTAGTAATTGACATAGTGTCGTTTCCTATCCGTTCGATACGATCATACGTGACATTTAACAGCGGAGCTGCGAGGGCGTCAGTAGCAGAGTGAGACTGCAGACCAACCGCTTAATTAGTGCGTACTCCAATCTTGGTCACACTCATTAGTTGTAGGGACACATTCACGGGGATGGCTAGGGGCAAGAGCAGGCGCTGACTGAGTGACCAATCATGTCTAAGCCTTTTAATGTTGCTAATCTATCTACTGACATGCACAAAGGTGGCCTTGGCGCGAGGGTGATTTTACGTGCCTACTACCGACCTCTCCGCAGCAGGTACGTTCCGCTACTATAAGAATGACTTGAACCGTCAGACCAACTTGGACCAACTTTGGAGTAAAGTAGGCGTAGTACTTTTCGGGAATTTTTCGAGTCGCCATTCGCCATAGCTTTCGACGTCATGGGAAATAGCGGGAGGACTTTCGGCTATTGCCCGCACTGAGGGTGCCACCGGCTGAAGTCCCCTAAGCTTGGTGTCAGGCCCCAAACTCGTGGGTGAGCATAGATTAGACTGTCCCGGGCAATGAAAGTCCTCATTAGTTTGTAGCAGGCTCCTACTCAAAAAGAGCAAGCGGCTGCAGAAATTCTGTATGTTAACGTCTGGTAGGCCTCCACAAGTATGTCTATTGTTATCCCTGTAGTCGAGAAATATGTATGTTCCACGACTAGTACCGATGGTCCAGGTTTCAGACATCAACGAAGACAACAAATTTGAACCCAGCTGCTAACAACGTAGCGCTCTTATCACCTAATTATGTTTTACTCTCGATGCCTTATAAAAGACGCTTTGCGTACGTTAGGAACCGCAACACGAAAAACGTACTGAATTGTTTGCATCCCTACCACAGAGCGTCTAGACACGCCAGCACATACACAAGGAAGATTGATTCAGCCCATGAGATATATCCGTCTCGATAGCTCAAGTGTACGCGGCAGGATTCGCTATCGACTTGACAACTCGGTAAAAACGTGAAGAGATGGTATCGATCCGGTAGGTCCTTATCCTTAGTATTGCAGCTCGAGAGGTCGCCTTCTTGCGGGGTAAGGGCTAGGGGGGTTAGGGGATCTTCGCAAACAGCTAAGTCCCCACGGTAATAATGCCTCGTACTGCCGCTGCCCCATGACAAACTCAATACAACGACGGCACTGAGCGGATTGACTCGGATATCGATCTGAAGGTGTATACGTCAATGCCGATATCATGGCCCTCTATGAGCCCACGTACCGAAATGGTGCGTCTATATACTCCTCAAAAGGGCTGCTGAAGCTTTACTGTGACACCAGTACTATGCCCATTATCAACTCTTATTTGACGACGTGCCGTCCCATATACCGCGTGAAAGTGAAATCAAAAGGGATGCGGAAGATCACCTAGGTGGTCAGTGATGTCGCGTTACCAGGGAATGACTAGGACCGCAAATTTCGGCCTGGAATCCCTGTGTCTACATAGCAAGCGGATTCTCTCAGTTGGAAATCGCAGGGAATTAGTCTCCCCCCCTAGAGATCGGATTGCGGTATTAGCTTCAACTCCTCCACTCTAAATACGAAGGCCGAAATACCTTCGAACCAGGCTTCGCCGCCATACGCTTCACTGTTCCGGTTAATCCATGGGGAGGTGGCCTTGGCTGTTTCAAACAAAGAAGAAATAAGATGTCCAGAGTGACATCAAATCCCCCACAGTCCCTTGATGGCAGTCCCCGCGGAAGTATATCGACATAATCGGCGGGCGATGGATAAACGGAACACTGTTAAAGGATCTAAAACTTTCCCAACTAATTTTTGGACCTGCCGCGATATTGTAGCCGCTCTTAACCTCCACATGGGAGGCAAGCACAACTTATTTCGAGTGAAGTAGGTGCCACAATATATCATCACGATCTATTTTTAAGGCGGACACTCGAGTTCATGACCGGCATGGAAAATCATTTTTTCCATAGGAGGGTATGTTTCGTCCATTAAGTTGCCACCTACAGACATGAGACGCTATGTTCAATGGCGAAAAATATTTCACGCGGAGAGTTACTTTCATAGCCTATATTACATATTAATCCATTAAAGCTACTAAGATACGGAGTCGTACGTTTGGTATCTAAATCGTCGACAATTCCTCATTTGTTTCTTCTACTAATGTGGGTATAGATGTCTGTGAGGCCTCAAAAAGACATACGCGTAAATTTTTCGGACAACTTAGTGCACGAAATTGTATAGTTACACGCTTACGTAGCATATACTCGGGATTTAGACCGCAGGTGGAGGACGGGTAACAAGCTCCGGGCGAGTCGCATAGTGTAGGCGAGGCACCATCGGACCGAGCTGGTGTCCCTCATACGAACGCACGGGCATGAGGCGCCACTCCGTACTTTTTTAGTGTACCTTGACTCATCAAAATCGGCACCAGGTCTTAGGAAACAAGGCCTAAACGCCTGTCGGGCCCACTCGGTGATGGCGGGTTGCAGTACGCGCTCCAACCATGGTCTACAGGGCTGAGATGAGGGATAGGCTGGTTGTGCTGAATTCATTGTCGAGGAGGAGCACCTGACCTCAGTTGCCCAGCATTGGCGCACCGAAGCGTGCGTTTAGTAGATCAATTCGCGGCCGTTTAGGAATGGGGCAACGGGAATCTTTCTCTCCGGATTCTTAAGAGATCCCCCAATCGTTCCAACAAGACGTGGGTCCAATCACCTTAATGATGGTGCCTTGTCTCTTAGCCAGCCTTTTACATTTTAGCTTCGAGTAGCCAGCGGAGATACAGACGTTCCGGAGCGCTCTATTGGGCAGAATAGACCAGCCGACCACTATGTATATACCGCCAAAGAGTACGGGAAAGAGTCACGTTTCTTCCCTCGGGTGGGTTGAAAGAGGGGAGTAAAGTCTACATGCGTACTCAACTCTCGTCACTTGACTGGTCTTAGTCCCTTACCGAAGGTGGCGCGCGCGACGCCTTACGTGTGTATGTTCTACGAAGTGGAAGTTCTCAACATCCTTGTATTATTGGGTCTATTAGTCCGGGTGATAATCCTCATTGACTGTATAAGTATGGGCCTGCGACCAGTACAAAGAATGCGACGACCAAGTTATGATCGATACTGGACTATATGCGATAGTACGGCCAACCCTAATCGAAACCTTAAAAGCTTAACGGGCTGCTAGTCGGCCGTGACATGTCCAAAGCCCAGTGATCCTGACCGATAACTAGATTGCAACCCGATTGTGAAATTTCCCAGTCTGGGCTGAGGCGGGTGGCTGTCTGCGCGGTGCATATATTTAGCCAGGCTCGATGAGCGCGATAGGGGATACAAACTGTACTCTAGCCTTCCTTTGTATTCGCGTTTTTGGTGCTGTACACTCCCTATAGCATCTATCTTGACCAGTGTCGTCAGGGAGGGGAGGGTGGGTGGACGCAATCTAACCATATTACGCCGGCTTACCGTATTTTGCTACAAGAAACTACTCGGCACCCGCGCTGTCGTGTCCATGAGGTTCACGCTTAATTTTACTAGGGGGTTATAGCCCCAGTCTAGGTACCTGGCCTGGACGCGCAGGCAGGCACACAAGGGCGCGCGACGGAACAATACGTATGCGGTGCGTGGTCTTGAAGTGAGCCAGCATCCGACGCTCTATGAATTGCTGCCTTTTATTGGACGGTACATTTCACCTCCGTTCCCTACCCCTCGCTTTCTCGATGTCCTTGAAGATACAAGTGTAATAGAAGGTTAATCAGGGTTGTTTTCTCCTTCCGGCTGGGGAGTACCTTGCACGGAGATAGCTCTCGCCCTTCTAAAGTCCAAAATACGACTGGCTGTTAGAATGCTAGAAAAACGTTTGGCACAATATGCTGTGATCTGTCTCCGGACGGCCTAGTAATCAGCCAGCTTGGCTTTTCACAGACATCTGGCATCCTATTTCGGCCATGAACCCGGCTTTCTACGCGCGTAAGCCGGCCCACGATTCTTGTGTTACCCATGAGCCCGTTCTACGGTTAGACTTGAGGCTAAAACTCCCCAGAGCCTAATGCTGTTGGAGCGCAGGGCGCATTCACTGAGGAATTCAGGTGCCCGCAACCCCGTGGTGTAAATCCGCACAAATGGGCCGTGTCGATTGGATCCCGGATGCGTTTTAGGAACGGGATCGTGATGACAGGGCAGGGCTTGTACGACTCAGACGGGCAAGTAAAGGGTACGCCGTGTGTTATCGATGCTCAATTTATCGCCCGGGTCGCGAAACCGGGAAGTCCGTCAAGCCTGCTCCGTACACTCGCCTTAATTTTATGCTTAACTCTCAGCTGTCCACAATACGAGCACGAGAGCAGTCTATTCTGTCAGCAGCCGCTCTCTGCCTTCCGCCTGCTAAAGCTAGCCTTGCTTGAACGAGCCATCCCTTGTGGGTAGCCTCGTTGCTGTTGCAAACAATCTTATAAAGCCGGCTACTCCCGGACCGTCTAGAGCGGGAAGAATACTTTATCTGTCGTGGTGGGATTCCTCTAGCTGTGCTGGCGCCCTTTGCTTCCGGCTCTTAATAGTAGCTGTGCGTTTCGCTGATTAAAATGCCGTTCCATGAAAGTAGAGCCCAAGAACGCGACTGATTTAGGGCCCTCCGCTCGGGGTGAATGACAAGGAGGTACTCCGTGATATGGAGTGCGTTATTATCGTGTGCGGGTAATAGTTGGGCCAGGCGCTATGAGCCAAATCGGTCTGACCTCGACACGCGATACCTCACATTCCACACTTGTCGTTCAATTATAAGTAGAACATGATCCCCGGTAGCTTGCCCTGACTCGGGGAAACCCCAGTTAGTGCGCTCTCAATAATTCAAGTAAGTCGGACACTTGATATCGCGTCACGGGGTCTATGAATACCATCAGTGAACCCATCAAAGGTGGGCAGGTTTTTCGGAAAGCAAGAGTCGGCATGGCTGACGCCCACGAGCTGGACCTCTACTGCAGGGCGGTCTATGGGTTGGATCTCGGTGTCCTCACACCTCCCCAGCTAGTGTAATGATGAATCTCCCAGTCATATATCCAGATACCCTCTCACAGAGCGTCATAGAGCCTCTCAAATCGGTGTGAGGTGTATACATAAGGGACCTTCATCATAGAGGATTACATCCATAGCGGATAGCTACACGGTAGTGTGCGGGAATGAACTAGCCTAACAGAGACGGGCTATTATATCTATCGTCTGTAAGCCGGGTCGCTTCTCGATAACGTCGCCCCTGCAATGAGAGTATGCCCGGGATGCCGGAAGAGCGCCCTGTCACAAGGTCTTTAACATCTGTTCCCGCGTGCCTAGTTCACGTCTACGCGGCGAGGCCAGCGGGTTGCTAGATAAAGGATCGCGCAAGAGACACCGTCCTCTCGCTCGCCCCCTAAAATCGGACACTTTACGCCTCGACATGTTCCTACACCCAGGCACGGTCTCTCTCTCTTAGGAACGATGCCATATCCCAGGGCCTATCGTAGATGGGCCGGCGCCAGAAATACATCGATGGTGACACAAATTCAGGCTCGGTCAACAAGATAAGGCAAAGCCTGCGTATGAATTCCGACCTAAGACCCGCGGCTGGTCAAGAGGGACGTGAAAGCGGGAAGAACCAAAGATAAGCAATGACGGCAATTACGACCCGTGCATCTACTCACCATTCGGTCGATCTATCAGACGTCCCAACACAATCAAAAATACCAACTTTAGTACCAGGTATCACGTTCCAACTTATACCTAGGACAGGGCGCGTGTACCGTGTTATCAGACAGAAATGTATACAGGTGCGATCTGCCCACCCGTCAAGTATCTGCTACTCTCTTGGGTAAATAGTTTACAATTCGCCGTTATAGATTATTCGATTCTTACCAGCTCCGCCGCTGGGTCATCCGTGGAGGCGCAGACTGACGCGTTTTCAGCTACTACCTTCTCGCTCTCAGCAATTAGCCCTCGCAGGGAGTGGTGACGGAACTGAAAGAAAGCATGTCTCCATAACAACACCCAATACGCGCTGCCGCGCGTGACTGATTAAGCCTGGCCGAACAGTAACAGGGGAAAATTCAGACGTAATCCAGCTGATCTGGCTATAGGCAATAGTCACACGAGGGAAGCCTAAGATAACGAGCCAGATCGTATAGCGTGTAATCAGTTGTCTGTGATCTGCCGAGGTTGACCGCGTACGTAAATCGGTGCACCATCCATAACGCTTTCAGAGTAGATCCACAATGTGACTCCAATTCTCACAAACGCCGAAGTCTCACATATACACCATGTGTCTTCCATTTGAGTTTGAGTAGCCGTCGTACCCCCTGAAGCGACGGGCCCGCATCGCTTCTTTACGAAATTTGAAGTATGGCAGTGACAAAGGCCCCGAAGGAGTTGGTTGGGACCATCATTGAATTTAATAACAGTCGAACATTTCTGCGGAATGAGGGAGGGAGTCGTGACCCCTCCCAGGCCCCACTCTCTGCGCTCCAACGGATCGTCAGTTTCTGATCGCAAGCTACCCGCGCGTATAAAAAGTGGAGACGAAAACTCCTATGCAGCGACTAGTGTGAGCAAGAAGTCAATAAATAAAGGACTTGGCGATATCCGCACGAGCGCTACCCTCCAGGAATCAAATAGTACCGTCACTAGGCAAAGGATCTGAGCGGGTCAGAGTATGGTCGCACACCGCCTAGAATCGTTTCGACAACGCACTTTCTAGCCAACCCCGTAGTAGTGAACAGCCCATACCGTACCTGGTCGCAAATCTGTAATCATAATCTCGTTTTGTACAGCCGGGACTTGGGTAACCCGGTCACCTATTATCAGTCCACATTGCTATGGCGGTTAAAGGAGTCTTGAACACGTCGGGCATGTAATTCGCTACAGGCCAGCGACGTCAATTCGTTTGGCGTCAATGGAGGTTCAAATGAGGCCTGGGAATGTGGATTTGGAGAATGTCCACTAGCCGTTGTATCAGGATCTTCCGCGTGTCCGTATTAACCCCATAGGTGGAGGGTAAAGGATTTAGTTAATAGAGGGACGATAAGGCCGAGGAGTGATGAGTCTTGGTGCGACAAGAAAAGTACCTGCAAGATTGGTTAGCGAAGCTAGGTATAGCAGGGTAATTTTACCTAGCTGCATTTTGCCTATACCCGTGTGCTGCGGAACGGGTGCTTCTACTTTTGTCCTACGCCACATTGGATTGCAGTATTTCGCCCGCCAGACCACTTTAACGGTGCTATCTAATCCGTAAGCCCAGCCGTAGCGGTAGCAGGTCCCGCCTCACCTGAGTGCTGGTGCCTTTTCACGATAGCGACAACATCTTACGGCTCTCAATAGCCTATGTACCATCGGTGCCTAAAGAGCGCTCCCCTCCAGAGATGTGGATATCTCCCCCTACCCGAACCTAACAACCACCAAAATAAGGTCTATTACCCGCTTGTACTCGGACTAGATCTAAACGCATCTGGCAATCTTTTTCATTTTGAGGTAGTATAGCATACCCGCATTGAGACGGCAGATAAAAATACACTGAGAGCCGCGACTACCCCAACAGTGCGCAGCTGTGCACCACCGTCAAATACGAGTTCCGTTTAGGGACTCAAAGAAGGGGTTTCAAGGTACCCTCATAACATCGCATCTCGGTGCGATTAAATGGAGAAACGAATTCCCCCACGCAAACTCAATCCGTGTGCCACCCCCTGCAATTATCCCTTGAGACCTTAGAGCTCTAGCGCGCACCTTGAGTCCGAGAGGCGACACATCTTCTCCTATCGGCGTGCTACCCTTACGGCGACAAGGCTAACGTTGCGTACGGCACCTCGGTACAGAGACCAATATCTGGACAAATTAACTGATACCATTCTCTCAGAGCGAATTCCGTTTCCGAAATACTAAAGTGGCAGGAGGTCCATACAAGAATGGGTCAAGCGGAAGCTTTTTCCGTGAAAGTGATGCTCGTCTCTGTGAAGGCTTCTTCGTTACCAATCCAAGTGTTTACCGGGTTTTGAACCTGGTGCTGGCCCGTGCACCTGACGTATATACCGTTTCGCTCAGCGACTCGTTGTGACGGAGACCAATGTACAATTACAAAATACCAGGGTATTCGAGCCCTACTTTATTCACGTTTTACGCATCATACACGCTCCACCCCTCCGCGACCTTAGAAGTAGTCCGAATTGTACCACGTTACTGGCGTCCCCACACTATATATCGGTCATCTCGCCCATTCGTCGTCCCGTGCTGACCCGTTTCAGACTCTTTAACTCAAATTTACCAACCACAAGTTCTCACATGCGACAAGAGTCACGCCTAGACCTTTTGCTCAGCAGGGATCCTTAATGAGTCAAGAGTTGCACAATCAAGGGCAGGCGGATGTACGATTGAAAAACAATTTCGGATCTGCCTTGAAGACCCCATGCGTACATGCGGCTGCGAGATCTCGTCGTCTGAGGTGACCCATGCTTTCCAGTGCCGGTGGAAGGAACGGTCAACTTTACGCGATAGTGAAGAAGTTTGGGGGGGTCACTTACGGCCATAGGAAACCGGTTCGAATGGGTCTTTATTAATAGGCTATGGCTGTAAGTAGGGCAGTCAAAGGCGGAGTTCACAGGCTGTAGTAGCATGGTCAGAGTAAAGTTAGGTCGGAGAACGCAATTTAATATAGAAGTACTGTACCCCTCTGTGACAGCCGTGCATGGGCATGTTTTTGCCACGATGGTACGGTTACGTGGTCAGGATTACAATGCTCCGGTCAATGACTAATGGACTTGTCGTAAGCGTTGTGGCCATTTTCTGCTGGGGCCGACCGTTACGATCCAACTGATATCGTAAACTGGTTATAAGGGTGATGGATGCTCCATCCGCGCTGGAGAGACGTTAGCCAAGGCCTACACCTCAAACTGCCGATAATCAGCTATGTGTGGGTTACCCAAGCGCAGCGGGTCCAACTCGGCCAAACGAGCCCAACAAGTATGGAAGAGATCACAGGGTTTTAGACCAAATGTTGACGAGCTCAGGAATCTTCTTAGTTTATCAGTAAGGAATATATACACGGGATTTTATAGTGTCCTTGCTTGGCGGCTAAGGACGCTAATTCACATTTTGGGTCCTTATAAACACCCGTTCGGTATAGCAGTGCGTTGGGTCTGCTACAACGCCACGCGCTTTCCATCGAACCGTCCGACCCTCTGCTTTGTCTCACAATTACACCCGGAAATACTAATCTTAGACGAATATCCCCGCATAAAAGTTTCTCCTACATGCCGCACTATATGAAAGGTCCTCCTTCCTCAACTATGAGGCGATATGATCTGACGAAAGTCACACTTAGTATTCTACCCAGGCGCGCCGACCTGCTATTTTCGCATCAGGACCTGCAGTGCTGACCAGTCGAGCAGCGACCTGCAGATACGGGGCATATCGCGTCGATGGATACCCCTTACTGACGCAAGTAACGTGTAAGACATATGGGAAGTAATGTTAACTACCGGCTTGAACAATATCCCCGAACGCTTGCCGCTTATTCATTACAGCCAACACCGGTTCTCCAGTGGCTTATGTGTCTGTGGTACTCTGGGACCGGCGGACCCGTTTCTGTTATTTCTCCTAAGCCCAGCGTAGTTGGCAATAGTCAGCATCCAGCTCCGTTATGGTCCGATATTAAAGAATGGAGGGCTTACGCTGAGCGACTATCACGCACGAGGCGTCTGACTTATCTATGTCGACCCGTGTATCGAGGAGTGGTAATCTAGTCTTTGAATCATAACATCACACATGGGGCTGCCGTACTTCGTAACTGAGGGTTCGGCAGAGGTACTGAGTGGCGCTCACGAGCCCTCCAGGACGTGGACTTCTCCAAACACAATAACTTGGCGATCCCCGGTGCTCATATTACCCGTCCCATCTCCCAAAAAATGCAAGCTGGATCGGGGCTTTGACAAAATGGCGCAGGAGGTGTCTTAATGACATTGGCTAGAGTGGCTGATACGGTTCGCACCACCCATATTCACTTGGTTCTAGTCTGTGGGATATGGCGACGGGGGAAACCATCCGGCTTGACACAGCGTGTTGTAACGGGTCTAGCCTAGTAAATGTATTGCCCCAAGACTCTGACTGTCTGTCTTCAAACCTAACGGCAGGAGGGGCCGAGCGCAGCGTTATCTGACCACCGCTTTGCAGACTATCGAACTCAGAAGAGCCCTTAACGGTTTTTAACATACTATGAAATCGGATACTCAGGTTAGGTGGGGATAGTGTCACCACAGGACAGAAAGCGGATCTCACCAGTGGAAAACAGCCTACTGACCCGTTTTGAACTTACTCAAGTTCGCCGCGGGAAAAAGAATGGGTGATCGGGGGTTCATGCTATAGACAGAAAATATATAGTAGTGTTAATAAGCTGCCTGCTCAGGCTTTGGAGGGTTATAATGAGGAACCGCCCTAGGAGAAGAGAGTTTCACTATACCGTGCATAAATATCCAGAGTACCCTGAACAAGTGTCGGGCTTAGTGGGAAAGGAGTACAACGCTTTGTTCTAAAGTTCTTCCGCAGTCGTTACGTCGTCGCAAGGTTCGATGCAAATGGGGAACAGTTACGATAACCAGTGGAGTAATGTTCCAAATTAGGCTATCGCGGCCCCATGCTGGCCGAGAACGTTTCTCATGGCGGTCCAGCAAGTCCTCCATAAACGACTAGGTCCAGGCGAGGAATCGTTGTAACATGTGCTAATCGTCATCCTACGAGTCTTTCTTACTCGACGAGTCGATCCTGCTAACTATTAGTGAGGGTGGAGTCATGTCTGACAAGAGCGCCGGACCTGTTTGGAATGACGGTCCTACAAGTTTAGGATCGTTGACCGTCTAAATAGATTCTCACCTTGTTGAAGCGATACTAAACAGAGCCTCAAACAGGGTCCGACGAACCGCCGCCGGAGATGGGGCTCTCCTTCACTAGTTATCACGACCGTAACACTTGCGATTAATCTCTTCCCGTTATACCACTCATGCTAGTCTCGGCGATTGCTTTATAACGGATGAGCGCAGTAGCTGATCAAATGTGGGGTGCTCAGCTGTGACGATGCGTCCCCCAGCGGGGACGTGTCAGAACCTTATCCGTTTTAGGAAAATCCATGACTGCTCAAGTCGCACGTCCGGATGGCGCGTAGGCGGACAGTTTGACACACTACGCAGGCGCAATATACGTCACTGCCAGGTTCGGCATCTGGCATCCATGCGGTAGCCGACAAGGTGCCCAATTCACTGGGTCGGAGCACGCGACGAGCCCGGGACCCCGTGATGGACGCTAAGCCATACCATCACGGGTACTAGCGCGTGCTCTATGTAATGAAGGCACCTGGTGTAATGCGGAGGGGTCGCTGGTGGATATGGGGTACCTCGGCGCTGCCCGCGATTCCGTCAGAAATGCAAAGCAAGGGGGCTTCTGCTAACGTGACGAATGTCCCACGTCGCGGTGCCGAGGGGGTGATTTGCCCCCCTCTCCGCAGAGTATTGTAGAGGACGCCAATTTAGCGCTTAGTGTCTTCGAGGTTGTCAGGAGGAAGGGAAGCAGAACTTGGCGATCGGAAATTACTGAGAATCACCACTCATACAGCCCGATTAATAATAATGTGACGTTTCTTTTCCATATTGGAAGCATCCCGCCCCATTGCCCCCTAATAGGGTGCACACTATTTGACGGAGGAAAATCTACCAGAATCCCTACCTATTCGGCCTAATTACGGTTATAGGCGTTTCTATGGGAACGCCTCGGATAGGAGCAGGCAATTTGAAACGGCATAACCGGTAGCAATGGCAGGCATCGACGGCAAGAGATTCAAAGAGCTCCTCCCGACTCCAGAGTTGAACAACGAATTCACGTGTCCAGGGCGAGGGGAATTATTGGTGTCTATTAGGACGGGACCCTATAGGAACTATACTTAACTCAGAATCGCGGCTCAAGTTGTAATAACTTCTCAACCATAGCCCTTGATTTCACTGCGCAAGTCACTGGTCCGTCGCCTATGACGCAGGATTAGGATCGTTACGTACCTACCGCTCGTTGTTGTGTTGTCTGACTCCGTATTACTATGGTCGAGTTTCAATGACTGACGGGAACATTAATTATTTGCCGAGGTATATCACAAAGGCGTCCCAGTCAAATCGGCTATTCGCCATATCCAGGGTCTGCTGTACATTGATGGAATCTTAACTGGATCCGACCCTCGAAGGTAGAGGTTCTCCGTATCCGGGACAAACGCCACCCTAAGCGCCACCTAATGTCGAGTCCGTATTAGTTTGACAGCACTAGGTACTCTCCGCATTGCCACAAGTGTTGTGCATCTTGGGGAGATCGGTAGGACGTCGGGCGGCGGGACGAAGCGTCGGATAACTCCCCTATCAATACTTTGTAACGGCTAAATGTATAAGAAGAGATAAGAAGCGTCACCCTGCTCCACCGCCCTGGGGATAATACACCATCAGAACAAAGTGCGATCTTAGATGGCAGCGGAACTGGGAACCTGCTGTAGGGGAGACTAGCCAACACAAGCAAATGCGGCAACTACTAAACTCTATTACATAAGAAAGGAACATACCCAGCCAGTGTGTGTCCACTTAGTGTAATCTCCTGTCAGATACATCTCACGGTGGGTGATCGCAGACTCACTAGAGTAGTACTAGGTGGGACCGTTCCAGGTCCGTCTAGGGTTGCCCAGGTGTAGCCACGCCTGAAGGAAGCGAACAGGCGCTATAGACGTAACATAATCCCTTGTTCAAGACAATACGTCAGTCGAAACGACACGAGATCAGCCACCCTGTGGCGGGACTCAATCATACTCGTGATTACTAGTCACTTCAGGAACGACTAGGGTTTGGGCCCTACCTTCTTCGCTAGAGTCTCAGGTACCCTCTTGTTAGGTCGTCTGCGGACCGTCAAGAAGGTCAAACACTTTTTACGCCTCGCATTTTAGCAACCCCACATGCCAAGACAGGATGCGTCCTCGTTAAGGGTGGCAAGCTGAATCGTCGATTGTACCATCGATAGGTGCTCACTGTACCGTGTCCCTCAATTACTCGAGTCCGAGGTGCCCGGGCCTACCGTGCGTTCCCCTGCCATCCACTAGACTGTCGGTTCTCGAATGCGAGCCGCGGGCACCTCTGGGATCTTCATACCATTGTCCAAGCGATCCTAAAAGGCTAGCGGGGTGCTTATTAAATTACTGCTGGGATAGACCATAGATGTCAGGCTCCAGCTCCACGATAACCTTTCGTTCTGTCTCTGTAGGTGTTTCTTATATGGCCTGGCTTTCCACTCATGATTGAAAATGAGCCCCCGTTCTGCAGTAGCGGTGCAAGGGGCCTCGACTACACCACGGTATGTCTGGTCTTTGGTTCTACCTCCCATACGTTGCCCAAGATTTCAACCAATTGGGGCCGTAGTGGGGTCCTCCCAGGTTCAAACGTGGATTCTATCTACCCCTACGATTATCGATGCAGCTGAGTCGGCAAATACGAAAGATGCTAGAGTGTCCAGCTCGCATATATTGAGGTGACTATACTTAAGTGCTTGAGCTCAGAGGGTATCAGGTATTATCCCGCTATATGGACAGGCTACCCCGTTTAATATACGTCCTTTCTACACTTCAGTATGTCCGCAAGTACGGTGTATTGACCGTGCGAGAATTGTTTATAGCACGTATACGTTGTTTTTAGAAACGCTGGACTTTCTTCGTGGCATATAACGTAGACGGTGCCATCGTGCCTTTACGTAATTAGCTTCGTCTTACTGCACTTAACGGAAGCTGTTATTTCGCCATAGGGAATCGTCTCATCGTGGTTTTTTGTGTGTATCCTGGGCGCTCGCAACCAGAGGGATAGAACTCATTGAGATAAAAATGACGCACGGTAAGCTTTTGGTACGATATTCAGTAAACGACCTGACTTTGGAAGTTATTCTGACCTACACTGATTCCGGATTTTCTCAAGTCTACTCAGTATAGTGGCGATACGCGGTACGAACACGGAAGAAAATGCGTCGAGGGACACATGCGGAGTTGGGGTAAATACGTGCCTGAAGGACGACTACGGCCCTAGTTGTGCCTATTCGAGCAAAGAACGTGGGATAGTCATGTCCTACGAAGCGCTCATACTAACGCAATACCTTATTAACGTACAACCGTTGTCCTTTCACCTCTACATTTAGCGCTCGACACAGTTCAGAAAATGTCAGCGTTAGACCCAGATTAAAGCTAGGTTGACCCTGATTTGGTGCTCTCCCCCTGAGGTAAAAAAGTAGAGAACGCCTACAGGGCATTCGCTAGGTGCTGCTGATGGCTGGTCATGAACCGGCAGTTTTAATTTAAAGGTTCTCCGGGGATTATGTCTCAGGCCATCATTCAATTCCGCTTTTGATGTTTTAGTAGCAGGTACTCATCCCCCGCTGAAATCATGCCTATGTCAGGCATCATTATAATCAGATCTACAGATAGCAGGATCGAACCGCAGGGGCCACTGTGAGTTGAAAAGCCGCGTCGAGATGGGGGTTGAGCAGACGGACCTCTGCTGCACTTTTTTTCCTTACCTGCCCTTGGTTTAAATTAAGGGGACTGTGTCTCAAGCTGCTCATGACTTTGTGTAAAGAGGCGAATGAGTAAGCAAAATAGTTATAAGTTAACGTCCCGGCCCTGATGAGCGATAGGGTCACATTAGTTCCTAGACTGACCCTGCTGAATGCACGCATTTCACTTTGCCGACCATTGTCCTCCACCCCCGACCGTTAAAAAAACCTCTCCGAGTCCGGTAAGAGTATACGTCTGCATCCCGCTGGCAAGCTGCTTCTCAGAAGGGGTCAACTGTTGTTAATAAGACCCAACAATACACTCGCCGCAAAAATATACGCCCATCCCACAGGCCACATGTGGTATTACATTCCTACACGACCTCCACGCCACGTTTATCCTATGCAGAGGTATGGTGTCCCAGCAGTGCAATAGTCGTACCATAAGCCTGAAGATTGTATCCTATTACTTTAAGGTAATCTCCCTCCCAGCTTTCTCTAACTGTTTTACCGGACCAAAAATCCGTGGCAGCACATCTTCCCCGGTATTACAAAGAAGTCTACCCTGTTAAACAGCATGTGACTGCACTACGCTGAAATTCCGCAGTCTAGTCATACCCTGCGAAGAGAATTAGCGGAATGGCGACAACCTCGACCTGGTTACAGGCCAGAGAACGCTTTGCAGTCTAGCTTGGCAGGAACCCAGATGAATCAAAACTTATGAGCTTGGTATACCGCACAGGGTGACTCCACGGTGGTGTGGGGGAAATAGGTAGTTGCTCAACGTGGCCATTAGACTTAATTCAGGAGCCGGGCGTTGACAATCACCACTCTCGACGCGGAAGGTAGCGTAATCTGGATAAACCGACGGATCGAGTTCGAGTGTGAGGGAGTTTTATTCGGTCAGCAAACACGCAGGCTAGCGTGACCGCACATCAGCTATAGAATAAGCCCCATCGCTGCGACTAATTATAATTGTGTGGGAGGACTCGACGTAGGAATACCCGATACTGTAATCGCTTAGTTCAATTTTCGCCTGCCTCCAATAGCACGCCTGTCTGAAGTCTCTGTTTCATAACAAGACGTGTAAGACTCGTTCGGAGATTCGCGATACAAACAACGCGCCCTAGGTATTGGTCACTCACTCGAGAATACGGGCCCCTGTCATCAAAGCTAGGCGGGGAGATTGTTCAATCCAGATTAATCCGAGATTTGGAAGGGCACGGCATTGAGAGCACTGTGAGAGCTCCACTAACCGCTTAGTCAGTATAGTTTGAGCTTGGACGCTGAGGATTATTTTGCGAGGCCCCATCACCGGCCTCTTTCAGCACGATCCAGACACTTCATCGTTTAGTTGAATTCCAAACGGAAGAGCGTTCGATAACTAAATCAATCGAGGTCACCTGACACCGACAGACCTCCCAGGATTAGCGGAATCCGCGGACACTGCGCAGCTACGGATCCCTGCGTCACCTGTCTTGTAGGGGTTTGAATAAGGGGACTTGCCAGAGCACGGCGTGCGTCGTGGATATCTACGGGGCCCGGCATGGTCTTGGCGACGTAGGGGAACCGATCCACCTGGTCAGCTAGCGGGCGGAGGATCTCAGAATCCAACGGTTAATTTGAATTATACGTTGACGGGATGTCAGTAAGGGCTCTATAGCACGATTTCCTAAATTTCACAGTGATTTAGGTATTGTGCACTGAGCGAAAGACGGCATAGTCCTGGTCGTACCCCCCGATGGCAATTGGCGTACGTGGATCTACTACCAACGTCGGAATCTGCTGGACCTTTCGTCTACCACCGTTAACCTATTTACGCTTCGGTGCCCATGCCGAAGCGTCAACAAGCCTTGATTTTTCCGGAATTTAGAAGGTACGCCCAACCTTCCTGAGCTTTTGCCCCCCAGCTCACACAGCGATCGACGTAGTTCATGAAAGTCCTTGACGCAAGTACGGGGCTTCGTCCTCGCTGCGAGACTTGGAGGCTTAGTCCCAGAATTAGCATTGCCGCCGAGGGTTTCCACATCACTCCGTTTATTGGTAGTTAGGAGCTCGGACGGTCCAATTAATATAGGTACCAGATTAATTAGACACGGAAACGCGCGGCGGATGATCTCTGCTAAAGTACTAGTGGGCCATGGTTTCAGACTCCGGCCTTTCCAGATACCTTAAGGCCTCTATACTCAAACGACGAATAGTCGGACCCGGGAGAGCGTGTTCGGGACGCCTAGCTTTATCGAAGCAAGTCGTTGGCAACTAGCATGCCCAAAAGAACTATTGCGTGTATAACTGTTCTGGGCTCTCACTTACCTGCGCACCCCGAGGCGCATTATGACACCACAGGACCACCAAATTTATAAGAGAAAGCTTAGAGACAATTACGTCTGGATAGGGCGCGTAGCCCACCACTTATTACTGATGAGCTCGATCACTTGAATGCAAAGCTACACCTGTAGTGTGCCTGCGAAAACATCCGTGCCTAGCGCTAGGCCCGTGCAAGTGAATCTTCTCGTCATCCCGGCGAAGGTCCGGTGTTAAGTCGTGACCAAACCGTCCACTCTGAGTCTTGTGACTCAATCCTCGAACGATTCGTTGTCCCTAGGCACACAGATGCCTCGGAGACACCTTCGAGGACATATTCATTGACAACGACCGCTTGATAAACTCCGAGGGTAATCCACGGCGTCATGTCCAAAGGGTTCTCCAGCGCTGTTAGTCGCGTTAGGCTATACCGGCTCCTCCGTTAGCCTCAAACCCATTTCCCAAACAACAATGCCCGGATCTGAACCCTATCTGCGCAAGCTGCATAGTTGTTTTGTGAGGTAAGATATGAGAAAGAATTGTTATAAATATTTAGCGCAGGAACCGAGTATCAAACCCCTCTAGTTATCGCACCACCGAGTTGCTACGCGGTCCGGATCAAGCGCTCGCCCTCGTCTCGAACCACGTGGTCGGTGGCCACACTCCCCGGCAGTAGTCAGCCATCTTTGGGTATAGTCACCTTGACATCCGCAACTACGCACCCTTGCAACGAAACTTGATAGAAGGCTACGGCTATTTAACCGTTGGCCTGGAGGTGTGGGCCAGTAATACGCGTAACAAGTGGTGATCGATAGCACTTGGGTCGAGGATAGACCGGATCGAAAATACCTTGGACGCACATTTCTCCTCGGTATTAACTCTTAGAAGGGGAACTGCGAACCACAGTTAGGTTGATTCATAGCAAACAGTTTACCCCTTCGCAGTTCCCCAGTCTGTGGTGGATAACGGATGGGCTATGCCAACTATCCGGTTTTCCAGAGAGCTCCAAGAGCCCGCTTTTTGTACGGCTTATTATACGTTACCCTACCCAATACGACTCGTCCATCGCGGGTACGGTAATGAAACGTGATCTATCAAGTATCGTGCTCCCGTACGTATTTGAGCTCCGAGCCAGCAGGGCCTTGAACAGGGTATGTCTAGACATTTCAGACAAGCCGTAAGCGTTCGATCTAAGAGCTTACGGTAGTCCTCATCCTTATATACGTAAAAGATTTGGCTTGTTGAGGCGTTTCGCTGCGCAGCACCCTTAAATTACCGTCAAGCTCACATTAAGCTACGATCTCGCTCATAGGGGGCCCCCCGGATCCGGTAGGAATCACCTGGTAGTCCCAGTGTTGACGCAAATCTGGTCAATAAGTCTCCCGCCAACAGGTTACAATTTCGACGAGGCCTAGAAGGTAATTAAACTTGGAAATAACCTCGGAACGAATTGCATACCCCCACTGTCCTGACCTTTTGCTCAGGCCATCATTCTCCATCTTGGTCGTCCTCTCCCATTCGCAGTACTGCCAGTTCGCCACCCAACGCAGAATTACTCTGTGTGCCAACCAAGTGCGTATTGGGAAACTGGCTACCAGTAAAAGCCGTCAGACACGCCTGTCCCAGCATTAAGGCAAATGATCAGGCGGCCGCTTTCGTTTAGGGAAGCGAGTGCGCGATCACGGGCCTGAGACTAACTTGGTCTGTTAATTGTGGTGGCCTACGGGTAGAAGTGCGGCCGTAAAATCGGCCAAGCCGTAGGGGCAGAGTAGGCTAGTACTTCGCCGCCTATGCCTTAATGTGCAACTGAATCGTTATGCCCGGCCATTGCCGAGGAAGCCTCAGCTCAGCGGAGAACTCTATCTCTATGCCGATCAGCTCTCGCCTTCTTGTGTGTTAGTATAAGTTCGCATGATCACGGTAGAGTGGCCTCGGGGCCTGTAGGTGGACCAGGATTGTAGCTCGCAGCCACCGTTGGGGGCAACGGTAGGACGCCCCCTGCGCAGGGGCCGACCCCCTCCGCCAAACACATTCGCCGTTAGGCGGTTAGATGCTAGCAAAGCTCAACCGGTAAGGTTGGGTACGTGGAGAGTGTCCCGGATCTGGTAACGTGAACTGCAGCGAAGTCAGTGTAAAATGTTAAGACGAGGAGGGAGGATTGTGTAGCAACTAAATTTGCCTCTACCAGCCCGTAAATACCCCGCGGTAATATATCTAGCTAGCTAAGACGGACTTTAAATCCTAGCATGCGTCTATGCAAATCTAAGTCCTGAAAGGATCTGGAGTTAGCGTAAACAGGGAGACAAAAAGTCAGTACCTACGAATACAGGCGAAGCTATGGATTGAGAATTCTCAGAGATACCGCTACTCTAACGCCACCTTGACATGTGCAGATTTTACGATGTGAGTTCGTACGACGAAGGTGGTGAACATAGGCGATAAATTTGCACCTACCGGCGCCACACCCCCCTTCATAGAACGTCCTAATACCCGACGTTCAGACCAGTATTAGTCGACGCGCTCCGGAATAGATTGGTGCTTTAAGGAATTCCAGCCTTCGATTTCCAACCGACGACACGGATAGAACATTGGGGAACGGCTTCGAGATGAAGCTGCGCTCATCTCTAACATACCGGTTATGTGCCGTCACAATCGAATCATACCTAGGTCCCGGGCTGCGTATGTAGTCCCTCATTCACTGTTGGTAACCTCCAAGTTGACCGTCGTCGATACGAACCAACGCTCATGGTAAGCATTCCTGAAACCGCGTACCGCTTCCTGCTGTCGTTAAGACGTTCGCTGTTAGCTTCCCCGCAATCCTTTCATTCGACGTGGTCTCGAAAGTACCTATTACATTCGCGTGGGTTTTAAACCAATGATAGCATCAGACGACCCCGATCACAGAAAGCACAGGCGTCTATCATGTGGACGGGTACTGAGGCTCTTGATATGGCACCCACAGCACTTGTCGGCCAGCTTGTGCCACCACGGACAGGGGTAATTGGCAGGACCTTCAGTTGGACCCAAGGTGCAATACCATTTACCCAAGCACGAGCGCCGAGCCTGGGCGCAACTGTTGAGCGCGGACTCCTGATCATTCTGTGTTATTCCACAATTGGAGAAGGCCTCAGTTCTTTTCAGACACTTGCAATCCCAACTTCACAGCACAAGTTTCTCACGAATCTTGGAATGGTGGACTATGAGAGTCAGATACTTGACCATTCGGCTGAATCTGTGCATCCTGAACGAGTACTTTGCCGACGTTACTAATAGATTTGTAATTACGGACCCCGATCACCTCCCGATAATAGTACTGGGCGAGCCGGCGATCCACGATAGCAACAGCAGGTCAAACCTCGAAGCGGCGCATGTGAGCGTGTCGAACCATATCGCCTTTGTAGAGTGGGGAAGACGTGAGGTGCAAGTCGACGCTCATGGCGCCTCTGGCACCGTGGAGCCCACCTATAAAGTCGATTTTAACGTGAGCGCACTCAGCGATGCCGTATCGGCAGACAGGAGCGTAGATTGAGTAGGGTAAACGGGCTGCGCGCAAACGGATACGAGACAACTACAAAAGAATCATCAGGTAGTCGGCTAGGTCACGGCAATACGCTTCTAAAGGCAGAGGATTATGATTCCACTCTGCAGAGCAATATGTCTGCTGTCTTTCCGCTTGTTCATGACCCCATCCTAGACCGATTGGACTACTGGTTAGGTCCCCGTGGCGAAGGGAACGTCCAAACCGACTAACTGTTGTTATAGCACACCTGGATGCGATTAATGCGACATTTCCCTAAACAATACCAACGAACTCCCTGGGGTCCTTGTGCGTTTATGAGTGCTTTACGCACTGTCCCGTAAAAATTAGAACGCCCAAAGTGCTCCTCACTTCATAACAACCAATTAGACTGTTCCGTCCTAACTTATCCATGGTGTTTGGTGGATGTCGACGATTGGCCAATCAACTGGGGAGTTAGCCAGTTGCGCACCTCCACCAAGCTTACCCTGAGTACCAATTTTCGCGTAGATTTCTTTGGTGGGCTAGAGGTTGCATCTGTAGGGCCTCACTATGCGTTGTTCCGATCTTTGGCCGGAACGCTGCCGTGGCGGCTGAGCACCATCAGATTAATTAGTCGCATATCTGACCCCGGCCCACTGCATTTAGCCACTTATTTTTTTGACAATTAGGGGTGTCCGGAGGATCCCGGGGTCTGACTGAAAAATGGACAACTCACTTAACCACTGTAACGGTGGGTCATGCGGGTCCCTCCTCAATAGAAGTCCTTTACTTACTTCTTAGCCAGATCTCTCGTTAATCGAGGAATGGATAATGCATTAGCATATTCCAATCCATATGGATGATTCGCAACTGAGTTTGACAGTTAAAGTGCCACGGTATCCAGCCTCGTCGCTACCCACAATAATATATCAGCTCGCGATTCAGACGAGCTGTTTCGAAGGTAACCGCTTTCCTGCGGAGGTTGCAAAATTGTTTCGCACAGCGCAATGTCTGTAATTTTGCTCCATGATTCTCGAAAGGGCTGCTTTGGATCGACCGGCAGCCACGTGCGGATTAATTCCCCTGATGCGGATAGATTAGCCTCTCGTTGAATGAAGGGCTCGGGCTGGGGGGCTAAATTCGATTGCTCTTCGAATCCAGCGCGCGGCAGACAGCTGAAAACAGAATACCAGTCCTGAGATTCGTCGTTCCGGAATATGGGAGCTTCACTATGACGTTAGTGTGATCTTCCCGAAAGGAATGGAAATGTCGCGTATCCTAACGGACTCATCTGTTCAACGCGAAAAGGGATCGCCGAGTGACTGGCGAAACAAACCGACCCCTGCACGCGTCTTGCGTTGCGCGCTACTGACTCCTACATGCATGAGAACCTCCTTAAGATCTAGCTGTCGAGCTATTGATCCATGTTAGGCCATAACCTTATGATGCTGTTCCAAACGGGAAAGGGCGATAGCTGTTGCGTATAGTCCACCAGTGCCATATCCATGGAAAATGTGATGACTCAACGATGACAGGATTGGTAGGGTATATAGCTGCTATTAACCTTGGCGGGTCATCGATCCGTGTTTTTTCATGTCGCCGGCGTTAAGTAAAAGTGGAGCAAAATTGGAGGATGCGTATACGTCATGCGCTGATGGTGACGCCCGACGGCTTGGGGCAGCAGCCCATACATGGTATCTGACTACCGTATGCCGTCCCCGTAAGCTAGTGGTCTAATCCCTCTCTTTATGATATCAAATGTCTATTAATACATTCGAAATGTTAAATGCACTCAAAGAAATCAAAAGTGGTAATGATCGCACGCAGGGCAACGCTATCAGAGTGCGCGTGTCACCGTGACAGTCCCCGAACCGAGACCGTTGATCTTTACACATGAGGATTTGTAGGTCTTGTCGGCCGGAGGGGTCCATCGGTGTCGAGCTTCTTTTCCTTCTACAGTCGAACGCCGACCAAGAATATTTGTCAAATCAAAAGTATCCGATGCTGGATACCCGCACAGGTTACGGACGCCTGATAGGCTATTTTCTAAACGCAGTATATCGCCACACTACCAGCGTGATTAGGAACTAGCATTTCGCATGATGTAAATACCGCTCAACGAGGAGTTTGTAGTCACTGGATGTCTGGAGCTAATGGGACACGGTGAGACGGGCAGATGTGGGTTTTGGACGACGTTTGTACCGTTTCTACCTCGTAGGTTTATGCGGCTTCAAAATTGTCCAGTGGCGCTGTGATCAGGGATCGTGGTAGATTCGCGCACATGAGCGCTTGTTTGATCATAACGTGCCAAATTGCTCATGAAAGATTAAATAGTCCCTTCCACACCGAAACCGAGCCGAGGACCTACATAACGATTATCCGCTTGAAAGCTTTAAATGTCGTACCGACGCCTTGTACCTACTTCGTCAACGTGTCCTATTAAGGTCCGAATAATTGGCAAGCAGAAATTGCTCGAGGCGCAACTACAAGACAACCGCCGATGATACCAACGAGATGCCTAGGGGGTAATTGTGAGTTAACGGCGGGCGATAGGTATTACTGATGCCCCACCAAGATAAACATCACGATGCCTTTCTAAATCTAGTAACTTGGAGTGTATGCGTCCCCCTGTCATCTAGGCCTAACGGTTGGGACCCGTAAGGCGGTGAGTGTGGCTTTCTCCCGCTAACCCTGTCTGGGGGCCGCGTTCGCAGGTCGCTTATTCGTTCCCGAAATCTAACGGCATACCGCCCCTCGGGGCTAGAGAAGCTAGCCGACGTTGTCAGCTGTTCAAAGAGCAACAGCCGCCAATCCTCGAAGCAGTGTAAATGAGCTGTGTTGGTAATCTAGGCAACGCCCGGTTCACGATACTGCCGCGTGTAGATTCACAGTATGCGTCCTAATCCAGCCCTACGGTGGTATTACTAAAGATCTACATCTCTTAACGATTGAAGCTTTGGTTCGATGCTCGGTCCAAATGTTGAACCTACGCCTCACACGCTTAGTATACAGGTCCCTTCGAAGCTGGCCAAATTGAATCATCTTCAAGCACGCGGAGAATAGTCTCCAAGCACTAATACTTAGAACCATTAACGAACTCAGTGCTATGTCGAGTATATCAATGACGGTACCACGTCCCTCTTGTAATCCCACGATGCTTTGCCACTGCTGTACCTGGTATTCAGGAAGGCGGAACCACACCTATGACGCCCATAGGCACACTCGCGGGGAGAGCAACGTCAGTGAATCAGGCGTTTACTTAGAATAATTGGAATGCGAATAAAACTCACGGGGGGTTAGATCAACAGAGATAGGCTCGATGGTGGTGCTGGACTTGAGCAATGAACATCCTCAAGCCCGAGTAGATTGCTTACATCGACACCGTGGATGAGGCTCGCAATAGCCCGGCAGTAGTCAGTTGCTGGTGCCCAAGTCGCCGAGCACGGTACCGAAGAGGACCCTATCCAGAACTCCGGAAGTTAAGAGACAGTTGTACTTTGGCCAGTGGGTGTCCGGTTACCAGAATGGCCGCAGATATTCTGGTCACCGGGTTGCGTGGCTCGATGAATAGCGGACCAACGTACCCGTCCAGGTCCGGCCTCAAACATAAGCCTGACCTAAGATAAATAAAGATACGGATCAGAGTCCCCGCATTCGGTGGGACCGATCCACGCCGCAATGATCATTAAAAAGGTTCAACCCTGGAAATACTTAAATACGGCCACGATTTCAAAAACGATCACCGAGCTAATGAGGCAACCCCTGGGTTATGTGTATATCCGTACGTGTAAAAGCGCGCGTTCCCATTCTGGTTAACTCCGACTTCGCACTGTAAGATCCACACCACTCGGCGCACACAGCGGAAGGGACTCGGCTTTTCAACGTTGGTGGAGGTACCCGAACCCGAGAAAGCGAGGCTCCGTCCATGAGGCAACCAGTTCTCAACGCTTTAGTAACTCCTCAACTTCTTCTACGAGGCACATTAACTTACACCAGCCCTTCCTCAGCGCTAGCCGCCCAGATGATTATACCCCGAAAACTGTCAGTATAGACTCGTATAGAGCCAACTATACTCACCCTCCCGCTGTGTTAGGCTCGTTGGTCGTTCGACTGACTCACACCCAGCGAGAAGCGGTGTTCTCTCCGTGCGCCGCCAGTGAAGACGTCGTTATTATCCCGAAGGAAGGGTGTCAATCCGAGGTTGGGGAATACGCTACGACAAACGCCCCATGATTCCACACAATGTGATGTTACATTTAAGGCGCCGTAATCGGAGCCTATGACAGCCGCTTCCCGTACAAATTAGACCACATACCGTTCGAGGTCTTGCCCCTGGCGTCTCGGGGCTGTTGTGCGATGAGCACGCTGGGTTAGCGTTCTAATCTTTGTTTTATCACGTCGGCCAATCAATAAGAGCTCCCAGATTTAGTAAAGGCTGGTATTGAATGCTCACGTGTACGCGTGTTCTACCTCTACCACTCACGACTTGAGCCAACGTATGGATCATCGACGACCTCTGAACTGCATCTTATCCACAATTGACAAGCTCGTGTTGTACTTCCTACACAATAATGTGGACATTTAGACCTCGACCTCTCTCACATTTTCTAGCATTGAGGGAAGCACTGCATCACCAGGTAACAGCATCTGCGCTCGAGCTGATTAAATTGCTACCCAGAATCTTGCAGGATTCATCTAGCACATTCCTCCCAGGAATTCCACCTCGGGGAGGTGAGCCAGTTAGTCATCGGAAGGGGTCAGCGTCGAACCAGTGATCCACTTGAAATCGGCTGGCTCGCCCTTAGTCTGGAGTTCAGCCCGTGGGGGAGTTTGCTACTACGTAATCACGGGCCTTGCGATCCGCTCCACGCACTGCCCTACCCTTAGGGAGCCATTCAGTAATCTGACGGCATTCTCGGAGTGATCTATACACCAGTGAGGAATACAATTTTGTGGGACGAACCGCGGCTTGCTTGCCACCCCGAGGCCGTTCTGACTCGAGCCACGTGACTAGGGAGGTTAAAATCCTACTATGAACTCGGTAGAGAAAAATGCGGGTTCAATATCAAAGCGAAGAAACCGTCTTATCAATGTAGGTACCAACTGATGTAAAGCGCAAACAGCGCGTGAGACTCCAATCAGGTTCTGGTCCCGTATGTCAGGGCAAAACAGCCCAGACACTATTGTGGCCAGGAATGCTAGGTCTCGAACGTATCAGTCGTTCATTTGCTATCCCCGAGTTGCTAGGTGGGCCGTCAAAACTCTGCCTATTATGATCGTTCGCTTGAATTTTCAAATTGACCTAATCAATGACACTGCCGCTAATCGGAGTGAACTTCAGGCACATTAATCACACTGCTCTTACCTCGGGCATAGTCAAAGCCCAAAGGAAGTACCCTACCAAGTGCTAAATTAGCCAGCCTCGCAGTGTGTGGCGGTGTCGAGTTCTATCGGTTCCAGGATAATTTGCCCATCCCTAAAGCTCTCTCCCCAAAAGCGTGCAAATTCCGTCACAATAGCAAGGTTAATGGCACACGAAGCCAATTTGAATACGAGATTTCTCTCACGTAATAGCGTGCTGGCAGCAGTGTAGGGAATGAACGCTTAGAGAAGTCATCTGTCAGAAAGGTCGTAACGACGTTGGAGCTATCTTTGCGTATCTCTGGGTCAGCAGAGGGCGGCAAGACTCTTACAAATTCTCGGTCGATTTTTAGTGTTGTTCAATCCTGATAGTGGGGCATCGAAGCTAACGGCCTGGTTTATGTTGTCTTAGGACAATACAATTCGATACTCTCTAAAAAACATTTCCATACCTACCCGGAAGATCGTAGTGAGAGTAATAACGTCCCGCAAAGTATCCCAGTGGAACAAGCCTGTAATGCCTGGACGGCAAAAAACCGTGAGGTAGAGAAGATATTTAGGTCATCGGCAGAGGTCTCCTTTATTGGGGTATTTTGGCTCTTGGGGGGGTGCATCAGTTACATAGGCCGAATACCCACACTTCGCAGATCGCACGATCCAGGCCTGAGGGGCCCAAAATACCTCACTTCCCGATAAGAACGGAGGGGCACAAGTGCGGTGCAGCCTTTGTGATGATTCAATTCCCAAACAAGACGGTCATATTAAACTCTGCGATCATGGTGGGGTGGTCCTAGCTATCTAGCACAAGGGTACATGCTCAGGAAATTCTATGCCACACGGAAGAGAGCATAGGCTGCCCCAATAGGAAATAACGGGCTGCACACTAGATAGGTGTCAGCGGTGTCTGCTCTCTCTTCTTGGTCATAGGATACGGTATATACCCCGTTGACAAGTCCCTGGGAGTAAGATGAGAGCATGTGTCATAATCTTCAAACCCCCAGGGGTTCGTTTACTGCAAAACCCACGAATCCTACTTTTTGGGGATTGAACCCCCAACTTGACAGACGCTGATGCCATTTGGCAACAAGTCTCGACGGAGCTCCACAAACTCCCTGGAGTACCGTATGCGCGAGCTCTGAGATGATCCTCGCTCCAGTATAACAGGCCGGCTCGCTTCCCAACAGAGCACATCACGTACTCCCATAGAGGGCTAGTCGAATCCAGATGTACGTATGTGTCCTCGGATGTTTTGCCCGTAACAAGTGGAATTTCTGGTCCACTGCATCTGACTATGCCCGGTTACGAAGGCTTAACACTAAAGGCCATAAATTCCCTAGTTGTGGCTCCGCCACGGATAAATTTCTACTCCGAGTTGGTGCCTTACATGGCTAACCCCATATCCCGTACGTGACAGGATCGGGCGCTTTGGATTAATCGACGGTTGCGTACGTCGTATTTCGCTGGCCTTCCTTCGCCGACGTTGATGGTTTTACGTATTGATATCGGATATAGCATCTTAATGATTATATTACCGCCCGTTTCTAGCCCAAGAGGCATCGTTGAATTTAACACATTTCGCAGAAGGCATTTGTTGCAACCGACCAAGCATAAAGACTTTTGTACCCATTCAGACGATATTTGTTAAGACCGCGTCGCTTCCTATACACATATCCGGGCACGGCACACCGCCGGGATTAGTCCCATATTCGACCCACGCTAGTCACCAAGAATAGGCCTAATCATACAATTATCCAAGCGTCCGCAAGATGGGTATTTTAACGCGGCCCGCGTTAGGCCAGATTCTCCTCGGTAGGAAAAAAGTACCTCGAAGGTATCGCATAAATACAAGCGACTGAAGTTTACCGCGCTTTCCTTGACCGTTGGGGGACTGCCCGGGTGGTGCGGAAAATATGAGTGCGGACCTTGGCACTATCAGAACGACAGAATGCTGTAGGAAGGGCATACTATTACTACTTGCCGCATTATATGATAACCTCCGTCATAGAAAGGTCCGCGTTAAATTTGTGCAGTTCATCCACTAAAGACTCCCTGGGCTCTAGGGTTGTTGTAACACCGTTTAGCGCTGCGCATCATCCAACTCACGGGACCGTCGTTAAGTTGTGGAGTTCTCGACAGTCGGGCGATCTCAACTTTCTTTTCGCATTAATCCGCCAGTCTTCAGCAAGCCGTAAGGCCACCCAGACCTCCTGCCCAAGCATATAGTCTTATAATTTTACTGTGGATTGGTTGTTCGCCCCCTACGAATACCCGCTTACTGTCAAAGTATGTCACCGTCGGATCTTTTCAAATGTCGCATGTCGAGCGTACACCGATCTGAGTCGTATAATGCCCGAGATGCCATCGCTTGAACTACGCCCATAAGTGGAGGAACTTCGGTTAAATAAGCTCGGGGGCTGCCGGCACGCCCACCGTTGGGGAACTCCGGCGTCTTAGTAATAGGACAGCGGCAATGATCCTCCGGGGGAAGTGTTTACGTGTCTCCTGAGTTCGAGGTTCCCAGAGCTGGTAGTGTTAATCCAAGCTGCTACTTCACGGCTCACGAGAAGGTGCGTCGGTGGCATCCAAGAGTTCGGCCATCCGCACGAGTACCAACCTGTGGAAACGACAGGGCGGGAGAATATCAGCCCCGTTCTTGCCGGGCTCATCACTGCATCTCAAAAGGGTCCACGATAGATATGCACTGAGACTCGCTCAGACCGACGTACCTATCTGTGTACCTGATCGGGCAAGCCGTGGTCAATTGCATGCGTACAAGTTACATCCCAGTTAACGAAAGTCCTGCACACCCCACCGACGTTAACTAGTTAACGAACGCACTGAGTCCATGCGCATGGGCTGAGTGAACGCGGGCTTGAATAGAAAATAGAGCGTAAACCTCGCATTTACAGGTAATACAATGCGGTAAGCTCCTGGATGCTGGGGAGGCCAGGTGGTGGGAAGTGGTCTAACGTCACCGACATCAGTTGTGCTGGCCACGAATGGCTGAAGTGGCTCTAATGTCCTACACAGGTTAAGGTGGGGTCGTGGCACCCGATGCCGGAAGAATTGCGAAGTAATCTCCCATAGGATGACCGCGTCTTTGCCTGAAGAGACGAGAGTGCTTACATCAGTTACTACCCATTTCTGTGGTCAGACTTGCAAATCTTTACATCAGCATGGACGAGCCCTAGTTAGACTTAGTCTTACTCAGCCCATTATGATACCTGGGTACGGTGGTCTGTCTGCGTAACTTCATCGTTCAAGGAAAGCTCTATTCACAGCCAAGGCTGACTGCTGTTCCGTGAGGAGAAGGTCTTCACGAAGGATCCTAGCAGGAACGAGCTAGCAAACACGTCAGGGAGCCAGAGCTAGCTTGGGTAATAAATCGCGAGATCTTTGGCGAAACGCCCTGACACCGACTTAAGTTCTAAACCATGCTTGCCTGAAGTTAGGGGGGCCATTGGCCGACTTGCGCGTATACCTTCTCTTTCTGACCGTGAATCTCCCAGCGTTTGATAACACGTGACCAGCGTAAACCATTCGCTCGGGCTTAGGGGTAACTTTCCTCAAGCTTGGAGCACTCTCAGGGGGACGCCCGGTCCCTGTGATAGAATTAAGATGAAGCCAGTACTCTTTGCATAGGGCTGCCCTGATAGCCGCCCGCACAAAACGGCGTCAGGTGAATAGCATGATCACCTCCTCGTCTTATACACCTCCGGACCTCTTTTACTATAAGACGTGCAACCAACCTTAAGCCCGGGATAGCTAGACCCCCTATCGGACAGGATAGCGCATTGCATTCTCCAGTGTTCAGCGGGACGCCTTGGGCTTCGCGCTTGGTATCGTGATTTCATCTCTAAATCGACAGCGCGGTGTGTACAGCCTGGCGAGACTTAAAGACAAGATTAGTTGCCACCGGACACACGGCTACCTATTATCTGAGACTACGGGAAGACGACCGTTATAGTTAGCCCGTTCTAAAGGTGCATGCGTCGTGTGGTACGTACTATAATAGTTTCTACAGAGAGATTCTATTGGAAGGAAGAGGGTCCTAATACGGCTTCAGATTCAGTCATCCCTAGTGGGATAGACCGCAATTGGATGCAAGGGGCACATACAACTTGACGCCAGGATACAGACAGTATTCATCCCCGTCCTCTCCCTACAATCAGTAACCGGCGAGCCGTTACTTGCGTCGACAGTCTCGCTAAGGACAGTACTTGTCATCTCCGCGCTACAACATAACGCAATTGGATATGTAGAACTTAGCGGAGGGGAGGTTTTTCTTCTTGATTAGGGGGGTTGAGAAGGGAAATGATGATACCTTGCTGCTTACTCGAGCAGCCAGACTGTAACCAGGAATCGTTGCGCGCGACAAGTTGCCAGCGCCTACCCGACGAGGGGTGTCCGTGTCTAGATCCACTTGGTCCCAGCGACCAATGTACAATTGGATTCCAGGTGTCTTCCCCCGGGATGTCACTTAGCTACTTTCGATGCATTGATTCAGTAGCTGCGGTCGTTTTCGACTACTAACCTCCAAAGACCGACAGCGATCTATTCTTCCGTTTACTTGGGAGACCCGGTCGGGTCTCGCAACGTACCCAGACACAAGCCTTTTGCACGTGATCCGAAGCCTATCACCCAAGAGTTATCGCGTAACCCGCCAGCGTAGCGCGGAGGCTTCTACTTTCACGAGGTCGTGACTTGTAGTCACTAACCGTCCGCTTTCTGTAAAGAGCCATTTACCTATCCAATCATGAAAAAGGCCCATACTGAATCATGGTGAGTGGCATGCACCGGCACGTCTCAGGTACCGTAGGTTATTGATATATCAATTAGAGAGGAATCGTCGTGATGTTCCCGGCATTCACCATTCGCAGTGCGGCATCCGTTAGCTAAGGTGACCTTGCTCGTAGAACGAAAGTCAGAAGCCGATTTAGGGATGCCCCCTGCCCGCCCGTCCCAGGTCTATCAGGGCTGCCGAAGCTGCTGCCATCCCGTAATAGAAATTAGCCGACATAGAGGTATGCCCTCATGCTGGGGACCGATTTGGGGGATTTGCTCAAGAAGTCTAAAATAGTAGTCTACCCGACAGCATTTCATCTACAATACATGGTGCTCCGAGCAAATTTATTTTCAAAGCTAGTGTAGATCGACCCGAAGGGTAATAAGCCGTACCTCCCGGGCTGAGCGCTGTAAGAAGAGTGATCCCCGGGCGGGTAGTCCCGAAGAGCATTAGATGTTTGCCCCTATGCGTCAGCAAGATGCGGAGAATAATATTAAAATTCAGGGATCATTAAGTGTCCGTGTAGCTAACGTGCCTAGTTGAAACCTTGGGGGTAAGGATTGCATGAGAGGGTGTTGGCCTGCTCTGGGGGCCGGACCCTCGAAGAAAATAGTCGTTCCACCCCCCCTTGGCTTAGAGATGCCTTTGGGTCCGCGGGGGATCTTATGGAAAAGCTGCCGTCCGTTAGACGCCTCGGTTCAAACAGGGTGTACACCCCAGCATCAGACGGTGAAGAACTTCGACTGCGTAAGTCAAGTTTTTGGACATGAATGGTTTACCGAGACTCACTAGACCGGGTATGCGGGTTCTACTTACGCGTTCGCCCGGCCCTGCGTGAGTCGTTTGTAATTCTGCCCTTATTAGAACAAATCTCCAGCCACATTGGCACTTGTGCCGGTCACGCCCGCGAGCAATCTATAGGGACCGTCTAAAACAAAGTCGCGACTCAAATGAGCGAGCCTCACAGGTCCAAAGGTCCGGCACCTACCCACGGTAGTGGGAGGTGTGGTGAATCGACTGTAATCTCCATCGGGAACAGTGGTCAGCGAAAGCGACGGTGTTCTTAGAATGTGAGGACGAATAACGAGCGCATTATCTACCTTCCACAGAACAACATGCGGATGGGCACCGTCGAGGAGGTCAGTCATGCGTTGAGGACTGATCGAGGGGTAGCCCGACAATCACCTTGCTTTAGTTGCATTATTGGAATCTTACGCCCTACTAGTCGGGACGTTGTAATCCAGTCTCAGCCACAGTGGCGCCCTGGGGGACACTGCTGCCTACTTGTATTATATTTCAGTGACTTTTCGACTTAAGACGATGATCCGGTAGGTGGGCGGCCTCGGGGTTTCATGCGTACACATTGGAATGACGAACGTGAGCCCATAAGCCGCCACAAATGGGAGTGAACTCTTTGGAGTGTTCACTGGCACGGCTCCGGAATGTCATAGGGTTCGGACAGGACAGCTCAGTCCAGCGTTGGGATATTTCGGTGATGATGACGCAGGATAGTTGATCGGGCCGCATGAAGGGGAGCACCCCGGTCTCCGCGCTCCGAATCCGTTCCAGTCACCGCCTATGTGAATATCACGGCGTAATGCCATGTAGTGACCAGCTGAAAACGTTAGAAGGGATGGGGTGGCACGGCGTCGCCGGATCACTTAAGCCGCTTGGCGCCACGGGGCCCCGTTAATTAAGGTGACAGCGGTCATATGCACATCTTTCAGCTAGACATCATTGTTCGCCGAACGGCACAATCGCATCGTCATGACTCGTCCGTAACCGTCTTCCTCCTACCATTCCACCCTGACGACCGGCCTGACTCGAAACAGGACATGCCAAGGCGGAGCACCTGAAGGTCAATTCGCGGTTTCGGGAGGGACAGAGCCGAGTGTGAAGAATCAGGGATTCGCCGATACTGACTGCTGGAGGGGTGACGTGAGATAATATTCCGCGTTTGGGCTAAATTAGCATTACACCGGCACTCAGTGGGTTTACATATATCTCCGACGAAGGTTGGACACAGACCCTCCTAGAAGGACGTGATGCGTATTCCGCCGTGTCAGTTGTAAAAACGTACTCCCTCCCAGGTTCATGGGCCCAATCTTGCGGATTCGCTATGCAGACGGATCACCTGTCAGGTGTGTGGTCCTACACACGTCCCCCCATATAGCCAAACGTTCGCACCTTTATACGGGCACGGGATGCCTAAAACCGGGCCATTTTAGCCTCGTCGCTCGGACCGCACTCACAATGTGTGTCAGAACCGGGCAGAGGGAACAGGCTGAACAACTTATCTAACCCACCAACGTTTGCGCAGATCGGGATGAAAGGAAAAAGACAACCCGACGTTCGGGTGAATACTATTCAGTACGGCTGCTAAGTTTCCGACCGTTCAACGCCCCACAGAATGATCGGGGTGCAAGGGCGAACGCCCTGTGAAAACTTGCTTTTGCGGTCCCCAATTGGTAGTGCGATTATAACGATAGACACATTTATAAGTGTCCGTTACAACTTCCTAAGGTTTTGCTCCATGCTCACTCAGCTGATGCTCGATCACAGCTGCCATACATGAGCTGAAGTCACCCCTAAAAACGGGAGAGCACTGCAATGCCTCGCCCTATAGAGACCCCAGTACGCCCATGATTCTCGTTTTATCCTCTCCGCTACAGTAATGGTCTAACATGAAGGATGTACGTGAGAACGACCCCGAGCACAATCTTTACAGAAATGCGACGGCGCAAATAGAAGATGTGGTGCAGATGCATAGACAGGTAGCCTTGCTTAATGAATAACCATAAGAAATGACATAAGAAGCCTAGGGGTACGGAGGAATCACCATTCGCGGAAAAGTTCAGGACAGAACAATAAGTCTTTGGTATGGTAGCTTTTTGTGAGACCGTTGTAAAACGACGAGGCAGATACGCGAATCCACAGATAGCGGCGGGAGATAGAAGTAACAATAAGTCCAACACTTGGCTTGTCACGCCTCCAACGACCCCCATGGAACTGCGTATTAAACAACCATAGCCTGAATTTAACGCCTAGTCACCGTGTGCCTTGGGGTCGTTTGCGGGCCCGTGACTTCTCCAATGACCTAACGTCCGGTGCTCGCCATTTGGAGTTATCGGCCTACGGCTCCAACCACCATGCGAATTGGTCGTCCCATGCAATGCTGACATAGACCAGTTTGTGTAACGCCCGGTCGCGATAGGCTACTGTCATGCTCGTAAATAACATATTGATTGGGGGAATCGATTCGATAGGGCGACGGACCGTGGTTGTATGCCAATGCCACAGAAATTCGAAGTCAGATGCAGCGGGTAACCTCCACGCAGCACCCGAGTCAGCATGTGTCGACCTGGCTGACCTTGAAACCGCACTCCTTACGATTACGTCACGGCGTCCATTTATGGTTACTGAATAGCTCATACCGCCCCTCTGCCTTCGCTCGAGCCGATGCGGTACACTGTCGAGAAGCTGTCGCCGGATTCAACGTCCGCGAGGACATGCGCTAGGGGCAGAGGAGGACATGCTCGTGCCCCGTGGAAAAATGAGCCTCTCCTTCGACCTATCTGTTAAACACTCTCACTGTCAAGCCACGAGGTTGCACAGCTTCGTGGCCATGTGCTTCGGATGGAGTTCCACATTACCGGTTCGACTAATGCTTTGACATCGAATCAATTGCAATGACGGAACGACTAGGGCGCTCCACGACCGTGTACTATATGAATATTTTGCAGGAGGATGCGCTAATGCGCGTGACAACATCTACGTGCCAACTCCCAGATTTGGTAATGATGGATTCTGCCTTGGAGCAGTAAATAGTGATCCGAACTTCGCTAACGGAAACCCTGACGCCTTGTAGGACAGACGTGGTAGGCACGGCGTCGTGTCAACGTTTATAGACCACGCCGAGAAGCGACTCTTAAGTTTTTGACGGATGACTGAATCTTAATGGCTCAAGCAGCCCCCGGAGGAGCACGAGAGTCCAACTATCCCAATCTGGCCACAGGGCCTGAACACTGCGATATGAATACTGGAATCATGTCAGCCCCCAGAGAATACGCCATCGGTCCATTAACCATCGTTAAGCATCACGTGACACAATGCCTACGCCCGTCAGCGAAGGCGGACACCGTAGAAGAATGGGGCCTCGGTTCAAACAAGGCGACCCGGAGGGCTACTCCATTCAGACACAGTCGTCTGCTGAAGAATCATAGATAACTTACTGTCGGGGACAACGGTCTATTATCAAGAAGTTGTAAATGCAAGTGACTAGGATAGTAGCGGGGTGGTCTTGTTGAGTAGATATGTAGGTCGAATAGGATGGCACACTTTCAAGGAGTCCCTATAGGACATACTTCCTTTTATGTGCCATCTAAGGTCTCAAGTATATTTACGCACGGTGCAAAAAGACTTGTATTTTCATATGAGCCCCGCGTCGCTTATCGCGATGTTAGCTTAGGCTAGCCAGTCGTCTTGTGCCGCTCGTGCTATATTACTTGTGGCCTACTTATCCTAGGTCGTGAAAACGATAGGGTCTGTCAGCAGTCGTGCGACTTGAAATCCTCATTTATTCTAATGGACGTCTCCCAGTAGGCTGGCTGCTAGGTTGGGAGATACTGTACAAAGGGGGAGTGTGGACCTACGTCAAATTTACAGGCATTCCCGGTAAGCTAACAGTGGCAACTTAATAATACGGGACGACCCCATTGCGACTTCTGGGATCAACGTTAGAACGGGAAAGGCACACACTACCCGCCAGGACTCTTACGGTATATGGAGGCGTTGCTGGCGCAGGTGTAGGGGATGTCCCGGATTTGTACGAGACAAGACATCAGCTGAATCGACGCCGTCGCGTTTATGTAATAGCCCTCCTAAGGTCCAAGCGAATGCGTGTGTTTAACACCCTTGAATACAGGTATCGAAAATCGGACATCTATCTATCCGCCTTCCACGATTGACGAATCTCCTGTAACGAGCTCATTTAACCAAGGACACTCCGTCAAGTAGTATACTTTATTATCTGGTACTGCCTCGGAGACAATAGGTTTCTTCTGAGTGGACTCTTGCAGCCGCCGGCTCCATTCTACTACTGGGACAATTCTAACATCATGCGATTGCCGTTGCGACCGCTAATCTCCTCTCGGAAAGACTAGTGTTCCCCCAACCAACAAGCTATTCAGTTTTGCACTTGCCCTTATAAAGTTCCATATCTCTAAGGGACGCCTAGGCGAGTATTCTCGTTTCCCGCATTCTTATTGGATAGATTCCTAGAACTCTCACAAGGACTCGAGTGAGTCAGCTTTTGCCGTACTATAACAGGCACTCACCTGGAGTGTAGGCCGGCCACGAGACCCAGGCGTCCACGAAAGTGTGAGTAGGCAAATCTTTATCCAGCATGGAACACTGCGGTGTGCCGATTAGCTATTTATAGACGTAGAGGTTGTCTTGGTATAGCACATCCTTGTAATGTCGTTTATTTCACATAGAACATAGAGAGACTCGTTCAACACTTTTGCAAGCTCCCAGCAAAAGGTCGCGCGCAGTGTCGCCAGAACAGACGTGGGCTCCTCTCATAGCCCGCCGGCACCAGCAGGGATGTATATGTCGCTAGGTTGATCAGGGAGGGCTAGTTCAAGTCCTCCCAACGATTTGTGGAGTATCACATCGTATTTGCGAATGCTATAGCTTATCGAAGCCTAGGTGTTCTGAACAGCATCAACCAATCTGGCTAATATGCGAGAACCCCTAAGTCACTATTTATAGAGACTGCGGAATGGGGAGAGGACGCCAGAAATTTCGAATAGTATACAAGTTAGCGAGAAAGTTTCTCGCGACCACCTTATCATTGACTGAATCCGCATCGCAACACCTTGTGTAACAACATCCTTTTATAACTTAGCCACGCCAGCCCAGTTATCATAGCTACGAATCTCTCCGGGACTAATGGTATGAGAATTTACCGAGTGGGCAAGTTCATTTTCGTCCACAAAACAAGAGCAAGCCTAAAGGAAACAGCTCATATGTGCGCCTGTGTTCACTTTATCCCCCCGCCCTACTAGCTACCTGATTCGCGGTCATACTCCGTGCGACAGTTCAAAGCAAAGGCGCTCAGATCCGGTCAACGTGAATTACGTTAGCTAGCATCGTTCTAGGACCGCGCCGTTAATTCATATAGGGACATTAACGCAAACGCTGACGCCGAACCGGGCTATGAACGCTCTCTCGGATTTGAGGGACACAGCGCACGACACAGAGACTGTCAAAACACCACATGTCTCACGGGTCCCCGATAGGTAGCCATGGGAGACAATGCCATTCAGGGGAGCAACTGCGTCACCCGACTTCACGTCAATCTAGCGATTGTTTTAAAGGGTGATAGTATTACATTTCTCGATAGGTCTCACGGCCGTCTGAAGTAAAATTACATGTCTAGTCTTCTCTCCATACCCCTCGTATCGCGCGGTGTCTGAGATTATATACACTTTAGGCCATACCTTGAGAATGCAAGCTTCCGTTCGCAAAGAGGTCCATTCCCAAGGCTAATTTCTCAGCGTTTCGCTTCTGCCAGTATTTTTCTGGAATCAGTAACTACATCACGGAGCTTCAGCGGCACCTAGCGCCGCAGGCGAGAACTGGGGTCGAGTAATTGAAGTACTTATTACATGAGCGAAGCGACCCAAGCGAGCATGCGCTTCTGTCTAAGAATAGCACATATTCCGCCAACTATGGGTACTCTAGACCTTACGTTTATCACTCCAGCCTGATGGACCGGAATGGTGGACAAGGATAAGTATGGATACACGTAGACGGTTTGATTTTTCATGAGTTGGCCTCAACCGATGGTCAGCACTATGCCTTAACGCAATATGCTCTTCCGTCTCATGGTCACTCACCTAGTCAATTTATCCAATCTACGGATGGGAATGGCCGCTCCCCCAATGAAGATAGTCGCCATCCAATTCTCATGCGGGCCATTAATCTGGGGTTGTGCGCAATATCGGGACCCTTCGGGCCTCTCGGCTGTTGTTCTGTGGACCAATGGTTTTATTCTGGCCCCGAGTTCAAGTTGCGAAGACCAAAAGCTATCGGGTGAAACCTTGCGAGACGTGCGGCGACCCACTCAATGAAGACACGACTTAATCCCCGATCGGTGTATCGTAATATGATACGATGGCTAGGGTTAGTACGGACACTGAATGAGCCTCGAGCCCATCATAGGCGAGCCCTGGTTCGAACACAGCCTGTATTTAGCACCCGTAACATAGTTTGGGGCTATCTATCTGGCCGCGATATATTCCTACATTAAACACCGACGCTCGCGACCGTTGACTTACGTCCGCGAGCCTTAACCTAACGCTACAAATGTATCGGTTAGTCAAAAGAGAGCAGGAGCATGTTCGCCGGTAGAGCAACTAAAGGATCTTTGCTGAAGGTAGCGTTCAGTCCTAACGCCACATAATAACGAGAATTTCAATTACCACATGCCAAGTCATATGTGCATAATTATAAGGGCCAGCCTGCTCCTATAACTAAGGAGATAGTTTATGGGACAGAGGTTACCCGGCACCTGCTTTTTTGAGCCACCCAGTATTACTTAGTATTTCGTCAAGACGGCCAGATACGGCACATTCAGAGCGACTTTACAGGTCAATGGTTATCAACGCACACCCACATGGGAACCATGGAAGTCTGAGTTTATTTCGATGTCACCAACGTCGATACTCGCTCGCCTATGGAAATGAATCGACTGCACACCGTGGCCATCCAGGCACAACACTTAGGCATAGTGGGCATTCCGCCCGAATTTGCATCGCGACTGTAGTCAATCATTCGACCATGCCAATAGGGCCATGGCTTAAAAGCTAGCGGACTGCTTAACCCCAAATGTCGTCGTTATATCCCAAGGCCAACCCTTTAATAACAACCAGCGCGCATTCCAAGGTGAGATACCGCGTTCTCCTCCGGCTGAGTACGAGTAAGAGCTGGAATCTACTACTCTACGAAGGCAGTGACCTAGTTCACGTTCCCCCGGAGCGGAAGGCCACATCATAGTTCACTATTAGCAGGACTCGCGGCCCCCCCAACCTCCTGCCGATGGTACCTATTTCCAGCCCCTGCTGGGTTTTCCCGCGCTGTGACCGGTAGTATCCAGTTCCATTCTAATGATCATATTCCTCCACCACTCTCCTGTCCAATGGTGCCAGCCTGATGGACTGCCGTAATTCGTGTCGCTATTGTGTTGCATAGGCCCGCAATCTGCGTAATCGCGCCTATGTACAGCGCGCGGGTAGGGGAAGCGTACCAAATCCTGACCACGTTAGTCCTGGCCCGTCTGGGAATGATTTTTGTAAGGCCACCCTATAGACCTTGCGGTAGCAACCACACCCCCTGTTGAGAATTGGGTCAACAAAGCTTCAACTTGGTAGATACTAGAAACTATACTGATCATGGGATCGCGTTCGACAGGCTCATTCGAAGAACTCCCATAGGAAAATAATACACTCCACATGGCCAACTTCACGCTCTTATTTCATACACTTTAGTGAGAGTCTTGTTCTGTTATTTGCACATTATCCAATTGTGCTAAAACGTCGTATGGTAGGAATCGCAATCAGACCTAGGACAGGCTGCCTACCCCGATTGCGTCTGCCATAAAAGAGTAGGTATTCGCTGGTTACTATCCGCTGTCCTTCATTGGCTTGCTAGGAGCGGGGACGTGCGGAGAGTTTTGGCCTGTGTTCTCTAGGTGAAAGGATTATTCCGTGATTTTCATGAGCGTGACGTATTAATTTTTCGTCTACGGTAAGGTGACCGGTCTAATGAAGTCTATGAGGGACAAACGGGCTTCAGTCGGGTCTCGACGACCTATTTGATTGCATGTGAATTGTATGCGGACGTTCCACTTCGCGCATTTATTGTGGTATTGTACTGGATCCACCTTGCTTGTATCACCTCGGAATGTGGATTCTGCATCGGCTGCTGGCATGGATAATCTTCCTCCAAACCCATTGGAACAACATCTAGTCGTCTTTTTAAACCAGTGTACACAGGTGCTCATCCAGCGTGAAGTCGGTCCCCTGCTAGGTCCAAGCTACTGTGGTCCATAGTGTCAGGTCCCGATCTGCGCAAAAGCGGTGAAAAACTCCCCGTACGGGACGGCGAAAGTGGTCCCGCAGCTGCCTTGACTTGGAATCGGTAAGGAGGATCGGAGTGGGGGTCCACTCCTGGTAGGAGGTAGCACAGGATTGCAGCTGTTGCGTATCTAGTCACAGCTGCAATCGCTCCGCTAAATCAGCAAATTCTGTCTCCGAAGCGATGTAGAGAGTAGTGGAACTGCATCCCAGTTCTCGCTCTAGATCACGTTGGGTTAGACAAAGAAACAGTGTCATCCCACAATGGGGGGAGTGAGAAAATATGAAGTGACCCAATGTACACCGAATTCCGCGATCTGATTTCCGCCGCAGCAGTCTCTCCTTAGGAGTCCAGCCGATCTTAGGGGTTCAATCAGAAATCCACATGCTGAACTAATGCGGTCTCTCTTCTCCACGTAGGTAAATCACAAAACAAGCTACTTGATGAACACCTTTGGGTGCCCCATGCGACATTATGGGTGGCAGGTCCGAGACTCAGCTGCCGTTTACACATAGGTCATGCGGGCAAGAGACTCATCGGGAACTCGTATGCCTTGCGACACCTCTCCAAGACCGTTCTTAACATTCCTTACGACATTAATCAGCCCGCATCGATGTCTGGTCCTAAAACTCATTTATCATTATAGATACTTGCTTGGTGCCGCAGTACGTTTAGTATACCGTGA"
print(len(seq))
k=5
w=5
my_w=w+k-1
print(my_w)
#print(type(minis))
#add the sequence changes
variants=[]                    #List which contains all the genetic variations which are to be introduced to the sequence

print("New Variations")
randomchanges=[]
number_of_variations=7

randomchanges=redone_get_random_sequence_changes(seq,number_of_variations)
sorted_variants_position= sorted(randomchanges, key= variations_position)

print("Ordered Variants:")
for v in sorted_variants_position:
    print (v)
finalminis=[]
finalminisnew=[]
getminisstart = time.process_time()
for i in range (0,100):
    minis = get_kmer_minimizers(seq, k, my_w)
getministime=time.process_time() - getminisstart
print("Original Minimizers:")
for minim in minis:
    print(minim)
start = time.process_time()
finalseq, finalminis=brute_force_minimizer_computation(my_w,k,seq,sorted_variants_position,minis)
#print("My Algo time:")
algotime=time.process_time() - start
#for m in finalminis:
#    print(m)
#for i in finalminis:
#    if isinstance(i,Minimizer):
#        finalminisnew.append(i)

beginbf= time.process_time()
ref1=apply_variations_to_sequence(seq,sorted_variants_position)
print("Sequence no algo:"+ref1)
easyminis=get_kmer_minimizers(ref1,k,w+k-1)
print("Brute Force time:")
endbf=time.process_time() - beginbf
isequal=True

#if finalseq == ref1:
#    print("Same sequences returned")
#    print("Solution vs. My Algorithm")
#else:
#    print("My Algorithm: " + finalseq)
#for i,mini in enumerate(easyminis):
#    if not finalminisnew[i]:
#        print("Error for Minimizers: " + mini.__str__() + " and none present")
#    elif finalminisnew[i]==mini:
#        print("true: "+mini.__str__()+" ="+finalminisnew[i].__str__())
#    else:
#        print("Error for Minimizers: "+mini.__str__()+" and "+finalminisnew[i].__str__())
#        isequal=False

#print(easyminis)
#print(randomchanges)

#print("Ordered Variants:")
#for v in sorted_variants_position:
#    print(v)
#if len(finalminisnew) == len(easyminis):
#    print("We have the same amount of minimizers")
#else:
#    print("Different amount of Minimizers: My algo: " + str(len(finalminisnew)) + " Solution: " + str(len(easyminis)))
#if (isequal):
#    print("Right Minimizers returned")
print("Minimizer time"+str(getministime))
print("My Algo time:"+str(algotime))
print("Brute Force time:"+str(endbf))